diff --git a/.gitignore b/.gitignore new file mode 100644 index 00000000..8d4aaf40 --- /dev/null +++ b/.gitignore @@ -0,0 +1,2 @@ +node_modules +*.map \ No newline at end of file diff --git a/README.md b/README.md index 71a9296d..02f3d525 100644 --- a/README.md +++ b/README.md @@ -1,112 +1,150 @@ -# CIS700 Procedural Graphics: Final Project +# Music Visualizer -Time to show off your new bag of procedural tricks by creating one polished final project. For this assignment you will have four weeks to create and document a portfolio piece that demonstrates your mastery of procedural thinking and implementation. You may work in groups of up to three (working alone is fine too). You may use any language / platform you choose for this assignment (given our approval if it’s not JavaScript/WebGL or C++/OpenGL). +Inspired by the game Panoramical, the goal of this project is to create a interactive procedural music visualizer. Since the music will also be procedurally generated, we hope to achieve a greater level of audio-visual synchronization than a generic unchoreographed visualizer. -As usual with this class, we want to encourage you to take this opportunity to explore and experiment. To get you started, however, we’ve provided a few open-ended prompts below. Interesting and complex visuals are the goal in all of these prompts, but they encourage focus on different aspects of proceduralism. +## Design Doc -## Prompts: +### Procedural Music (Xiaomao) +The two main implementations done this week were rhythm generation and melody generation. The rhythms are generated using the Bjorklund algorithm which attempts to evenly spread out notes, creating Euclidian rhythms. That is, given a number of notes, and a number of time intervals, this algorithm attempts to evenly distribute the notes among the time intervals (assuming #notes < #intervals) [3]. The main purpose of this algorithm is to create interesting beats for the music. This can be heard in the underlying drum beats in the default scene. -- ### A classic 4k demo - * In the spirit of the demo scene, create an animation that fits into a 4k executable that runs in real-time. Feel free to take inspiration from the many existing demos. Focus on efficiency and elegance in your implementation. - * Examples: [cdak by Quite & orange](https://www.youtube.com/watch?v=RCh3Q08HMfs&list=PLA5E2FF8E143DA58C) +The procedural melodies are generated using modifications of the Morse-Thue Fractal and the Earthworm sequence. The methods are taken from Gustavo Diaz-Jerez's blog where he details how these procedural number patterns were used in his procedural music application [2]. In short, the Morse-Thue algorithm requires a base and a multiplier. A counter is started and multiplied by the multiplier. This number is converted from the chosen base to base 10. Then, the sum of the digits of the result modulus the number of notes in the scale is used to determine a note to play. -- ### A forgery - * Taking inspiration from a particular natural phenomenon or distinctive set of visuals, implement a detailed, procedural recreation of that aesthetic. This includes modeling, texturing and object placement within your scene. Does not need to be real-time. Focus on detail and visual accuracy in your implementation. - * Examples: - - [Snail](https://www.shadertoy.com/view/ld3Gz2), [Journey](https://www.shadertoy.com/view/ldlcRf), Big Hero 6 Wormhole: [Image 1](http://2.bp.blogspot.com/-R-6AN2cWjwg/VTyIzIQSQfI/AAAAAAAABLA/GC0yzzz4wHw/s1600/big-hero-6-disneyscreencaps.com-10092.jpg) , [Image 2](https://i.stack.imgur.com/a9RGL.jpg) +The Earthworm sequence requires an initial value, a multiplier, and a constant. At every iteration, the value is the previous value times the multiplier. The constant determines how many digits to keep. If the constant is 3, the only the first three rightmost digits of the number is kept. The same modulus operation as above is used to determine the note. -- ### A game level - * Like generations of game makers before us, create a game which generates an navigable environment (eg. a roguelike dungeon, platforms) and some sort of goal or conflict (eg. enemy agents to avoid or items to collect). Must run in real-time. Aim to create an experience that will challenge players and vary noticeably in different playthroughs, whether that means complex dungeon generation, careful resource management or a sophisticated AI model. Focus on designing a system that will generate complex challenges and goals. - * Examples: Spore, Dwarf Fortress, Minecraft, Rogue +Both of these algorithms are implemented in this version of the code. `melodyGenerator` by uses the Morse-Thue while `EarthWorm` uses the Earthworm sequence to generate a set of notes. `rhythmicMelodyGenerator` combines the output of a Morse-Thue sequence with a Euclidian rhythm. -- ### An animated environment / music visualizer - * Create an environment full of interactive procedural animation. The goal of this project is to create an environment that feels responsive and alive. Whether or not animations are musically-driven, sound should be an important component. Focus on user interactions, motion design and experimental interfaces. - * Examples: [Panoramical](https://www.youtube.com/watch?v=gBTTMNFXHTk), [Bound](https://www.youtube.com/watch?v=aE37l6RvF-c) -- ### Own proposal - * You are of course **welcome to propose your own topic**. Regardless of what you choose, you and your team must research your topic and relevant techniques and come up with a detailed plan of execution. You will meet with some subset of the procedural staff before starting implementation for approval. +The Soundfont-player and Tonal.js libaries are used to generate scales and play the MIDI notes [8][9]. The main music play functions are located in the `onUpdate` function in `main.js`. I recently discovered a bug where preloading multiple channels/tracks of audio causes static noise build up in the overall track. Thus, if this occurs, disable a few `.schedule` calls, which may help alleviate the problem. In the next version, I will manually time the notes which alleviates this problem. The current code utilizes 3 instruments: an acoustic piano, a polysynth, and a synthetic drumset. The drum lines demonstrate how the Euclidian rhythms can be combined to create beats, while the other two instruments demonstrate the melody generation algorithms. -**Final grading will be individual** and will be based on both the final product and how well you were able to achieve your intended effect according to your execution plan. Plans change of course, and we don’t expect you to follow your execution plan to a T, but if your final project looks pretty good, but you cut corners and only did 30% of what you outlined in your design doc, you will be penalized. +One noticeable issue is that sometimes the melody generation sometimes is too random. One new goal for the next week is to "decrease" the randomness by artificially introducing constant structures and musical motifs. One example present in the code currently is that the `EarthWorm` function takes the generated EarthWorm sequence and injects a constant note at every other interval, which makes the resulting sequence sound more "musical". -But overall, have fun! This is your opportunity to work on whatever procedural project inspires you. The best way to ensure a good result is to pick something you’re passionate about. :) +#### Milestone 2 +The bass line is completely procedural, generated using a random chord (which right now is hand selected, but will be changed to just picking 1 note and letting the program generate the chord). Then, there are 6 parameters that can be tuned to change the rhythm. The parameters so far are hard coded and need to be changed into variables to allow for user input. -## Timeline +The harmony lines are approached similarly to the bass line. However, instead of using individual notes in a chord, random music motifs and transformations are applied to the note (e.g. C -> C D C). The transformations are chosen randomly. This needs to be tuned a bit so it sounds better. The number of repetitions for each motif can be controlled using one of the random sequences described above. -- 4/08 Design doc due / Have met with procedural staff -- 4/18 Milestone 1 (short write-up + demo) -- 4/25 Milestone 2 (short write-up + demo) -- 5/3 Final presentations (3-5 pm, Siglab), final reports due +The melody line is the least random. Currently, it takes a descending sequence of notes and applies slight variations to create a theme. This barely takes any random input at all currently. Furthermore, this needs additional variations to be coded in and is a work in progress. -## Design Doc -Your design doc should follow the following template. Note, each section can be pretty short, but cover them all! This will serve as valuable documentation when showing this project off in the future AND doing a good job will make it much easier for you to succeed, so please take this seriously. +### Visualizer (Brian) +Milestone 1: + +* Handles basic user inputs +* Framework code for moving camera +* Framework code for triggering scene changes +* Implemented 2 scenes + +Milestone 2: + +* [Brian] Experimented with music generation using alternating notes as anchor points (inspired by: https://www.youtube.com/watch?v=UYU5POqHdeA). We were having trouble making music sound not random. One idea we had was to have the music 'reset' itself by returning to a common note(s). We thought that starting with two alternating notes, we could then build up a song by filling in the space between them using known patterns or other methods. +* [Brian] Implement lake scene + +Final Demo: +![scenes](https://i.imgur.com/0uDxvwA.png) +* [Brian] Implemented loop based music gen method +* [Brian] Polish lake scene + +### Inspiration +![inspiration](http://i.imgur.com/qFGr4vh.png) +Inspiration from [Panoramical](http://panoramic.al/) and [Proteus](http://twistedtreegames.com/proteus/). + +### Design +* Some ideas: procedural weather, lighting/color/tone, camera movement, post-processing effects +* We will have an API to pass generated music information from the music generator to the visualization generator +* Shared data: BPM, instruments, major/minor key, notes, scale +* Attempt different styles of music : jazz, electronic, etc. + +### Timeline: +#### 4/11 Milestone 0.5 +* [Xiaomao] Basic MIDI player in place (likely only 1 instrument) +* [Xiaomao] Input string to play predetermined set of notes (no proceduralism yet) +* [Brian] Sketch plans for 5 scenes +* [Brian] Basic terrain generation +* [Brian] Framework for scene/camera changing +#### 4/18 Milestone 1 (short write-up + demo) +* Integrate! +* [Xiaomao] Real time information to pass to the visualizer +* [Xiaomao] Some procedural control over the music (chords, scales, tempo, etc.) +* [Brian] Implement tunable visual parameters controlled by music input +* [Brian] Implement 2 scenes + shader effects +#### 4/25 Milestone 2 (short write-up + demo) +* Integrate! +* [Xiaomao] Full procedural control over the music generation (maybe have different randomization algorithms to see how well each works with the sounds) +* [Xiaomao] Maybe allow some user input for parameters +* [Brian] Experimented with music structures to get a feel for type of music we are able to generate (https://onlinesequencer.net/464784, https://onlinesequencer.net/464779) + * [Brian] Have callbacks in audio code trigger visual effects + * [Brian] Experiment with more parameters to tune visuals + * [Brian] Working on implementing reflective water - still need to fix the mirror shading +#### 5/3 Final presentations (3-5 pm, Siglab), final reports due +* Final Report +* [Xiaomao] Have cool player input screen +* [Brian] Polish scene +* [Brian] Implemented loop based music gen method + +## Results + +![scenes](https://i.imgur.com/YOv032T.png) + +Live Demo: [Link](https://xnieamo.github.io/Final-Project/) + +Video Demo: [Xiaomao Music](https://youtu.be/pYcoIvyBIQo), [Brian Music](https://youtu.be/GZ5gUISoN0Y) + + +## Evaluation + +### Visualizer +My primary goal for the visualizer was to create something that would match well with the music we generated. I experimented with a variety of scenes inspired by Panoramical and demoscenes. + +One of the experimental scenes was a abstract sphere with lines slowly emerging from the center. The idea was to use a flat color and an initially fixed camera perspective to simulate a 2D looking effect. Then when transitioning the scene, the camera would move and viewer can then see that the scene is actually 3D. + +Next, I experimented with a rotating planet scene. I used perlin noise to generate the terrain and randomly generated a rotating star field in the background. + +The most difficult part about making the visualizer was generating scenes without music. It was hard to get a feel for what type of mood/tempo the music generator would be able to create, so the experimental scenes were all very generic. After experimenting with the music, we found that slow and simple pieces sounded the most coherent. To match this style, I decided to implement a lake scene with some weather effects. + +The floating icebergs in the scene were created as cone geometry with vertices randomly extruded in the vertex shader. To simulate the bobbing motion, I used an oscillating function that holds the lowest position a little bit longer than the highest position. This seems to look a bit more natural than using a pure sine function. Lastly, to simulate the forward motion of the camera, the icebergs also move forward. However, in order to not obscure the camera’s view, the camera’s position applies a repelling force on the icebergs that are too close. This pushes the icebergs to the left or right depending on the side it is closer to. The lightning is generated using MeshLines and given a large initial downwards velocity. The horizontal velocities are randomly set at random intervals to give it a jagged look. The rain effect is also generated using MeshLines. The trailing parameter gives the lines a droplet shape. Lastly, droplets that get close to the surface of the lake will have their positions passed into the lake shader. This allows us to generate a splash effect. To create the lake, I used the Mirror class from Three.js and then applied an oscillating offset based on time and position to create the ripple effect. Finally, I added some randomly generated forward moving particles to give the scene a bit more depth and add to the impression of camera movement. + +To combine the visualization with the music, we created a framework of callbacks that could be triggered when a note is played. For this project, we had 3 separate callbacks that responded to the melody, harmony and bass separately. For the demo, lightning was generated based on the melody, the bubbles were generated based on the harmony and the icebergs were generated based on the bass. + +For our final demo, we decided to present just the lake scene because we thought that it fit best with the music we were able to generate. -### Design Doc Template: +### Music -- #### Introduction - * What motivates this project? -- #### Goal - * What do you intend to achieve with this project? -- #### Inspiration/reference: - * Attach some materials, visual or otherwise you intend as reference -- #### Specification: - * Outline the main features of your project -- #### Techniques: - * What are the main technical/algorithmic tools you’ll be using? Give an overview, citing specific papers/articles -- #### Design: - * How will your program fit together? Make a simple free-body diagram illustrating the pieces. -- #### Timeline: - * Create a week-by-week set of milestones for each person in your group. +The main goal was to create a procedural music engine that would allow for generating different music with minimal user input. I started by looking at different implementations of procedural music available online and was mainly inspired by the FractMus software by Gustavo Diaz-Jerez [2]. He uses various fractals and other number sequences to pick out notes to play. However, this implementation was very limited and required finding the few random number seeds that would make it sound like music and not random notes. I also experimented with Euclidean rhythms which come from an algorithm by Godfried Toussaint at McGill University [3]. The rhythms were actually rather good. However, they are also limited in the sense that they only provided when a note should be played and when to rest and did not specify the length of the notes. +The second iteration of the music generation algorithm attempted to use 1D smoothed Perlin [5] noise to create a contour which would form the musical melody. This was inspired by reading an online article describing how to create a melody for EDM songs [6]. I approached the contour problem by generating the noise curve and then subsampling along regular intervals. However, this still did not create sounds that were very coherent. A critical aspect that we determined to be missing, after listening and watching many videos on YouTube, was the actual rhythm of the song. Simple rhythms, like short-short-long or long-short-long, seemed to make all the difference. Furthermore, we found that we needed to repeat our main theme much more often. With this in mind, we attempted to implement these characteristics into our music engine. Unfortunately, the end product still lacked some continuity between different sections of the song. -Along with your final project demo, you will submit a final report, in which you will update correct your original design doc as needed and add a few post-mortem items. +The third iteration of the algorithm involved me manually identifying note patterns in catchy songs across YouTube. Then, a hard-coded table of these patterns is used to randomly choose a few patterns and combine them. This allowed me to create the repetitive main themes similar to that of many catchy pop/EDM songs. Then, using the 1D smoothed noise from the second iteration, I apply different variations and appended these to the main theme. Variations could include transposing the notes up and down, applying different patterns, and changing the tempo. The final results would be something like Main Theme -> Variation -> Main Theme -> Variation -> etc. This pattern worked fairly well and can be heard in the first demo video. -## Milestones +Another similar algorithm we tried was to generate a loop sequence of 5-10 notes. Then using a manually generated set of patterns (each consisting of a relative note progression and the corresponding rhythm), we swapped out notes of the loop sequence with the patterns. This worked well for slow pieces. A sample of this method can be heard in the second demo video. -To keep you honest / on-track, we will be checking on your progress at weekly intervals, according to milestones you’ll define at the outset (pending our approval). For each of the two milestones prior to the final submission, you will submit a short write up explaining whether or not you individually achieved your goals (specifying the files where the work happened), along with a link to a demo / images. These don’t have to be super polished -- we just want to see that you’re getting things done. +A design decision I made halfway through was to separate the music code into three separate parts: melody, harmony, and bass. This made sense to me since musically these are the main components of a song. While generating simple bass lines was straightforward, especially when combining several different Euclidean rhythms, the generation of the harmony proved difficult. This is because without very much music theory training, understanding how the notes should interact was fairly difficult. Although I read some articles online, none of them provided the depth necessary to allow me to fully implement an algorithm that would create a suitable harmony for each melody. Furthermore, I felt that I would not have the necessary amount of time to learn of this. Therefore, I settled for using simple but nice sounding chord progressions for the harmony. -Example: +To actually play the music as well write code that would generate the notes, I used two javascript libraries: tonal.js and soundfont-player.js [8][9]. These allowed me to play with music theory via code and then play MIDI notes. One thing that I did not know how to use well was the attack, decay, sustain, release envelopes which can be used to manipulate the sounds of the MIDI files. This helped make some the instruments sound much better. -“Milestone 1: - Adam: -Made some procedural terrain code in src/terrain.js. Implemented 3D simplex noise to do it. Also applied coloring via custom shader based on this cool paper X (see src/shaders/dirt.glsl). IMAGE +In retrospect, the procedural music generation would have been more successful had I picked an easier genre to attempt to replicate ahead of time. I had initially wanted the music to sound more classical. However, the musical patterns and structure proved to be too complicated. Instead, had I tried to generate simpler pop/EDM songs which make heavy use of repeated themes, I would have had more time to tune specific details, like the sounds of the instruments, varying volume over time, etc. -Austin: -I managed to set up my voronoi diagram shader (see src/shaders/voronoi.glsl). -Experimented with different scattering techniques. It’s working with the euclidean distance metric. I’m using it in src/main.js to color stones. IMAGE -Rachel: -I tried really hard to make my toon shader work (src/shaders/toon.glsl), but I still have a bug! T_T BUGGY IMAGE. DEMO LINK” +## Future Work -## Final Report +The biggest challenge of this project was generating music that did not sound like random notes playing. A good portion of the time on this project was spent dissecting the patterns and structure of songs. One thing that would improve the music a lot would be to have a better syncing between the melody, harmony, and bass. Because they are generated separately, right now there is a lack interaction between the lines and the complexity of each line is also limited. Additionally, having better sounding instruments/MIDI notes would go a long way as well. -In addition to your demo, you will create a final report documenting your project overall. This document should be clear enough to explain the value and details of your project to a random computer graphics person with no knowledge of this class. +On the visualization side of things, we would like to implement additional scenes to match other music pieces that we generate. To create more immersive experiences with more complex music, it would be interesting to further develop the semi-procedural approach where the music is partially human composed and partially controlled by a user input tunable music generation engine. Having artistic control over the music would also making generation of the scenes much easier and more aligned with the mood of the music. -### Final Report Template: +## Acknowledgements -- #### Updated design doc: - * All the sections of your original design doc, corrected if necessary -- #### Results: - * Provide images of your finished project -- #### Evaluation (this is a big one!): - * How well did you do? What parameters did you tune along the way? Include some WIP shots that compare intermediate results to your final. Explain why you made the decisions you did. -- #### Future work: - * Given more time, what would you add/improve -- #### Acknowledgements: - * Cite _EVERYTHING_. Implemented a paper? Used some royalty-free music? Talked to classmates / a professor in a way that influenced your project? Attribute everything! +[1] http://joshparnell.com/blog/music-samples/ -## Logistics +[2] http://www.gustavodiazjerez.com/gdj/?cat=15 -Like every prior project, your code will be submitted via github. Fork the empty final project repo and start your code base from there. Take this as an opportunity to practice using git properly in a team setting if you’re a new user. For each weekly submission, provide a link to your pull request. Your repo will contain all the code and documentation associated with your project. The readme for your repo will eventually be your final report. At the top level, include a folder called “documentation”, where you’ll put your design doc and milestone write-ups. +[3] http://cgm.cs.mcgill.ca/~godfried/publications/banff.pdf -Don’t wait to merge your code! Seriously, there be dragons. Try to have a working version including all your code so that compatibility and merge issues don’t sneak up on you near the end. +[4] http://edmprod.com/ultimate-melody-guide/ -## Grading +[5] http://www.michaelbromley.co.uk/blog/90/simple-1d-noise-in-javascript -- 15% Design Doc (graded as a group) -- 15% Milestone 1 (graded as a group) -- 15% Milestone 2 (graded as a group) -- 55% Final demo + report (graded individually) +[6] http://edmprod.com/ultimate-melody-guide/ -NOTE: We’ve been pretty lax about our late policy throughout the semester, but our margins on the final project are tight, therefore late submissions will NOT be accepted. If you have a significant reason for being unable to complete your goals, talk to us, and we’ll discuss getting you an incomplete and figure out an adjusted work plan with your group. +[7] https://github.com/spite/THREE.MeshLine +[8] https://github.com/danigb/tonal +[9] https://github.com/danigb/soundfont-player diff --git a/index.html b/index.html new file mode 100644 index 00000000..3ee251a2 --- /dev/null +++ b/index.html @@ -0,0 +1,19 @@ + + + + Final Project + + + + + + \ No newline at end of file diff --git a/package.json b/package.json new file mode 100644 index 00000000..70211b65 --- /dev/null +++ b/package.json @@ -0,0 +1,35 @@ +{ + "scripts": { + "start": "webpack-dev-server --hot --inline", + "build": "webpack", + "deploy": "gh-pages-deploy" + }, + "gh-pages-deploy": { + "prep": [ + "build" + ], + "noprompt": true + }, + "dependencies": { + "dat-gui": "^0.5.0", + "gl-matrix": "^2.3.2", + "midi.js": "", + "soundfont-player": "^0.10.5", + "stats-js": "^1.0.0-alpha1", + "three": "^0.82.1", + "three-orbit-controls": "^82.1.0", + "three.meshline": "^1.0.3", + "tonal": "0.69.0", + "three-effectcomposer": "0.0.1" + }, + "devDependencies": { + "babel-core": "^6.18.2", + "babel-loader": "^6.2.8", + "babel-preset-es2015": "^6.18.0", + "gh-pages-deploy": "^0.4.2", + "webpack": "^1.13.3", + "webpack-dev-server": "^1.16.2", + "webpack-glsl-loader": "^1.0.1", + "json-loader": "^0.5.4" + } +} diff --git a/src/Mirror.js b/src/Mirror.js new file mode 100644 index 00000000..782707dd --- /dev/null +++ b/src/Mirror.js @@ -0,0 +1,285 @@ +/** + * @author Slayvin / http://slayvin.net + */ + +const THREE = require('three'); // older modules are imported like this. You shouldn't have to worry about this much + +THREE.ShaderLib[ 'mirror' ] = { + + uniforms: { + "time": { value: 0 }, + "splashes": { type: "v2v", value: [ new THREE.Vector2(-9999,-9999), new THREE.Vector2(-9999,-9999), new THREE.Vector2(-9999,-9999), new THREE.Vector2(-9999,-9999), new THREE.Vector2(-9999,-9999) ] }, + "mirrorColor": { value: new THREE.Color( 0xff0000 ) }, + "mirrorSampler": { value: null }, + "textureMatrix" : { value: new THREE.Matrix4() } + }, + + vertexShader: require('./shaders/mirror-vert.glsl'), + + fragmentShader: require('./shaders/mirror-frag.glsl'), + +}; + +THREE.Mirror = function ( renderer, camera, options ) { + + THREE.Object3D.call( this ); + + this.name = 'mirror_' + this.id; + + options = options || {}; + + this.matrixNeedsUpdate = true; + + var width = options.textureWidth !== undefined ? options.textureWidth : 512; + var height = options.textureHeight !== undefined ? options.textureHeight : 512; + + this.clipBias = options.clipBias !== undefined ? options.clipBias : 0.0; + + var mirrorColor = options.color !== undefined ? new THREE.Color( options.color ) : new THREE.Color( 0x7F7F7F ); + + this.renderer = renderer; + this.mirrorPlane = new THREE.Plane(); + this.normal = new THREE.Vector3( 0, 0, 1 ); + this.mirrorWorldPosition = new THREE.Vector3(); + this.cameraWorldPosition = new THREE.Vector3(); + this.rotationMatrix = new THREE.Matrix4(); + this.lookAtPosition = new THREE.Vector3( 0, 0, - 1 ); + this.clipPlane = new THREE.Vector4(); + + // For debug only, show the normal and plane of the mirror + var debugMode = options.debugMode !== undefined ? options.debugMode : false; + + if ( debugMode ) { + + var arrow = new THREE.ArrowHelper( new THREE.Vector3( 0, 0, 1 ), new THREE.Vector3( 0, 0, 0 ), 10, 0xffff80 ); + var planeGeometry = new THREE.Geometry(); + planeGeometry.vertices.push( new THREE.Vector3( - 10, - 10, 0 ) ); + planeGeometry.vertices.push( new THREE.Vector3( 10, - 10, 0 ) ); + planeGeometry.vertices.push( new THREE.Vector3( 10, 10, 0 ) ); + planeGeometry.vertices.push( new THREE.Vector3( - 10, 10, 0 ) ); + planeGeometry.vertices.push( planeGeometry.vertices[ 0 ] ); + var plane = new THREE.Line( planeGeometry, new THREE.LineBasicMaterial( { color: 0xffff80 } ) ); + + this.add( arrow ); + this.add( plane ); + + } + + if ( camera instanceof THREE.PerspectiveCamera ) { + + this.camera = camera; + + } else { + + this.camera = new THREE.PerspectiveCamera(); + console.log( this.name + ': camera is not a Perspective Camera!' ); + + } + + this.textureMatrix = new THREE.Matrix4(); + + this.mirrorCamera = this.camera.clone(); + this.mirrorCamera.matrixAutoUpdate = true; + + var parameters = { minFilter: THREE.LinearFilter, magFilter: THREE.LinearFilter, format: THREE.RGBFormat, stencilBuffer: false }; + + this.renderTarget = new THREE.WebGLRenderTarget( width, height, parameters ); + this.renderTarget2 = new THREE.WebGLRenderTarget( width, height, parameters ); + + var mirrorShader = THREE.ShaderLib[ "mirror" ]; + var mirrorUniforms = THREE.UniformsUtils.clone( mirrorShader.uniforms ); + + this.material = new THREE.ShaderMaterial( { + + fragmentShader: mirrorShader.fragmentShader, + vertexShader: mirrorShader.vertexShader, + uniforms: mirrorUniforms + + } ); + + this.material.uniforms.mirrorSampler.value = this.renderTarget.texture; + this.material.uniforms.mirrorColor.value = mirrorColor; + this.material.uniforms.textureMatrix.value = this.textureMatrix; + + if ( ! THREE.Math.isPowerOfTwo( width ) || ! THREE.Math.isPowerOfTwo( height ) ) { + + this.renderTarget.texture.generateMipmaps = false; + this.renderTarget2.texture.generateMipmaps = false; + + } + + this.updateTextureMatrix(); + this.render(); + +}; + +THREE.Mirror.prototype = Object.create( THREE.Object3D.prototype ); +THREE.Mirror.prototype.constructor = THREE.Mirror; + +THREE.Mirror.prototype.updateSplash = function ( splashes ) { + + while (splashes.length < 5) { + splashes.push(new THREE.Vector2(-9999,-9999)); + } + this.material.uniforms.splashes.value = splashes; + +}; + +THREE.Mirror.prototype.updateTime = function ( time ) { + + this.material.uniforms.time.value = time; + +}; + +THREE.Mirror.prototype.renderWithMirror = function ( otherMirror ) { + + // update the mirror matrix to mirror the current view + this.updateTextureMatrix(); + this.matrixNeedsUpdate = false; + + // set the camera of the other mirror so the mirrored view is the reference view + var tempCamera = otherMirror.camera; + otherMirror.camera = this.mirrorCamera; + + // render the other mirror in temp texture + otherMirror.renderTemp(); + otherMirror.material.uniforms.mirrorSampler.value = otherMirror.renderTarget2.texture; + + // render the current mirror + this.render(); + this.matrixNeedsUpdate = true; + + // restore material and camera of other mirror + otherMirror.material.uniforms.mirrorSampler.value = otherMirror.renderTarget.texture; + otherMirror.camera = tempCamera; + + // restore texture matrix of other mirror + otherMirror.updateTextureMatrix(); + +}; + +THREE.Mirror.prototype.updateTextureMatrix = function () { + + this.updateMatrixWorld(); + this.camera.updateMatrixWorld(); + + this.mirrorWorldPosition.setFromMatrixPosition( this.matrixWorld ); + this.cameraWorldPosition.setFromMatrixPosition( this.camera.matrixWorld ); + + this.rotationMatrix.extractRotation( this.matrixWorld ); + + this.normal.set( 0, 0, 1 ); + this.normal.applyMatrix4( this.rotationMatrix ); + + var view = this.mirrorWorldPosition.clone().sub( this.cameraWorldPosition ); + view.reflect( this.normal ).negate(); + view.add( this.mirrorWorldPosition ); + + this.rotationMatrix.extractRotation( this.camera.matrixWorld ); + + this.lookAtPosition.set( 0, 0, - 1 ); + this.lookAtPosition.applyMatrix4( this.rotationMatrix ); + this.lookAtPosition.add( this.cameraWorldPosition ); + + var target = this.mirrorWorldPosition.clone().sub( this.lookAtPosition ); + target.reflect( this.normal ).negate(); + target.add( this.mirrorWorldPosition ); + + this.up.set( 0, - 1, 0 ); + this.up.applyMatrix4( this.rotationMatrix ); + this.up.reflect( this.normal ).negate(); + + this.mirrorCamera.position.copy( view ); + this.mirrorCamera.up = this.up; + this.mirrorCamera.lookAt( target ); + + this.mirrorCamera.updateProjectionMatrix(); + this.mirrorCamera.updateMatrixWorld(); + this.mirrorCamera.matrixWorldInverse.getInverse( this.mirrorCamera.matrixWorld ); + + // Update the texture matrix + this.textureMatrix.set( 0.5, 0.0, 0.0, 0.5, + 0.0, 0.5, 0.0, 0.5, + 0.0, 0.0, 0.5, 0.5, + 0.0, 0.0, 0.0, 1.0 ); + this.textureMatrix.multiply( this.mirrorCamera.projectionMatrix ); + this.textureMatrix.multiply( this.mirrorCamera.matrixWorldInverse ); + + // Now update projection matrix with new clip plane, implementing code from: http://www.terathon.com/code/oblique.html + // Paper explaining this technique: http://www.terathon.com/lengyel/Lengyel-Oblique.pdf + this.mirrorPlane.setFromNormalAndCoplanarPoint( this.normal, this.mirrorWorldPosition ); + this.mirrorPlane.applyMatrix4( this.mirrorCamera.matrixWorldInverse ); + + this.clipPlane.set( this.mirrorPlane.normal.x, this.mirrorPlane.normal.y, this.mirrorPlane.normal.z, this.mirrorPlane.constant ); + + var q = new THREE.Vector4(); + var projectionMatrix = this.mirrorCamera.projectionMatrix; + + q.x = ( Math.sign( this.clipPlane.x ) + projectionMatrix.elements[ 8 ] ) / projectionMatrix.elements[ 0 ]; + q.y = ( Math.sign( this.clipPlane.y ) + projectionMatrix.elements[ 9 ] ) / projectionMatrix.elements[ 5 ]; + q.z = - 1.0; + q.w = ( 1.0 + projectionMatrix.elements[ 10 ] ) / projectionMatrix.elements[ 14 ]; + + // Calculate the scaled plane vector + var c = new THREE.Vector4(); + c = this.clipPlane.multiplyScalar( 2.0 / this.clipPlane.dot( q ) ); + + // Replacing the third row of the projection matrix + projectionMatrix.elements[ 2 ] = c.x; + projectionMatrix.elements[ 6 ] = c.y; + projectionMatrix.elements[ 10 ] = c.z + 1.0 - this.clipBias; + projectionMatrix.elements[ 14 ] = c.w; + +}; + +THREE.Mirror.prototype.render = function () { + + if ( this.matrixNeedsUpdate ) this.updateTextureMatrix(); + + this.matrixNeedsUpdate = true; + + // Render the mirrored view of the current scene into the target texture + var scene = this; + + while ( scene.parent !== null ) { + + scene = scene.parent; + + } + + if ( scene !== undefined && scene instanceof THREE.Scene ) { + + // We can't render ourself to ourself + var visible = this.material.visible; + this.material.visible = false; + + this.renderer.render( scene, this.mirrorCamera, this.renderTarget, true ); + + this.material.visible = visible; + + } + +}; + +THREE.Mirror.prototype.renderTemp = function () { + + if ( this.matrixNeedsUpdate ) this.updateTextureMatrix(); + + this.matrixNeedsUpdate = true; + + // Render the mirrored view of the current scene into the target texture + var scene = this; + + while ( scene.parent !== null ) { + + scene = scene.parent; + + } + + if ( scene !== undefined && scene instanceof THREE.Scene ) { + + this.renderer.render( scene, this.mirrorCamera, this.renderTarget2, true ); + + } + +}; diff --git a/src/fractals/lsystem.js b/src/fractals/lsystem.js new file mode 100644 index 00000000..00ba7c77 --- /dev/null +++ b/src/fractals/lsystem.js @@ -0,0 +1,156 @@ +// A class that represents a symbol replacement rule to +// be used when expanding an L-system grammar. +function Rule(prob, str) { + this.probability = prob; // The probability that this Rule will be used when replacing a character in the grammar string + this.successorString = str; // The string that will replace the char that maps to this Rule +} + +// TODO: Implement a linked list class and its requisite functions +// as described in the homework writeup +var Node = { + symbol : '', + nextNode : null, + prevNode : null +}; + +function LinkedList(){ + this.head = null; + this.tail = null; + this.push = function(val) { + if (!this.head) { + this.head = {symbol: val, nextNode: null, prevNode: null}; + this.tail = this.head; + } else if (this.head == this.tail) { + var newNode = {symbol: val, nextNode: null, prevNode: this.head}; + this.head.nextNode = newNode; + this.tail = newNode; + } else { + var newNode = {symbol: val, nextNode: null, prevNode: this.tail}; + this.tail.nextNode = newNode; + this.tail = newNode; + } + }; +}; + +// TODO: Turn the string into linked list +export function stringToLinkedList(input_string) { + // ex. assuming input_string = "F+X" + // you should return a linked list where the head is + // at Node('F') and the tail is at Node('X') + var ll = new LinkedList(); + for (var i = 0; i < input_string.length; i++) { + ll.push(input_string.charAt(i)); + } + return ll; +} + +// TODO: Return a string form of the LinkedList +export function linkedListToString(linkedList) { + // ex. Node1("F")->Node2("X") should be "FX" + var node = linkedList.head; + var result = ''; + + while (node) { + result = result.concat(node.symbol); + node = node.nextNode; + } + return result; +} + +// TODO: Given the node to be replaced, +// insert a sub-linked-list that represents replacementString +function replaceNode(linkedList, node, replacementString) { + var replacementList = stringToLinkedList(replacementString); + if (linkedList.head == linkedList.tail == node) { + linkedList = replacementList; + } + else if (linkedList.head == node) { + var next = node.next; + linkedList.head = replacementList.head; + next.prevNode = replacementList.tail; + replacementList.tail.next = next; + } + else if (linkedList.tail == node) { + var prev = node.prevNode; + linkedList.tail = replacementList.tail; + prev.nextNode = replacementList.head; + replacementList.head.prevNode = prev; + } else { + var next = node.nextNode; + var prev = node.prevNode; + next.prevNode = replacementList.tail; + replacementList.tail.nextNode = next; + + prev.nextNode = replacementList.head; + replacementList.head.nextNode = prev; + } + return replacementList.tail.next; +} + +export default function Lsystem(axiom, grammar, iterations) { + // default LSystem + this.axiom = "FX"; + this.grammar = {}; + this.grammar['X'] = [ + new Rule(1.0, '[-FX][+FX]') + ]; + this.iterations = 0; + + // Set up the axiom string + if (typeof axiom !== "undefined") { + this.axiom = axiom; + } + + // Set up the grammar as a dictionary that + // maps a single character (symbol) to a Rule. + if (typeof grammar !== "undefined") { + this.grammar = Object.assign({}, grammar); + } + + // Set up iterations (the number of times you + // should expand the axiom in DoIterations) + if (typeof iterations !== "undefined") { + this.iterations = iterations; + } + + // A function to alter the axiom string stored + // in the L-system + this.updateAxiom = function(axiom) { + // Setup axiom + if (typeof axiom !== "undefined") { + this.axiom = axiom; + } + } + + this.updateString = function(n) { + var stringResult = this.axiom; + for (var i = 0; i < n; i++) { + var newString = ''; + for (var j = 0; j < stringResult.length; j++) { + var currentChar = stringResult.charAt(j); + if (this.grammar[currentChar]) { + newString = newString.concat(this.grammar[currentChar].successorString); + } else { + newString = newString.concat(currentChar); + } + } + stringResult = newString; + } + + // console.log(stringResult); + return stringResult; + } + + + // TODO + // This function returns a linked list that is the result + // of expanding the L-system's axiom n times. + // The implementation we have provided you just returns a linked + // list of the axiom. + this.doIterations = function(n) { + + var lSystemLL = stringToLinkedList(this.updateString(n)); + + return linkedListToString(lSystemLL); + } +} \ No newline at end of file diff --git a/src/framework.js b/src/framework.js new file mode 100644 index 00000000..599923bf --- /dev/null +++ b/src/framework.js @@ -0,0 +1,75 @@ + +const THREE = require('three'); +const OrbitControls = require('three-orbit-controls')(THREE) +import Stats from 'stats-js' +import DAT from 'dat-gui' + +// when the scene is done initializing, the function passed as `callback` will be executed +// then, every frame, the function passed as `update` will be executed +function init(callback, update) { + var stats = new Stats(); + stats.setMode(1); + stats.domElement.style.position = 'absolute'; + stats.domElement.style.left = '0px'; + stats.domElement.style.top = '0px'; + document.body.appendChild(stats.domElement); + + var gui = new DAT.GUI(); + + var framework = { + gui: gui, + stats: stats + }; + + // run this function after the window loads + window.addEventListener('load', function() { + + var scene = new THREE.Scene(); + var camera = new THREE.PerspectiveCamera( 75, window.innerWidth/window.innerHeight, 0.1, 1000 ); + var renderer = new THREE.WebGLRenderer( { antialias: true } ); + renderer.setPixelRatio(window.devicePixelRatio); + renderer.setSize(window.innerWidth, window.innerHeight); + renderer.setClearColor(0x020202, 0); + + var controls = new OrbitControls(camera, renderer.domElement); + controls.enableDamping = true; + controls.enableZoom = true; + controls.target.set(0, 0, 0); + controls.rotateSpeed = 0.3; + controls.zoomSpeed = 1.0; + controls.panSpeed = 2.0; + + document.body.appendChild(renderer.domElement); + + // resize the canvas when the window changes + window.addEventListener('resize', function() { + camera.aspect = window.innerWidth / window.innerHeight; + camera.updateProjectionMatrix(); + renderer.setSize(window.innerWidth, window.innerHeight); + }); + + // assign THREE.js objects to the object we will return + framework.scene = scene; + framework.camera = camera; + framework.renderer = renderer; + + // begin the animation loop + (function tick() { + stats.begin(); + update(framework); // perform any requested updates + // renderer.render(scene, camera); // render the scene + stats.end(); + requestAnimationFrame(tick); // register to call this again when the browser renders a new frame + })(); + + // we will pass the scene, gui, renderer, camera, etc... to the callback function + return callback(framework); + }); +} + +export default { + init: init +} + +export const PI = 3.14159265 +export const e = 2.7181718 diff --git a/src/goodInstruments.js b/src/goodInstruments.js new file mode 100644 index 00000000..84a84f71 --- /dev/null +++ b/src/goodInstruments.js @@ -0,0 +1,17 @@ +// Instrument listen +var instruments = [ + 13, // blown_bottle + 17, // celesta + 19, // choir_aahs + 28, // electric_bass_pick + 37, // flute + 38, // french_horn + 41, // fx_2_soundtrack + 44, // fx_5_brightness + 45, // fx_6_goblins + 46, // fx_7_echoes + 56, // kalimba + 63, // lead_6_voice + 86, // pizzicato_strings + 91, // seashore +] diff --git a/src/main.js b/src/main.js new file mode 100644 index 00000000..0bbd6a58 --- /dev/null +++ b/src/main.js @@ -0,0 +1,483 @@ +// const THREE = require('three'); // older modules are imported like this. You shouldn't have to worry about this much +const THREE = require('three') +const tonal = require('tonal') +const MeshLine = require( 'three.meshline' ); + +// Audio +import Framework from './framework' +import MusicBox from './musicBox.js' + +import generateMelody from './music/melody.js' + +// Visual +const EffectComposer = require('three-effectcomposer')(THREE); +import Scene1 from './scene1'; +import Scene2 from './scene2'; +import Scene3 from './scene3'; +import Scene4 from './scene4'; +var Visual = Scene4; + + + + THREE.DotScreenShader = { + uniforms: { + "tDiffuse": { type: "t", value: null }, + "tSize": { type: "v2", value: new THREE.Vector2( 256, 256 ) }, + "center": { type: "v2", value: new THREE.Vector2( 0.5, 0.5 ) }, + "angle": { type: "f", value: 1.57 }, + "scale": { type: "f", value: 1.0 } + }, + vertexShader: [ + "varying vec2 vUv;", + "void main() {", + "vUv = uv;", + "gl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );", + "}" + ].join("\n"), + fragmentShader: [ + "uniform vec2 center;", + "uniform float angle;", + "uniform float scale;", + "uniform vec2 tSize;", + "uniform sampler2D tDiffuse;", + "varying vec2 vUv;", + "float pattern() {", + "float s = sin( angle ), c = cos( angle );", + "vec2 tex = vUv * tSize - center;", + "vec2 point = vec2( c * tex.x - s * tex.y, s * tex.x + c * tex.y ) * scale;", + "return ( sin( point.x ) * sin( point.y ) ) * 4.0;", + "}", + "void main() {", + "vec4 color = texture2D( tDiffuse, vUv );", + "float average = ( color.r + color.g + color.b ) / 3.0;", + "gl_FragColor = vec4( vec3( average * 10.0 - 5.0 + pattern() ), color.a );", + "}" + ].join("\n") + }; + + THREE.RGBShiftShader = { + uniforms: { + "tDiffuse": { type: "t", value: null }, + "amount": { type: "f", value: 0.005 }, + "angle": { type: "f", value: 0.0 } + }, + vertexShader: [ + "varying vec2 vUv;", + "void main() {", + "vUv = uv;", + "gl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );", + "}" + ].join("\n"), + fragmentShader: [ + "uniform sampler2D tDiffuse;", + "uniform float amount;", + "uniform float angle;", + "varying vec2 vUv;", + "void main() {", + "vec2 offset = amount * vec2( cos(angle), sin(angle));", + "vec4 cr = texture2D(tDiffuse, vUv + offset);", + "vec4 cga = texture2D(tDiffuse, vUv);", + "vec4 cb = texture2D(tDiffuse, vUv - offset);", + "gl_FragColor = vec4(cr.r, cga.g, cb.b, cga.a);", + "}" + ].join("\n") + }; + + + +/******************************************************************************/ +var instrument = 60; +var type = 0; +var instruments = [ + "accordion", + "acoustic_bass", + "acoustic_grand_piano", + "acoustic_guitar_nylon", + "acoustic_guitar_steel", + "agogo", + "alto_sax", + "applause", + "bag_pipe", + "banjo", + "baritone_sax", + "bassoon", + "bird_tweet", + "blown_bottle", + "brass_section", + "breath_noise", + "bright_acoustic_piano", + "celesta", + "cello", + "choir_aahs", + "church_organ", + "clarinet", + "clavichord", + "contrabass", + "distortion_guitar", + "drawbar_organ", + "dulcimer", + "electric_bass_finger", + "electric_bass_pick", + "electric_grand_piano", + "electric_guitar_clean", + "electric_guitar_jazz", + "electric_guitar_muted", + "electric_piano_1", + "electric_piano_2", + "english_horn", + "fiddle", + "flute", + "french_horn", + "fretless_bass", + "fx_1_rain", + "fx_2_soundtrack", + "fx_3_crystal", + "fx_4_atmosphere", + "fx_5_brightness", + "fx_6_goblins", + "fx_7_echoes", + "fx_8_scifi", + "glockenspiel", + "guitar_fret_noise", + "guitar_harmonics", + "gunshot", + "harmonica", + "harpsichord", + "helicopter", + "honkytonk_piano", + "kalimba", + "koto", + "lead_1_square", + "lead_2_sawtooth", + "lead_3_calliope", + "lead_4_chiff", + "lead_5_charang", + "lead_6_voice", + "lead_7_fifths", + "lead_8_bass_lead", + "marimba", + "melodic_tom", + "music_box", + "muted_trumpet", + "oboe", + "ocarina", + "orchestra_hit", + "orchestral_harp", + "overdriven_guitar", + "pad_1_new_age", + "pad_2_warm", + "pad_3_polysynth", + "pad_4_choir", + "pad_5_bowed", + "pad_6_metallic", + "pad_7_halo", + "pad_8_sweep", + "pan_flute", + "percussive_organ", + "piccolo", + "pizzicato_strings", + "recorder", + "reed_organ", + "reverse_cymbal", + "rock_organ", + "seashore", + "shakuhachi", + "shamisen", + "shanai", + "sitar", + "slap_bass_1", + "slap_bass_2", + "soprano_sax", + "steel_drums", + "string_ensemble_1", + "string_ensemble_2", + "synth_bass_1", + "synth_bass_2", + "synth_drum", + "synth_voice", + "synthbrass_1", + "synthbrass_2", + "synthstrings_1", + "synthstrings_2", + "taiko_drum", + "tango_accordion", + "telephone_ring", + "tenor_sax", + "timpani", + "tinkle_bell", + "tremolo_strings", + "trombone", + "trumpet", + "tuba", + "tubular_bells", + "vibraphone", + "viola", + "violin", + "voice_oohs", + "whistle", + "woodblock", + "xylophone" +]; + + + var clock = new THREE.Clock(); + var visualConfig = { + startTime: 0, + prevTime: 0, + camera: { + pos: new THREE.Vector3( 80,0,0 ), + vel: new THREE.Vector3( 0,0,0 ), + acc: new THREE.Vector3( 0,0,0 ), + look: new THREE.Vector3( 0,0,0 ), + }, + sceneReady: false, + }; + + +var composer; + function initInputHandler(framework) { + document.onkeydown = function(e) { + switch (e.keyCode) { + case 87: + visualConfig.sceneProps.display += 0.05; + visualConfig.sceneProps.display = Math.min(1, visualConfig.sceneProps.display); + break; + case 83: + visualConfig.sceneProps.display -= 0.05; + visualConfig.sceneProps.display = Math.max(0, visualConfig.sceneProps.display); + break; + case 69: + visualConfig.sceneProps.vdisplay = 1; + break; + case 68: + visualConfig.sceneProps.vdisplay = -1; + break; + case 74: + alert('j'); + break; + case 75: + alert('k'); + break; + case 76: + alert('l'); + break; + case 32: + // visualConfig.camera.acc = new THREE.Vector3( -5,0,0 ); + var note = additionalControls.note + additionalControls.octave; + musicPlayer.createMusic( ac, type, note, additionalControls.scale ); + // musicPlayer.setHarmonicInstrument( instruments[instrument++], ac ); + // musicPlayer.createHarmonyLine(); + // console.log( 'In change: ' + type ) + type = ( type + 1 ) % 2; + visualConfig.musicType = type; + // console.log(instrument-1) + // console.log(instruments[instrument-1]) + allInit = true; + break; + } + } + } + + +/******************************************************************************/ + +// Audio vars +var ac = new AudioContext() + +// parameters +var additionalControls = { + 'octave' : 3, + 'note' : 'C', + 'scale' : 'ionian pentatonic' +}; + +// update flag +var update = true; +var allInit = false; + +// Create a music player object which handles all the behind the scenes work. +var musicPlayer = new MusicBox(); + + +function rate_limit(func) { + var running = false; + var next = undefined; + + function onDone() { + running = false; // set the flag to allow the function to be called again + if (typeof next !== 'undefined') { + callFunc(next); // call the function again with the queued args + } + } + + function callFunc(args) { + if (running) { + // if the function is already running, remember the arguments passed in so we can call the func with them after we're ready + next = args; + } else { + running = true; // prevent other function calls from running until we're done + next = undefined; + func.apply(func, args); // call the func with the arguments + } + } + + // return a new function wrapping the function we want to rate limit + return function() { + // we use the same arguments but add the onDone callback as the last argument + var args = new Array(arguments.length + 1); + for (var i = 0; i < arguments.length; ++i) { + args[i] = arguments[i]; + } + args[arguments.length] = onDone; + callFunc(args); + } +} + +var mirrorCube, mirrorCubeCamera; // for mirror material + +// called after the scene loads +function onLoad(framework) { + + var scene = framework.scene; + var camera = framework.camera; + var renderer = framework.renderer; + var gui = framework.gui; + var stats = framework.stats; + + camera.position.set(10,10,10); + camera.lookAt(new THREE.Vector3(0,0,0)); + + + // TESTINg + + + // RENDERER + + // Initialize music instruments + // musicPlayer.setMelodicInstrument( 'electric_piano_2', ac ); + // musicPlayer.setHarmonicInstrument( 'synth_bass_2', ac ); + // musicPlayer.setBassInstrument( './src/soundfonts/percussion.js', ac ); + + // // Initialize music + // musicPlayer.createMusic( ac, type ); + // // console.log(musicPlayer) + + // allInit = true; + + // console.log(generateMelody( 'C4', 1 )) + + // edit params and listen to changes like this + // more information here: https://workshop.chromeexperiments.com/examples/gui/#1--Basic-Usage + gui.add(additionalControls, 'scale', tonal.scale.names() ).onChange(function(newVal) { + additionalControls['scale'] = newVal; + var note = additionalControls.note + additionalControls.octave; + musicPlayer.createMusic( ac, type, note, additionalControls.scale ); + }); + + gui.add(additionalControls, 'octave', [2, 3, 4, 5, 6]).onChange(rate_limit(function(newVal, done) { + additionalControls['octave'] = newVal; + var note = additionalControls.note + additionalControls.octave; + musicPlayer.createMusic( ac, type, note, additionalControls.scale ); + })); + + gui.add(additionalControls, 'note', ['C', 'D', 'E', 'F', 'G', 'A', 'B']).onChange(rate_limit(function(newVal, done) { + additionalControls['note'] = newVal; + var note = additionalControls.note + additionalControls.octave; + musicPlayer.createMusic( ac, type, note, additionalControls.scale ); + })); + + Visual.initScene(framework, visualConfig); + + composer = new EffectComposer( renderer ); + composer.addPass( new EffectComposer.RenderPass( scene, camera ) ); + + var effect = new EffectComposer.ShaderPass( THREE.DotScreenShader ); + effect.uniforms[ 'scale' ].value = 4; + composer.addPass( effect ); + + var effect = new EffectComposer.ShaderPass( THREE.RGBShiftShader ); + effect.uniforms[ 'amount' ].value = 0.0015; + effect.renderToScreen = true; + composer.addPass( effect ); + + + + initInputHandler(framework); + + visualConfig.startTime = clock.getElapsedTime(); + visualConfig.prevTime = clock.getElapsedTime(); + + // var geometry = new THREE.BoxGeometry( 1,1,1 ); + // var mesh = new THREE.Mesh(geometry); + // scene.add(mesh); + +} + + +// called on frame updates +function onUpdate(framework) { + if (update) { + update = false; + } + + // Audio updates + var nTime = Date.now(); + if (allInit) { + musicPlayer.playHarmony( nTime, function() { + if (type == 1) { + Visual.harmonyCallback(framework, visualConfig); + } + }); + + musicPlayer.playMelody( nTime, function() { + Visual.melodyCallback(framework, visualConfig); + }); + + musicPlayer.playBassLine( nTime, function() { + Visual.bassCallback(framework, visualConfig); + }); + } + + // Visual + var scene = framework.scene; + var camera = framework.camera; + var renderer = framework.renderer; + var gui = framework.gui; + var stats = framework.stats; + + var delta = clock.getElapsedTime() - visualConfig.prevTime; + visualConfig.prevTime = clock.getElapsedTime(); + + Visual.updateScene(framework, visualConfig, delta); + + // visualConfig.camera.vel = visualConfig.camera.vel.clone().add(visualConfig.camera.acc.clone().multiplyScalar(delta)); + // visualConfig.camera.pos = visualConfig.camera.pos.clone().add(visualConfig.camera.vel.clone().multiplyScalar(delta)); + // if (Visual.changeTrigger(visualConfig)) { + // visualConfig.camera.vel = new THREE.Vector3( 0,0,0 ); + // visualConfig.camera.acc = new THREE.Vector3( 0,0,0 ); + // Visual.cleanupScene(scene); + // Visual = Scene2; + // Visual.initScene(framework, visualConfig); + // } + // camera.position.set( visualConfig.camera.pos.x, visualConfig.camera.pos.y, visualConfig.camera.pos.z ); + + + // if (composer){ + // composer.render(); + // } else { + +// +// if (mirrorCube && mirrorCubeCamera) { +// +// mirrorCube.visible = false; +// mirrorCubeCamera.updateCubeMap( renderer, scene ); +// mirrorCube.visible = true; +// } + + + renderer.render(scene, camera); // render the scene + // } +} + +// when the scene is done initializing, it will call onLoad, then on frame updates, call onUpdate +Framework.init(onLoad, onUpdate); diff --git a/src/music/bass.js b/src/music/bass.js new file mode 100644 index 00000000..115851b5 --- /dev/null +++ b/src/music/bass.js @@ -0,0 +1,56 @@ +var tonal = require('tonal') + +import euclid from './../utils/euclid.js' + +export function generateBass( voiceNumber, length = 8 ) { + // Exports several lines of bass. + var bassLine = []; + + switch ( voiceNumber ) { + // 1. Default standard meter + case 1: + var v = 36, v2 = 46; + for ( var i = 0; i < length; i++ ) { + bassLine.push( {note: v, time: 1} ); + bassLine.push( {note: v2, time: 1} ); + bassLine.push( {note: v, time: 1} ); + bassLine.push( {note: v2, time: 1} ); + } + break; + // 2. Random Euclidian meter + case 2: + var v = 46; + bassLine = randomBeat( euclid( Math.floor(Math.random() * length), length ), v ); + break; + case 3: + var v = Math.floor( Math.random() * 40 ) + 35; + bassLine = randomBeat( euclid( Math.floor(Math.random() * length / 2) + 1, length ), v ); + break; + default: + break; + } + + return bassLine; + +} + +export function fillEmpty( music ) { + var notes = []; + var fNote = 62; + for ( var i = 0; i < music.length; i++ ) { + var n = music[i].note == -1 ? fNote : -1; + notes.push( {note: n, time: music[i].time, type: 1} ); + } + + return notes; +} + +function randomBeat( rhythm, drumNote = 'G3' ) { + var notes = []; + for ( var i = 0; i < rhythm.length; i++ ) { + var r = rhythm[i]; + var note = ( r == 1 ) ? drumNote : -1; + notes.push( {note: tonal.note.midi(note), time: 1}); + } + return notes; +} \ No newline at end of file diff --git a/src/music/harmony.js b/src/music/harmony.js new file mode 100644 index 00000000..5fdbbf6f --- /dev/null +++ b/src/music/harmony.js @@ -0,0 +1,276 @@ +var tonal = require('tonal') + +import Smooth1DNoise from './../utils/random.js' + +var harmonyPat = [ [0, 1, 2, 2], [0, 2, 1, 2], [0, 1, 2, 1], + [0, 1, 0, 1], [0, 1, 2, 3], [0, 2, 1, 3], + [0, 3, 1, 3], [1, 0, 3, 1], [1, 3, 2, 1, 0], + [2, 2, 3, 4, 0] ]; + +var rhythms = { + 4: [ [2, 1, 1], [1, 1, 2], [1, 1, 1, 1] ], + 5: [ [2, 1, 1, 1, 1], [2, 1, 1, 1, 2], [1, 1, 2, 1, 2]] +} + + + +export default function generateHarmony( melody, interval = 0, scale ) { + // Adjust interval to be min 0, max 2 + interval = Math.min( Math.max( 0, interval ), 2); + + // Uses the melody to generate a harmonic sequence + var harmonic = []; + var counter = 0; + + // console.log( tonal.note.fromMidi( melody[i].note ) ) + var c = tonal.chord.get( 'm', tonal.note.fromMidi( melody[0].note ) ); + + var n = tonal.note.midi( c[interval] ); + var t = Math.max( melody[0].time, 8 ); + + // Get note at current interval + var n = tonal.note.fromMidi( melody[0].note ); + var sn = tonal.note.fromMidi( melody[0].note + 12 ); + + // Find chord with this at the top + var s = tonal.scale.get( scale, sn ); + var c; + for ( var j = 0; j < s.length; j++ ) { + c = tonal.chord.get( 'm', s[j] ); + if ( c[2] == n ) { break ;} + } + + // Add proper note + n = tonal.note.midi( c[interval] ); + switch ( interval ) { + case 0: + var pat1 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + var pat2 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + + var rep1 = Math.floor( Math.random() * 3 ) + 1; + var rep2 = Math.floor( Math.random() * 4 ) + 1; + + var r1Set = rhythms[pat1.length]; + var r2Set = rhythms[pat2.length]; + + var r1 = r1Set[ Math.floor( Math.random() * r1Set.length) ]; + var r2 = r2Set[ Math.floor( Math.random() * r2Set.length) ]; + + var t = 1; + var pNote = tonal.note.midi( n ); + + // Main repeats + for ( var k = 0; k < rep2; k++ ) { + for ( var i = 0; i < pat1.length; i++ ) { + for ( var j = 0; j < 1; j++ ) { + harmonic.push( {note: tonal.note.midi( s[pat1[i]] ), time: t * r1[j]} ); + } + } + + } + harmonic.push( {note: tonal.note.midi( s[2] ) - 12, time: t * 2, type: -1} ); + + for ( var k = 0; k < rep1; k++ ) { + for ( var i = 0; i < pat2.length; i++ ) { + for ( var j = 0; j < rep2; j++ ) { + harmonic.push( {note: tonal.note.midi( s[pat2[i]] ), time: t * r2[j]} ); + } + } + + } + harmonic.push( {note: tonal.note.midi( s[3] ) - 12, time: t * 2, type: -1} ); + + var contour = createContour( 0.8, 20, 20 ); + var prevHarm = false; + var total = [], pat3 = []; + for ( var x = 0; x < contour.length; x++ ) { + + if ( prevHarm == false ) { + total = total.concat( harmonic ); + prevHarm = true; + } else { + if ( contour[x] < 6 ) { + var p = []; + pat3 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + for ( var k = 0; k < rep2; k++ ) { + for ( var i = 0; i < pat3.length; i++ ) { + p.push( {note: tonal.note.midi( s[pat3[i]] ) - 12, time: t} ); + } + } + + pat3 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + for ( var i = 0; i < pat3.length; i++ ) { + p.push( {note: tonal.note.midi( s[pat3[i]] ) - 12, time: t} ); + } + total = total.concat( p ); + } + else if ( contour[x] < 10 ) { + var p = []; + pat3 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + for ( var k = 0; k < rep2; k++ ) { + for ( var i = 0; i < pat3.length; i++ ) { + p.push( {note: tonal.note.midi( s[pat3[i]] ) + 7, time: t} ); + } + } + + pat3 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + for ( var i = 0; i < pat3.length; i++ ) { + p.push( {note: tonal.note.midi( s[pat3[i]] ) + 7, time: t} ); + } + total = total.concat( p ); + } else if ( contour[x] < 14 ) { + var p = []; + pat3 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + for ( var k = 0; k < rep2; k++ ) { + for ( var i = 0; i < pat3.length; i++ ) { + p.push( {note: tonal.note.midi( s[pat3[i]] ) + 12, time: t} ); + } + } + pat3 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + for ( var i = 0; i < pat3.length; i++ ) { + p.push( {note: tonal.note.midi( s[pat3[i]] ) + 12, time: t} ); + } + if ( total.length > harmonic.length ) { total = total.concat( harmonic ); } + total = total.concat( p ); + } else { + var p = []; + pat3 = harmonyPat[ Math.floor( Math.random() * harmonyPat.length ) ]; + for ( var k = 0; k < rep2 * 3; k++ ) { + for ( var i = 0; i < pat3.length; i++ ) { + p.push( {note: tonal.note.midi( s[pat3[i]] ), time: t / 2} ); + } + } + if ( total.length > harmonic.length ) { total = total.concat( harmonic ); } + total = total.concat( p ); + } + prevHarm = false; + } + + } + + harmonic = total; + break; + case 1: + harmonic = insertHook2(); + break; + case 2: + harmonic.push( {note: n, time: 4} ); + harmonic.push( {note: -1, time: 4} ); + break; + default: + break; + } + + return harmonic; +} + +var noteType = { + empty: 0, + anchor: 1, + hook: 2, + flair: 3, +}; + + +function genRandomIdx(start, end, max) { + var num = Math.floor(Math.random() * max); + var r = new Set(); + for (var i = 0; i < num; i++) { + r.add(Math.floor(Math.random() * (end - start)) + start); + } + return r; +} + +function insertHook2() { + + var scale = [ "G2", "A2", "Bb2", "C3", "D3", "Eb3", "F3", + "G3", "A3", "Bb3", "C4", "D4", "Eb4", "F4", + "G4", "A4", "Bb4", "C5", "D5", "Eb5", "F5", + "G5", "A5", "Bb5", "C6", "D6", "Eb6", "F6" ]; + + var variations = [ + { notes: [0,0], rhythm: [4,4] }, + { notes: [0,-1], rhythm: [4,4] }, + { notes: [0,1,1], rhythm: [8/3,8/3,8/3] }, + { notes: [0,-2,1], rhythm: [4,2,2] }, + { notes: [0,1,-1,-1], rhythm: [2,2,2,2] }, + { notes: [0,0], rhythm: [8,16] }, + ]; + + var input = []; + + var intervals = [1, 2, 4]; + var newMelody = []; + var loop = []; + var root = Math.floor(Math.random() * scale.length); + var interval = 1; + for (var i = 0; i < 7; i++) { + interval = Math.sign(-interval) * intervals[Math.floor(Math.random() * intervals.length)]; + var idx = input.length > 0 ? input[i] : root + interval; + root = idx; + + loop.push({ + noteidx: idx, + note: tonal.note.midi( scale[idx] ), + time: 16, + type: noteType.hook, + }); + } + + for (var i = 0; i < 10; i++) { + + // var target = Math.floor(Math.random()*10); + var target = new Set(); //genRandomIdx(0,10,7); + var phrase = []; + for (var j = 0; j < loop.length; j++) { + if (target.has(j)) { + + var root = loop[j].noteidx; + var v = Math.random() < 0.5 && v ? v : Math.floor(Math.random() * variations.length); + var variation = variations[v]; + for (var k = 0; k < variation.notes.length; k++) { + idx = root + variation.notes[k]; + root = idx; + newMelody.push({ + noteidx: idx, + note: tonal.note.midi( scale[idx] ), + time: variation.rhythm[k], + type: noteType.hook, + }); + phrase.push(idx); + } + + } else { + newMelody.push(loop[j]); + phrase.push(loop[j].noteidx); + } + } + + // console.log(phrase) + } + + return newMelody; +} + + +function createContour( seed, range, spacing ) { + + // Subsample a smoothed contour + var contour = Smooth1DNoise( Math.round( range ) , Math.random() * seed, 200 ); + var subsampledContour = []; + for ( var i = 0; i < contour.length; i+=spacing ) { + subsampledContour.push(Math.floor( contour[i] )); + } + + // Remove repeats of more than 3 + var max_length = subsampledContour.length - 2; + for ( var i = 0; i < max_length; i++ ) { + if ( subsampledContour[i] == subsampledContour[i+1] && subsampledContour[i+1] == subsampledContour[i+2] ) { + subsampledContour.splice( i, 1 ); + max_length--; + i--; + } + } + + return subsampledContour; +} \ No newline at end of file diff --git a/src/music/melody.js b/src/music/melody.js new file mode 100644 index 00000000..627657c4 --- /dev/null +++ b/src/music/melody.js @@ -0,0 +1,665 @@ +var tonal = require('tonal') + +import Smooth1DNoise from './../utils/random.js' +import euclid from './../utils/euclid.js' +import {shuffle} from './../utils/utilities.js' + + +export default function generateMelody( scaleNote, option = 0) { + + var s = tonal.scale.get('major', scaleNote); + + var anchors = createAnchors( scaleNote, 15 ); + var finalNotes = insertHook2( anchors.melody, s ); + // finalNotes = insertFlairs( finalNotes, s, anchors.high, anchors.low ); + if ( option == 0 ) { + finalNotes = []; + finalNotes.push( {note: tonal.note.midi( s[0] ), time: 24, type: 1} ); + finalNotes.push( {note: tonal.note.midi( s[5] ), time: 24, type: 1} ); + finalNotes.push( {note: tonal.note.midi( s[4] ), time: 24, type: 1} ); + } + + // console.log( 'In melody: ' + option ) + return [finalNotes]; +} + +var noteType = { + empty: 0, + anchor: 1, + hook: 2, + flair: 3, +}; + +function generateRhythm(numBeats) { + var r = { + 1: [ [1] ], + 2: [ [1,1], [2] ], + 3: [ [2,1] ], + 4: [ [2,1,1] ], + 5: [ [2,1,2] ], + 6: [ [3,1,2] ], + 7: [ [3,1,1,2] ], + 8: [ [3,2,3] ], + 9: [ [3,5,1], [1,1,1,5,1], [5,1,3], [3,2,1,1,2] ], + 10: [ [6,4] ], + 11: [ [6,1,4] ], + 12: [ [6,2,4] ], + } + + return r[numBeats][Math.floor(Math.random() * r[numBeats].length)]; +} + +function insertHook1(melody, scale) { + var style1 = { + rhythms: [ [6,2,6], [2,6], [2,2,2,2] ], + intervals: [ 1, 2 ], + scale: [ "G3", "A3", "B3", "C3", "D3", "E3", "Gb3", + "G4", "A4", "B4", "C4", "D4", "E4", "Gb4", + "G5", "A5", "B5", "C5", "D5", "E5", "Gb5", + "G6", "A6", "B6", "C6", "D6", "E6", "Gb6" ], + hookChance: 0.4 + }; + + var newMelody = []; + var state = { root: 7, note: 7, dir: -1, interval: 1 }; // values are indicies + + var h = 4; + var hook = []; + + for (var i = 0; i < 100; i++) { + var r = Math.floor(Math.random() * style1.rhythms.length); + var rhythm = style1.rhythms[r]; + + var n = Math.floor(Math.random() * style1.intervals.length); + var interval = style1.intervals[n]; + + var d = Math.random(); + var dir = d > 0.6 ? 1 : + d > 0.01 ? -1 : + 0; + + var insertHook = i > h && Math.random() < style1.hookChance; + + // add first note + var root = state.note + dir * interval; + var note = tonal.note.midi( style1.scale[root] ); + if (!note) { + root = state.root; + note = tonal.note.midi( style1.scale[root] ); + } + + if (i === h) { + hook.push({ + note: note, + time: rhythm[0] * 2, + type: noteType.hook, + }); + } + + if (insertHook) { + newMelody.push(hook[0]); + } else { + newMelody.push({ + note: note, + time: rhythm[0] * 2, + type: noteType.hook, + }); + } + + // add rest of notes + var curr = root; + var next = root; + + + if (insertHook) { + for (var j = 1; j < hook.length; j++) { + newMelody.push(hook[j]); + } + } else { + for (var j = 1; j < rhythm.length; j++) { + n = Math.floor(Math.random() * style1.intervals.length); + interval = style1.intervals[n]; + next = curr + dir * interval; // might need to vary the direction + note = tonal.note.midi( style1.scale[next] ); + if (!note) { + next = state.root; + note = tonal.note.midi( style1.scale[next] ); + } + + if (i === h) { + hook.push({ + note: note, + time: rhythm[j] * 2, + type: noteType.hook, + }); + } + + newMelody.push({ + note: note, + time: rhythm[j] * 2, + type: noteType.hook, + }); + } + } + + + state = { root: 7, note: next, dir: dir, interval: interval }; + } + + console.log(hook) + + return newMelody; +} + + +function genRandomIdx(start, end, max) { + var num = Math.floor(Math.random() * max); + var r = new Set(); + for (var i = 0; i < num; i++) { + r.add(Math.floor(Math.random() * (end - start)) + start); + } + return r; +} + +function insertHook2(melody, scale) { + + var scale = [ "G2", "A2", "Bb2", "C3", "D3", "Eb3", "F3", + "G3", "A3", "Bb3", "C4", "D4", "Eb4", "F4", + "G4", "A4", "Bb4", "C5", "D5", "Eb5", "F5", + "G5", "A5", "Bb5", "C6", "D6", "Eb6", "F6" ]; + + var variations = [ + { notes: [0,0], rhythm: [4,4] }, + { notes: [0,-1], rhythm: [4,4] }, + { notes: [0,1,1], rhythm: [8/3,8/3,8/3] }, + { notes: [0,-2,1], rhythm: [4,2,2] }, + { notes: [0,1,-1,-1], rhythm: [2,2,2,2] }, + { notes: [0,0], rhythm: [8,16] }, + ]; + + var input = []; + + var intervals = [1, 2, 4]; + var newMelody = []; + var loop = []; + var root = Math.floor(Math.random() * scale.length); + var interval = 1; + for (var i = 0; i < 7; i++) { + interval = Math.sign(-interval) * intervals[Math.floor(Math.random() * intervals.length)]; + var idx = input.length > 0 ? input[i] : root + interval; + root = idx; + + loop.push({ + noteidx: idx, + note: tonal.note.midi( scale[idx] ), + time: 16, + type: noteType.hook, + }); + } + + for (var i = 0; i < 10; i++) { + + // var target = Math.floor(Math.random()*10); + var target = genRandomIdx(0,10,7); + var phrase = []; + for (var j = 0; j < loop.length; j++) { + if (target.has(j)) { + + var root = loop[j].noteidx; + var v = Math.random() < 0.5 && v ? v : Math.floor(Math.random() * variations.length); + var variation = variations[v]; + for (var k = 0; k < variation.notes.length; k++) { + idx = root + variation.notes[k]; + root = idx; + newMelody.push({ + noteidx: idx, + note: tonal.note.midi( scale[idx] ), + time: variation.rhythm[k], + type: noteType.hook, + }); + phrase.push(idx); + } + + } else { + newMelody.push(loop[j]); + phrase.push(loop[j].noteidx); + } + } + + // console.log(phrase) + } + + return newMelody; +} + + +function insertHook(melody, scale) { + + var pattern = [true, true]; + var newMelody = []; + + var hook = []; + + for (var i = 0; i < melody.length-1; i+=2) { + var note1= melody[i]; + var note2 = melody[i+1]; + if (note1.type !== noteType.anchor && note2.type !== noteType.anchor) { + console.log("Error: Cannot insert hook into non anchor type"); + } + + + if (pattern[i%pattern.length]) { + if (hook.length == 0) { + var totalBeats = note1.time + note2.time; + var numBeats = totalBeats + 12; // CHANGE THIS + var leftoverBeats = totalBeats - numBeats; + // var times = generateRhythm(numBeats); + + // for (var j = 0; j < times.length; j++) { + // var note = -1; + // if (j == 0) { + // note = note1.note; + // } else if (j == times.length-1) { + // note = note2.note; + // } else { + // // note = Math.floor(Math.random() * 50); + // note = tonal.note.midi( scale[Math.floor(Math.random() * scale.length)] ); + // } + // hook.push({ + // note: note, + // time: times[j], + // type: noteType.hook, + // }); + // } + + var singleFlair = createFlair( note1, scale, numBeats ); + // singleFlair[singleFlair.length - 1].note = note2.note; + for ( var j = 0; j < singleFlair.length; j++ ) { + hook.push( singleFlair[j] ); + } + // console.log( " made hook " ) + + } + + var upOctave = Math.random() < 0.4; + console.log(upOctave) + + for (var j = 0; j < hook.length; j++) { + newMelody.push({ + note: hook[j].note, //upOctave ? hook[j].note + 12 : hook[j].note, + time: hook[j].time, + type: noteType.hook, + }); + + // console.log( hook[j].note ) + } + + if (leftoverBeats > 0) { + newMelody.push({ + note: -1, + time: leftoverBeats, + type: noteType.empty, + }); + } + } else { + newMelody.push(note1); + newMelody.push(note2); + } + + } + return newMelody; +} + +function insertFlairs( melody, scale, highAnchor, lowAnchor ) { + // Create flairs for the different anchors + var lowFlairs = [], highFlairs = []; + var numTotal = 3; + for ( var i = 0; i < numTotal; i++ ) { + lowFlairs.push( createFlair( lowAnchor, scale ) ); + highFlairs.push( createFlair( highAnchor, scale ) ); + } + + // Loop over the melody and replace anchors with flairs + var newMelody = []; + for ( var i = 0; i < melody.length; i++ ) { + if ( melody[i].type == noteType.anchor ) { + var r = Math.random(), flair; + if ( melody[i].note == lowAnchor.note ) { + flair = lowFlairs[Math.floor( Math.random() * numTotal )]; + } else { + flair = highFlairs[Math.floor( Math.random() * numTotal )]; + } + + for ( var j = 0; j < flair.length; j++ ) { + newMelody.push( flair[j] ); + } + } else { + newMelody.push( melody[i] ); + } + } + + return newMelody; +} + +var tempStuff = [ + [1,3,1,3,1,3,1,3], + [1,2,3,4,1,2,3,4], + [4,3,2,1,4,3,2,1], + [1,3,2,4,1,3,2,4] + ]; + +function createFlair( anchor, scale, length = 8 ) { + var beats = createFlairBeatAssignment( length ); + var pattern = createMelodicContour( 2, scale.length ); + var notePoints = []; + var patternCounter = 0; + for ( var i = 0; i < beats.length; i++ ) { + notePoints.push( pattern[i] ); + patternCounter++; + } + console.log(beats) + + var flair = []; + // for ( var i = 0; i < notePoints.length; i++ ) { + // var currNote = notePoints[i]; + // var thisMeasure = beats[i]; + // // Case of last note + // if ( i == notePoints.length - 1 ) { + // for ( var j = 0; j < thisMeasure.length - 1; j++ ) { + // var tn = tonal.note.midi( scale[currNote + Math.floor(Math.random() * 5 ) - 2] ); + // flair.push( {note: tn, time: thisMeasure[j], type: noteType.flair} ); + // console.log( tn ) + // } + // flair.push( {note: tonal.note.midi( scale[currNote] ), + // time: thisMeasure[thisMeasure.length-1], + // type: noteType.flair} ); + // console.log( tonal.note.midi( scale[currNote] ) ) + // console.log('Final measure') + // } else { + // flair.push( {note: tonal.note.midi( scale[currNote] ), time: thisMeasure[0], type: noteType.flair} ); + // console.log( tonal.note.midi( scale[currNote] ) ) + + // var nextNote = notePoints[i+1]; + // for ( var j = 1; j < thisMeasure.length; j++ ) { + // var tn = tonal.note.midi( scale[(nextNote + Math.floor(Math.random() * 4 ) - 1) % scale.length] ); + // flair.push( {note: tn, time: thisMeasure[j], type: noteType.flair} ); + // console.log( tn ) + // } + // } + // } + // console.log( flair.slice() ); + + pattern = tempStuff[Math.floor( Math.random() * 4 )]; + var flair = [{note: anchor.note, time: beats[0], type: noteType.flair}]; + for ( var i = 1; i < beats.length; i++ ) { + flair.push( {note: tonal.note.midi( scale[pattern[i]] ), time: beats[1], type: noteType.flair} ); + } + + console.log( flair ) + return flair; +} + +function createFlairBeatAssignment( numBeats ) { + // Set max number of long beats + var usedLong = false; + var maxShort = 3; + var beats = [], sum = 0, r, b; + var l = Math.random() > 0 ? 4 : 6; + var remainingBeats = numBeats - maxShort - l; + + beats.push( l ); + for ( var i = 0; i < maxShort; i++ ) { beats.push( 1 ); } + for ( var i = 0; i < remainingBeats; i+=2 ) { beats.push( 2 ); } + + // Assume number of beats is divisible by 4 + // var beats = []; + // for ( var i = 0; i < numBeats / 4; i++) { + // var r1 = Math.random(), r2 = Math.random(), r3 = Math.random(); + // var group = []; + // if ( r1 > 0.5 && r2 > 0.5 ) { + // group.push( r2 > r3 ? 3 : 1 ); + // group.push( r2 > r3 ? 1 : 3 ); + // } else if ( r1 < 0.5 && r2 < 0.5 ) { + // group.push( 1 ); + // group.push( 1 ); + // group.push( 1 ); + // group.push( 1 ); + // } else { + // group = shuffle( [1, 2, 2] ); + // } + + // beats.push( group ); + // } + + return shuffle( beats ); +} + +function createAnchors( baseNote, length ) { + var decider = Math.floor( Math.random() * 2 ); + var highAnchor = (decider == 1) ? tonal.transpose( baseNote, 'P5') : tonal.transpose( baseNote, 'M4'); + + // Get numbers + baseNote = tonal.note.midi( baseNote ); + highAnchor = tonal.note.midi( highAnchor ); + + // Fill in anchors + var anchor = []; + for ( var i = 0; i < length; i++ ) { + anchor.push( {note: highAnchor, time: 8, type: noteType.anchor} ); + anchor.push( {note: baseNote, time: 8, type: noteType.anchor} ); + } + + return {melody: anchor, high: anchor[0], low: anchor[1]}; +} + +function createMelodicContour( seed, range ) { + + // Either create a music contour from a smooth noise function + // or a pseudo-random number sequence + // + if (seed % 2 == 0) { + // Subsample a smoothed contour + var contour = Smooth1DNoise( Math.round( range * 0.8 ) , Math.random() * 0.1, 200 ); + var subsampledContour = []; + for ( var i = 0; i < contour.length; i+=4 ) { + subsampledContour.push(Math.floor( contour[i] )); + } + + // Remove repeats of more than 3 + var max_length = subsampledContour.length - 2; + for ( var i = 0; i < max_length; i++ ) { + if ( subsampledContour[i] == subsampledContour[i+1] && subsampledContour[i+1] == subsampledContour[i+2] ) { + subsampledContour.splice( i, 1 ); + max_length--; + i--; + } + } + + // Make sure length is a multiple of 4 + if ( subsampledContour.length % 4 > 0 ) { + var bound = 4 - subsampledContour.length % 4; + for ( var i = 0; i < bound; i++ ) { + subsampledContour.push(subsampledContour[i]); + } + } + } else { + // In this case, use a random sequence of numbers to determine the slope + // of each segment of 4-8 notes + var subsampledContour = []; + var duration = ( Math.floor( Math.random() * 2 + 1 ) * 2 + 6 ) * 4; + var index = 0, sign = 1, sCounter = 0, note = 0; + while ( index < duration ) { + var segmentLength = Math.floor( Math.random() * 3 ) * 2 + 4; + if ( duration - index < segmentLength ) { segmentLength = duration - index }; + + // var slope = sign * Math.floor( Math.random() * range / 2 + range / 2) ; + var delta = sign * Math.floor( Math.random() * 4 + 1 ); + for ( var i = 0; i < segmentLength; i+=2 ) { + subsampledContour.push( note ); + subsampledContour.push( note ); + note += delta; + note = Math.min( Math.max( 0, note ), range - 1 ); + index += 2; + } + + sCounter++; + sign = Math.pow(-1, sCounter); + } + } + + + + return subsampledContour; +} + +function applyRhythm( melody, rhythm ) { + // Convert rhythm + rhythm = rhythmicConversion( rhythm ); + + // Pad rhythm to be a multiple of 4 + var rSum = rhythmSum( rhythm ); + + if ( rSum % 4 > 0 ) { + var bound = 4 - ( rSum % 4 ); + for ( var i = 0; i < bound ; ++i ) { + rhythm.push( (i+1) % 2 ); + } + } + + // Make sure rhythm isn't longer that melody + if ( rhythm.length > melody.length ) { + rhythm.splice( melody.length - 1, rhythm.length - melody.length ); + } + + // Create melody with rhythm. + var rMelody = [], counter = 0, mCounter = 0; + while ( mCounter < melody.length ) { + var r = rhythm[counter % rhythm.length]; + if ( r > 0 ) { + rMelody.push( {note: melody[mCounter].note, time: r }); + mCounter++; + } else { + rMelody.push( {note: -1, time: 1 }); + } + counter++; + } + + return rMelody; +} + +function rhythmicConversion( rhythm ) { + // Convert digital rhythms based on the following rules + // 1. Keep all strings of 1,1 + // 2. Convert all 1,0 into 2, unless previous value was a 2 + + var newRhythm = [], i = 0; + // while ( i < rhythm.length - 1 ) { + // // Check for 1,1,1 + // if ( rhythm[i] == 1 && rhythm[i+1] == 1 ) { + // newRhythm.push( 1 ); + // newRhythm.push( 1 ); + // i+=2; + // } else if ( rhythm[i] == 1 && rhythm[i+1] == 0 ) { + // newRhythm.push( 2 ); + // i+=2; + // } else { + // newRhythm.push( rhythm[i] ); + // i++; + // } + + // } + for ( var i = 0; i < rhythm.length; i++ ) { + newRhythm.push( rhythm[i] == 1 ? 1:-1 ); + } + + return newRhythm; +} + +function rhythmSum( rhythm ) { + var s = 0; + for ( var i = 0; i < rhythm.length; i++ ) { + var v = rhythm[i]; + if ( v == 0 ) { v = 1; } + s+=v; + } + return v; +} + +function variateMelody( melody, scale ) { + // Let's assume we have a rhythmic melody and assume that the melody + // parameter here represents 1 repeat of the theme. + // Then, we add some variations to the music. + + // Note extension: so far, the only note lengths should be 2 and 1. Add a + // 4 to the score and an 8 to the score. + var start4 = Math.floor( melody.length / 3 ); + for ( var i = start4; i < melody.length; i++ ) { + if ( melody[i].note < 0 ) { continue; } + + var r = Math.random(); + if ( r > 0.35 - 0.5 * (start4 - i) ) { + melody[i].time = 4; + break; + } + } + + var start8 = Math.floor( melody.length / 3 * 2 ); + for ( var i = start8; i < melody.length; i++ ) { + if ( melody[i].note < 0 ) { continue; } + + var r = Math.random(); + if ( r > 0.5 - 0.5 * (start8 - i) ) { + melody[i].time = 8; + break; + } + } + + // Add flairs if the note is length 2, and no flairs have been added recently + var numFlair = 0; + for ( var i = 0; i < melody.length; i++ ) { + if ( numFlair >= melody.length / 6 ) { break; } + if ( melody[i].time > 2 ) { continue; } + + var r = Math.random(); + if ( r > 0.3 ) { + var note = scale[Math.floor( Math.random() * scale.length )]; + if ( melody[i].time == 2 ) { melody[i].time = 1; } + melody.splice( i, 0, {note: tonal.note.midi( note ), time: 1} ); + numFlair++; + } + } + + // Change some repeat notes to have more repeats and others to + // have some pattern to them + // numFlair = 0; + // for ( var i = 0; i < melody.length - 1; i++ ) { + // if ( numFlair >= melody.length / 8 ) { break; } + // if ( melody[i].time > 2 ) { continue; } + + // var r = Math.random(); + // if ( r > 0.3 && melody[i].note == melody[i+1].note ) { + // if ( melody[i].time == 2 ) { melody[i].time = 1; } + // if ( melody[i+1].time == 2 ) { melody[i+1].time = 1; } + + // r = Math.random(); + // if ( r > 0.7 ) { + // var note = melody[i].note; + // melody.splice( i, 0, {note: tonal.note.midi( note ), time: 1} ); + // melody.splice( i, 0, {note: tonal.note.midi( note ), time: 1} ); + // i+=4; + // } else { + // var note = tonal.transpose( tonal.note.fromMidi( melody[i].note ), 'm3' ); + // melody[i+1].note = note; + // melody[i+1].time = 0.5; + // melody.splice( i+2, 0, {note: tonal.note.midi( melody[i].note ), time: 5} ); + // i+=3; + // } + // numFlair++; + // } + // } + + + // console.log(melody) + + return melody; +} diff --git a/src/music/melodyCopy.js b/src/music/melodyCopy.js new file mode 100644 index 00000000..eb611f04 --- /dev/null +++ b/src/music/melodyCopy.js @@ -0,0 +1,478 @@ +var tonal = require('tonal') + +import Smooth1DNoise from './../utils/random.js' +import euclid from './../utils/euclid.js' +import {shuffle, + findClosest} from './../utils/utilities.js' +import {MorseThueSingle} from './musicGenerator.js' + + +export default function generateMelody( scaleNote, time = 1 ) { + + // for ( var i = 0; i < 20; i++ ) { console.log( MorseThueSingle(2, 15, i) ); } + // console.log('fin') + + var scaleType = 'major'; + + var s = tonal.scale.get( scaleType, scaleNote); + + var n2 = tonal.note.midi( s[2] ) - 12; + var s2 = tonal.scale.get( scaleType, tonal.note.fromMidi( n2 ) ); + + var anchors = createAnchors( scaleNote, 8 ); + var noteline1 = insertHook( anchors.melody, s, scaleType, time * 16 ); + // finalNotes = insertFlairs( finalNotes, s, anchors.high, anchors.low ); + // finalNotes = anchors.melody; + + anchors = createAnchors( tonal.note.fromMidi( n2 ), 2 ); + var noteline2 = insertHook( anchors.melody, s2, scaleType, time * 4 ); + + var final1 = noteline1, final2 = [];//[{note: -1, time: 32, type: 2}]; + for ( var i = 0; i < 4; i++ ) { + if ( i % 2 == 0 ) { + for ( var j = 0; j < noteline2.length; j++ ) { + final2.push( noteline2[j] ); + } + } else { + final2.push( {note: -1, time: 32 * Math.floor( Math.random() * 2 ), type: 2} ); + } + } + + + // Remove any nulls + for ( var i = 0; i < final2.length; i++ ) { + if ( final2[i].note == null ) { + final2.splice( i, 1 ); + } + } + + for ( var i = 0; i < final1.length; i++ ) { + if ( final1[i].note == null ) { + final1.splice( i, 1 ); + } + } + // Print final note sequence + + var debug = []; + for ( var i = 0; i < final2.length; i++ ) { + debug.push( final2[i].note ); + } + console.log( debug ) + + return [final1, final2]; +} + +var noteType = { + empty: 0, + anchor: 1, + hook: 2, + flair: 3, +}; + +var hookPatterns = { + 3 : [ [0, 1, 1], [0, 2, -1], [-1, -1, 2] ], + 4 : [ [0, 1, -1, 1], [1, 1, -1, -1], [0, 0, -1, 1], + [0, 1, 3, -2], [0, 2, -2, -1], [1, 1, 1, 1] ] +} + +function createTransition( start, end, scaleType ) { + // Choose transition size, can be 1-4 + var tSize = Math.floor( Math.random() * 4 ) + 1; + var remaining = 4 - tSize; + var sLength = 2 + Math.ceil( remaining / 2); + var eLength = 8 - tSize - sLength; + + // Choose a set of notes using the lower note as the base + var lowNote = start > end ? end : start; + var highNote = start > end ? start : end; + var noteSet = tonal.scale.get( scaleType, tonal.note.fromMidi( lowNote - 12 ) ); + var toRemove = Math.floor( 0.6 * noteSet.length ); + noteSet = noteSet.concat( tonal.scale.get( scaleType, tonal.note.fromMidi( lowNote ) ) ); + noteSet.splice( 0, toRemove ); + + // Get numberical array for notes + var midiNoteSet = []; + for ( var i = 0; i < noteSet.length; i++ ) { + midiNoteSet.push( tonal.note.midi( noteSet[i] ) ); + } + + // Get transition distance + var transDist = highNote - lowNote; + + // Find note in between low and high note + var midNote = findClosest( midiNoteSet, lowNote + Math.floor( transDist / 2 ) ); + + // Pick remaining notes from upper and lower halves + var higherNotes = [], lowerNotes = []; + var availableNotes = tSize - 1; + for ( var i = 0; i < availableNotes; i++ ) { + if ( i % 2 ) { + // Choose a higher note + var possibleOptions = midiNoteSet.length - midNote.index; + higherNotes.push( midiNoteSet[Math.floor( Math.random() * possibleOptions) + midNote.index] ); + + } else { + // Choose a lower note + var possibleOptions = midNote.index; + lowerNotes.push( midiNoteSet[Math.floor( Math.random() * possibleOptions)] ); + } + } + + // Assemble the temporary transition + var tempTransition = []; + for ( var i = 0; i < lowerNotes.length; i++ ) { tempTransition.push( lowerNotes[i] ); } + tempTransition.push( midNote.value ); + for ( var i = 0; i < higherNotes.length; i++ ) { tempTransition.push( higherNotes[i] ); } + + + // Assemble full transition + if ( start == highNote ) { tempTransition.reverse(); } + var trueTransition = [start]; + for ( var i = 0; i < tempTransition.length; i++ ) { + trueTransition.push( tempTransition[i] ); + } + trueTransition.push( end ); + + // Convert to notes + var transitionNotes = []; + transitionNotes.push( {note: trueTransition[0], time: sLength, type: noteType.flair }); + for ( var i = 0; i < trueTransition.length - 1; i++ ) { + transitionNotes.push( {note: trueTransition[i], time: 1, type: noteType.flair }); + } + transitionNotes.push( {note: trueTransition[trueTransition.length-1], time: eLength, type: noteType.flair }); + + return transitionNotes; +} + +function createHook( startNote, endNote, scaleType ) { + // Get midi values for notes + var start = tonal.note.midi( startNote.note ); + var end = tonal.note.midi( endNote.note ); + + // Get transition notes + return createTransition( start, end, scaleType ); +} + +function genericHook( baseNote, scaleType, time = 1 ) { + // Get string version of note + var baseNoteString = tonal.note.fromMidi( baseNote ); + + // Get scales above and below + var curScale = tonal.scale.get( scaleType, baseNoteString ); + var lowScale = tonal.scale.get( scaleType, tonal.note.fromMidi( baseNote - 12 ) ); + lowScale.reverse(); + + // Determine how many long notes to have + var nLong = Math.floor( Math.random() * 3 ); + var singleNotes = length - nLong * 2 - 1; + var totalNotes = singleNotes + nLong; + + // Determine which pattern to append + var type = Math.random() > 0.5 ? 4 : 4; + var options = hookPatterns[type]; + var hPat = options[Math.floor( Math.random() * options.length )]; + var patternAdded = false; + totalNotes -= type; + + var notes = [{note: tonal.note.midi( curScale[0] ), time: 2, type: noteType.flair }], pos = 0; + for ( var i = 0; i < hPat.length; i++ ) { + pos += hPat[i]; + + var noteSet = pos >= 0 ? curScale : lowScale; + var noteIdx = pos >= 0 ? pos : Math.abs( 1 + pos ); + notes.push( {note: tonal.note.midi( noteSet[noteIdx] ), time: time, type: noteType.flair }); + + } + + // // Generate sequence + // var firstNoteTime = (Math.random() > 0.5 && nLong > 0) ? 2 : 1; + // nLong += firstNoteTime == 2 ? -1 : 0; + // var notes = [{note: baseNote, time: firstNoteTime, type: noteType.flair}]; + // var pos = 0, prevDiff = 0, repeats = 0; + // for ( var i = 1; i < totalNotes; i++ ) { + // var duration = 1; + // if ( nLong > 0 ) { + // duration = Math.random() > 0.5 ? 2 : 1; + // nLong += duration == 2 ? -1 : 0; + // } + + // // See if we are inserting the pattern + // var insertPattern = patternAdded ? Math.random() : 0; + // if ( insertPattern > 0.5 ) { + // for ( var j = 0; j < hPat.length; j++ ) { + // pos += hPat[j]; + // var noteIdx = pos >= 0 ? pos : Math.abs( 1 + pos ); + // notes.push( {note: tonal.note.midi( noteSet[noteIdx] ), time: 1, type: noteType.flair }); + // } + // patternAdded = true; + // } else { + // // Choose note based on position + // var noteSet = pos >= 0 ? curScale : lowScale; + // var noteIdx = pos >= 0 ? pos : Math.abs( 1 + pos ); + // notes.push( {note: tonal.note.midi( noteSet[noteIdx] ), time: 1, type: noteType.flair }); + + // // Random walk to next location + // var posNegProb = 0.5 + ( pos == prevDiff ? 1 : 0 ) * prevDiff * 0.2; + // var diffProb = repeats > 3 ? 0 : 0.2; + // var delta = Math.random() > posNegProb ? 1 : -1; + // var diff = Math.random() > diffProb ? delta : 0; + // repeats += ( diff == 0 ); + // prevDiff = diff; + // pos += diff; + // } + // } + + // if ( !patternAdded ) { + // for ( var j = 0; j < hPat.length; j++ ) { + // pos += hPat[j]; + // var noteIdx = pos >= 0 ? pos : Math.abs( 1 + pos ); + // notes.push( {note: tonal.note.midi( noteSet[noteIdx] ), time: 1, type: noteType.flair }); + // } + // } + + // // Note rhythm + // for ( var i = 0; i < notes.length; i++ ) { + // notes[i].time = i % 3 == 0 ? 2 : 1; + // } + + return notes; +} + +function insertHook(melody, scale, scaleType, time = 1) { + + var pattern = [true, true, false, false]; + var newMelody = []; + + var hook = []; + + for (var i = 0; i < melody.length-1; i+=2) { + var note1= melody[i]; + var note2 = melody[i+1]; + if (note1.type !== noteType.anchor && note2.type !== noteType.anchor) { + console.log("Error: Cannot insert hook into non anchor type"); + } + + + if (pattern[i%pattern.length]) { + if (hook.length == 0) { + var totalBeats = note1.time + note2.time; + var numBeats = totalBeats - 2; // CHANGE THIS + var leftoverBeats = totalBeats - numBeats; + + + // var singleFlair = createFlair( note1, scale, numBeats ); + // singleFlair[singleFlair.length - 1].note = note2.note; + // var transition = createTransition( note1.note, note2.note, 'minor' ); + var gen = genericHook( note1.note, scaleType, time ); + for ( var j = 0; j < gen.length; j++ ) { + hook.push( gen[j] ); + } + // console.log( " made hook " ) + + } + + var upOctave = Math.random() < 0.4; + // console.log(upOctave) + + for (var j = 0; j < hook.length; j++) { + newMelody.push({ + note: hook[j].note, //upOctave ? hook[j].note + 12 : hook[j].note, + time: hook[j].time, + type: noteType.hook, + }); + + // console.log( hook[j].note ) + } + + if (leftoverBeats > 0) { + newMelody.push({ + note: -1, + time: leftoverBeats, + type: noteType.empty, + }); + } + } else { + // newMelody.push(note1); + // newMelody.push(note2); + var r = Math.random(); + if ( r > 0.6 ) { + for ( var j = 0; j < hook.length; j++ ) { + var newNote = tonal.note.fromMidi( hook[j].note ); + newNote = tonal.transpose( 'P5', newNote ); + newMelody.push({ + note: tonal.note.midi( newNote ), + time: hook[j].time, + type: noteType.hook, + }); + } + for ( var j = 0; j < hook.length; j++ ) { + var newNote = tonal.note.fromMidi( hook[j].note ); + newNote = tonal.transpose( 'M4', newNote ); + newMelody.push({ + note: tonal.note.midi( newNote ), + time: hook[j].time, + type: noteType.hook, + }); + } + } else { + var n = tonal.note.fromMidi( note1.note ); + var n2 = tonal.transpose( 'P3', n ); + newMelody.push({ + note: tonal.note.midi( n ), + time: 4, + type: noteType.hook, + }); + + newMelody.push({ + note: tonal.note.midi( n2 ), + time: 4, + type: noteType.hook, + }); + } + } + + } + return newMelody; +} + +function insertFlairs( melody, scale, highAnchor, lowAnchor ) { + // Create flairs for the different anchors + var lowFlairs = [], highFlairs = []; + var numTotal = 3; + for ( var i = 0; i < numTotal; i++ ) { + lowFlairs.push( createFlair( lowAnchor, scale ) ); + highFlairs.push( createFlair( highAnchor, scale ) ); + } + + // Loop over the melody and replace anchors with flairs + var newMelody = []; + for ( var i = 0; i < melody.length; i++ ) { + if ( melody[i].type == noteType.anchor ) { + var r = Math.random(), flair; + if ( melody[i].note == lowAnchor.note ) { + flair = lowFlairs[Math.floor( Math.random() * numTotal )]; + } else { + flair = highFlairs[Math.floor( Math.random() * numTotal )]; + } + + for ( var j = 0; j < flair.length; j++ ) { + newMelody.push( flair[j] ); + } + } else { + newMelody.push( melody[i] ); + } + } + + return newMelody; +} + +function createFlair( anchor, scale, length = 8 ) { + var beats = createFlairBeatAssignment( length ); + var pattern = createMelodicContour( 2, scale.length ); + var flair = []; + + var flair = [{note: anchor.note, time: beats[0], type: noteType.flair}]; + for ( var i = 1; i < beats.length; i++ ) { + flair.push( {note: tonal.note.midi( scale[pattern[i]] ), time: beats[1], type: noteType.flair} ); + } + + + return flair; +} + +function createFlairBeatAssignment( numBeats ) { + // Set max number of long beats + var usedLong = false; + var maxShort = 3; + var beats = [], sum = 0, r, b; + var l = Math.random() > 0 ? 4 : 6; + var remainingBeats = numBeats - maxShort - l; + + beats.push( l ); + for ( var i = 0; i < maxShort; i++ ) { beats.push( 1 ); } + for ( var i = 0; i < remainingBeats; i+=2 ) { beats.push( 2 ); } + + + return shuffle( beats ); +} + +function createAnchors( baseNote, length ) { + var decider = Math.floor( Math.random() * 2 ); + var highAnchor = (decider == 1) ? tonal.transpose( baseNote, 'P5') : tonal.transpose( baseNote, 'M4'); + + // Get numbers + baseNote = tonal.note.midi( baseNote ); + highAnchor = tonal.note.midi( highAnchor ); + + // Fill in anchors + var anchor = []; + for ( var i = 0; i < length; i++ ) { + anchor.push( {note: highAnchor, time: 8, type: noteType.anchor} ); + anchor.push( {note: baseNote, time: 8, type: noteType.anchor} ); + } + + return {melody: anchor, high: anchor[0], low: anchor[1]}; +} + +function createMelodicContour( seed, range ) { + + // Either create a music contour from a smooth noise function + // or a pseudo-random number sequence + // + if (seed % 2 == 0) { + // Subsample a smoothed contour + var contour = Smooth1DNoise( Math.round( range * 0.8 ) , Math.random() * 0.1, 200 ); + var subsampledContour = []; + for ( var i = 0; i < contour.length; i+=4 ) { + subsampledContour.push(Math.floor( contour[i] )); + } + + // Remove repeats of more than 3 + var max_length = subsampledContour.length - 2; + for ( var i = 0; i < max_length; i++ ) { + if ( subsampledContour[i] == subsampledContour[i+1] && subsampledContour[i+1] == subsampledContour[i+2] ) { + subsampledContour.splice( i, 1 ); + max_length--; + i--; + } + } + + // Make sure length is a multiple of 4 + if ( subsampledContour.length % 4 > 0 ) { + var bound = 4 - subsampledContour.length % 4; + for ( var i = 0; i < bound; i++ ) { + subsampledContour.push(subsampledContour[i]); + } + } + } else { + // In this case, use a random sequence of numbers to determine the slope + // of each segment of 4-8 notes + var subsampledContour = []; + var duration = ( Math.floor( Math.random() * 2 + 1 ) * 2 + 6 ) * 4; + var index = 0, sign = 1, sCounter = 0, note = 0; + while ( index < duration ) { + var segmentLength = Math.floor( Math.random() * 3 ) * 2 + 4; + if ( duration - index < segmentLength ) { segmentLength = duration - index }; + + // var slope = sign * Math.floor( Math.random() * range / 2 + range / 2) ; + var delta = sign * Math.floor( Math.random() * 4 + 1 ); + for ( var i = 0; i < segmentLength; i+=2 ) { + subsampledContour.push( note ); + subsampledContour.push( note ); + note += delta; + note = Math.min( Math.max( 0, note ), range - 1 ); + index += 2; + } + + sCounter++; + sign = Math.pow(-1, sCounter); + } + } + + + + return subsampledContour; +} + + + diff --git a/src/music/musicGenerator.js b/src/music/musicGenerator.js new file mode 100644 index 00000000..668d2a7a --- /dev/null +++ b/src/music/musicGenerator.js @@ -0,0 +1,224 @@ +var tonal = require('tonal') + + +export function beatGenerator(rhythm, tempo, n, drumNote = 'G3') { + var analogRhythm = getAnalogRhythm(rhythm); + // console.log(analogRhythm) + + var notes = []; + for (var i = 0; i < n; i++) { + var r = rhythm[i % rhythm.length]; + var note = (r == 1) ? drumNote : -1; + + notes.push( {note: tonal.note.midi(note), time: 1}); + } + + return notes; +} + +export function noteBeats(rhythm, note, n) { + var notes = [[],[]]; + + var sn = tonal.note.midi(note); + var tempPattern = [sn,sn+2,sn+3,sn-2]; + var tempTime = [3,1,1,2]; + + for (var i = 0; i < n; i++) { + if (rhythm[i % rhythm.length] == 1) { + for (var j = 0; j < tempPattern.length; j++) { + var toPush = tempPattern[j]; + if (j == tempPattern.length-1) {toPush += Math.floor(Math.random() * 6) - 3}; + + notes[0].push(toPush); + notes[1].push(tempTime[j]); + } + notes[0].push(-1); + notes[1].push(1); + + } else { + for (var j = 0; j < 5; j++) { + notes[0].push(-1); + notes[1].push(1); + } + } + } + + + return notes; +} + +// n is number of notes +export function MorseThue(base, multi, n, tempo) { + var s = tonal.scale.get('major', 'C4'); + var unitTime = 60 / tempo / n * 4; + var notes = []; + for (var i = 0; i < n; i++) { + notes.push({note: MorseThueSingle(base, multi, i, s), time: i * unitTime}); + } + return notes; +} + +// n is number of notes +export function EarthWorm(init, multi, digits, n, tempo) { + var unitTime = 60 / tempo; + var scaleTypes = tonal.scale.names(); + var scaleIdx = Math.floor( Math.random() * scaleTypes.length ); + var s = tonal.scale.get('major', 'C3'); + + var ts = tonal.map(tonal.transpose('8P'), s) + s = s.concat(ts); + + var rhythm = [4,1,2,1]; + var baseNote = 'C4'; + + var notes = [[],[]]; + var val = init; + var restraint = Math.pow(10, digits); + for (var i = 0; i < n; i++) { + val *= multi; + val = val % restraint; + + // notes[0].push( (i % 2 == 0) ? baseNote : (tonal.note.midi(baseNote) + val % 7) ); + // notes[0].push( (tonal.note.midi(baseNote) + val % 7) ); + notes[0].push( tonal.note.midi(s[val%s.length])); + + notes[1].push( rhythm[i%rhythm.length] ); + } + + // console.log(notes) + return notes; +} + +// n is total number of notes +export function melodyGenerator(n, tempo, base, multi) { + var unitTime = 60 / tempo; + var notes = [[],[]]; + var mel = melodyNotes(n, base, multi); + for ( var i = 0; i < mel[0].length; i++ ) { + var t = i * unitTime; + notes[0].push({ note: tonal.note.midi(mel[0][i]), time: t }); + } + for ( var i = 0; i < mel[1].length; i++ ) { + notes[1].push({ note: tonal.note.midi(mel[1][i]), time: i * unitTime / 4 }); + } + + return notes; +} + +export function rhythmicMelodyGenerator(n, rhythm, tempo, base, multi) { + var unitTime = 60 / tempo; + var notes = [[],[]]; + var mel = melodyNotes(n, base, multi); + var aRhythm = [2, 1, 1, 1]; + + + for ( var i = 0; i < mel[0].length; i++ ) { + // var c = createChord(mel[0][i]); + // var t = (aRhythm[i % aRhythm.length] + Math.floor(i/aRhythm.length) * (aRhythm[aRhythm.length-1] + 1)) * unitTime; + // notes[0].push( {note: mel[0][i], time: t} ); + + var noteLength = aRhythm[i%aRhythm.length]; + + notes[0].push(mel[0][i]); + notes[1].push(noteLength); + + } + + // console.log(timetest) + return notes; +} + +function melodyNotes(n, base, multi) { + var scaleTypes = tonal.scale.names(); + var scaleIdx = Math.floor( Math.random() * scaleTypes.length ); + var s = tonal.scale.get('major', 'C4'); + + var ts = tonal.map(tonal.transpose('8P'), s) + s = s.concat(ts); + // s = s.concat(tonal.map(tonal.transpose('8P'), ts)); + // console.log(s) + + // s.reverse(); + + var chordTypes = tonal.chord.names(); + var chordIdx = Math.floor( Math.random() * chordTypes.length ); + + var notes = [[],[]]; + for ( var i = 0; i < n; i++ ) { + var note = MorseThueSingle( base, multi, i, s ) + + + // Transpose note up 3 octaves for the arpeggios. + var tNote = note; + // tNote = tonal.transpose( tNote, 'P5' ); + // tNote = tonal.transpose( tNote, '8P' ); + // tNote = tonal.transpose( tNote, '8P' ); + + // Create a chord + // var chord = tonal.chord.get( chordTypes[chordIdx], tNote ); + var chord = createChord(note); + notes[0].push( tNote ); + + // Adjust arpeggio pattern if 3 note chord. + if ( chord.length == 3 ) { chord.push(chord[1]); } + + // Push notes at 16th time + for ( var j = 0; j < 4; j++ ) { + notes[1].push( chord[j] ); + } + } + + return notes; +} + +// Alternative chord creation +// https://github.com/devinroth/GenerativeMusic/blob/master/Moonlight.playground/Contents.swift +function createChord(note) { + var midiNote = tonal.note.midi(note); + var third = midiNote + 3 + Math.round(Math.random() * 2); + var fifth = midiNote + 7; + return [midiNote, third, fifth]; +} + +export function MorseThueSingle(base, multi, n, scale) { + var val = n * multi; + val = baseConversion(val, base); + val = sumDigits(val);// % scale.length; + // console.log(n + " val: " + val) + return val; +} + +// http://stackoverflow.com/questions/9138064/sum-of-the-digits-of-a-number-javascript +function sumDigits(number) { + var str = number.toString(); + var sum = 0; + + for (var i = 0; i < str.length; i++) { + sum += parseInt(str.charAt(i), 10); + } + + return sum; +} + +function baseConversion(number, base) { + var base10Num = 0; + var str = number.toString(); + + for (var i = 0; i < str.length; i++) { + base10Num += parseInt(str.charAt(i), 10) * Math.pow(base, str.length - i - 1); + } + + return base10Num; +} + +function getAnalogRhythm(digitalRhythm) { + var analogRhythm = []; + for (var i = 0; i < digitalRhythm.length; i++) { + if (digitalRhythm[i] == 1 && i > 0) { + analogRhythm.push(i-1); + } + } + analogRhythm.push(digitalRhythm.length - 1); + return analogRhythm; +} + diff --git a/src/music/musicMotifs.js b/src/music/musicMotifs.js new file mode 100644 index 00000000..e24bc917 --- /dev/null +++ b/src/music/musicMotifs.js @@ -0,0 +1,220 @@ +var tonal = require('tonal') + +function ABA(baseNote) { + var sequence = [0, 2, 0]; + for (var i = 0; i < sequence.length; i++) {sequence[i] += baseNote}; + return sequence; +} + +function ABC(baseNote) { + var sequence = []; + sequence.push(0); + sequence.push(sequence[0] + 7); + sequence.push(sequence[0] + Math.floor(Math.random() * 2) + 3); + + + for (var i = 0; i < sequence.length; i++) {sequence[i] += baseNote}; + return sequence; +} + +function CBA(baseNote) { + var sequence = []; + sequence.push(0); + sequence.push(sequence[0] - Math.floor(Math.random() * 2) - 3); + sequence.push(sequence[0] - 7); + + for (var i = 0; i < sequence.length; i++) {sequence[i] += baseNote}; + return sequence; +} + +function randMofif(baseNote) { + var r = Math.random(); + if (r < 0.4) { + return ABA(baseNote); + } else if (r < 0.7) { + return ABC(baseNote); + } else if (r <= 1) { + return CBA(baseNote); + } else { + return [baseNote]; + } +} + +// ABCD +// AAAB +// ABAC +// ACBD -> extendable + +// Variation based on theme +// Use all notes in scale once? +export function createMainTheme(note) { + var s = tonal.scale.get('major', note); + + // 1st and 3rd notes are beat keeping + var tempo = [2,1]; + var notes = [s[0],s[2]]; + + // Pick 3 random notes, not 1 or 3 to create harmony/melody line + var options = []; + for (var i = 0; i < s.length; i++) { + if (i != 0 && 1 != 2) { options.push(s[i]); } + } + options = shuffle(options); + + // Create 3 random delays for the 3 main notes. + var delays = []; + for (var i = 0; i < 3; i++) { + delays.push(1); + } + + // Create main music line + var sumTerm = [0,3,7]; + var mainNotes = [[],[]]; + for (var i = 0; i < 6; i++) { + // // Add delay + // for (var j = 0; j < delays[i%3]; j++) { + // mainNotes[0].push(-1); + // mainNotes[1].push(1); + // } + + // Push motif + var m = randMofif(tonal.note.midi(options[0]) + sumTerm[i%3] ); + for (var j = 0; j < m.length; j++) { + mainNotes[0].push(m[j]); + mainNotes[1].push(1); + + // mainNotes[0].push(-1); + // mainNotes[1].push(1); + } + } + + // Create beat line based on length of main line + var l = mainNotes[0].length; + var tl = (Math.ceil(l/2)); + var beatNotes = []; + for (var i = 0; i < tl; i++) { + for (var j = 0; j < tempo.length; j++) { + var nextNote = (isNaN(notes[j])) ? tonal.note.midi(notes[j]) : notes[j]; + beatNotes.push({note: nextNote, time: tempo[j]}); + } + } + + // repeat the melodies a few times + var repeat = 3; + for (var i = 0; i < repeat; i++) { + beatNotes = beatNotes.concat(beatNotes); + } + + return beatNotes; +} + +export function patternedMelody(notes) { + var newNotes = [[],[]]; + // console.log(notes[0].length); + + for (var i = 0; i < notes[0].length; i++) { + if (isNaN(notes[0][i])) { + notes[0][i] = tonal.note.midi(notes[0][i]); + } + + if (i == 0) { + console.log(notes[0][i] + ' repeat: ' + notes[1][i]) + } + + + for (var j = 0; j < notes[1][i]; j++) { + var s = ABC(notes[0][i]); + newNotes[0].push(s[0]); + newNotes[0].push(s[1]); + newNotes[0].push(s[2]); + newNotes[0].push(-1); + + newNotes[1].push(2); + newNotes[1].push(1); + newNotes[1].push(2); + newNotes[1].push(2); + } + } + + console.log(newNotes) + return newNotes; +} + +export function createMelody(note) { + var s = tonal.scale.get('major', note); + + // pick 4 notes to descend along scale + var noteNum = []; + for (var i = 0; i < s.length; i++) { noteNum.push(i); }; + noteNum = shuffle(noteNum); + noteNum = noteNum.slice(0,4); + noteNum = noteNum.sort(); + noteNum = noteNum.reverse(); + + // console.log(noteNum) + + var notes = []; + + // Variation 1 + for (var i = 0; i < noteNum.length; i++) { + notes.push({note: tonal.note.midi(s[noteNum[i]]), time: 1}); + } + + var rIdx = Math.floor(Math.random() * 3); + for (var i = 0; i < 2; i++) { + notes.push({note: tonal.note.midi(s[noteNum[rIdx]]), time: 1}); + notes.push({note: tonal.note.midi(s[noteNum[rIdx + 1]]), time: 1}); + } + + notes.push({note: tonal.note.midi(s[noteNum[rIdx + 1]]) - 3, time: 2}); + notes.push({note: -1, time: 1}); + + // Variation 2 + for (var i = 0; i < noteNum.length; i++) { + notes.push({note: tonal.note.midi(s[noteNum[i]]), time: 1}); + } + + var delta = [0,3,4]; + rIdx = Math.floor(Math.random() * 2) + 1; + for (var i = 0; i < 3; i++) { + var j = i + rIdx; + notes.push({note: tonal.note.midi(s[noteNum[j % 4]]) - Math.floor(j/4) * 12, time: 1}); + } + + rIdx = Math.floor(Math.random() * 2) + 2; + for (var i = 0; i < 3; i++) { + var j = i + rIdx; + notes.push({note: tonal.note.midi(s[noteNum[j % 4]]) - Math.floor(j/4) * 12, time: 1}); + } + + notes.push({note: tonal.note.midi(s[noteNum[rIdx]]) - delta[i] - 3, time: 4}); + notes.push({note: -1, time: 1}); + + // repeat the melodies a few times + var repeat = 3; + for (var i = 0; i < repeat; i++) { + notes = notes.concat(notes); + } + + return notes; +} + +// http://stackoverflow.com/questions/2450954/how-to-randomize-shuffle-a-javascript-array +function shuffle(array) { + var currentIndex = array.length, temporaryValue, randomIndex; + + // While there remain elements to shuffle... + while (0 !== currentIndex) { + + // Pick a remaining element... + randomIndex = Math.floor(Math.random() * currentIndex); + currentIndex -= 1; + + // And swap it with the current element. + temporaryValue = array[currentIndex]; + array[currentIndex] = array[randomIndex]; + array[randomIndex] = temporaryValue; + } + + return array; +} \ No newline at end of file diff --git a/src/musicBox.js b/src/musicBox.js new file mode 100644 index 00000000..d6ef4a9f --- /dev/null +++ b/src/musicBox.js @@ -0,0 +1,241 @@ +import Soundfont from 'soundfont-player' +var tonal = require('tonal') + +// Local imports +import euclid from './utils/euclid.js' + + +import generateMelody from './music/melody.js' +import {generateBass, + fillEmpty} from './music/bass.js' +import generateHarmony from './music/harmony.js' + +export default class MusicBox { + + constructor() { + this._init(); + } + + // Private functions + _init() { + this.instruments = [null,null,null]; + this.noise = [0.6, 0.4, 0.3]; + this.delay = 3; + this.delayTimer = null; + this.settings = [ + { + envelopes : { + 0: [0.7, 0.5, 0.3, 1.0], + 1: [0.1, 0.7, 0.5, 0.2], + 3: [0.1, 0.5, 0.3, 0.8] + }, + noteLength: [1/4, 1/4, 1/2], + noise : [0.6, 0.8, 0.3], + instruments : [ + 'electric_piano_2', 'lead_2_sawtooth', './src/soundfonts/percussion.js' + ] + }, + { + envelopes : { + 0: [0.5, 0.5, 0.7, 1.0], + 1: [0.5, 0.5, 0.7, 0.5], + 3: [0.1, 0.7, 0.3, 0.1] + }, + noteLength: [1/4, 1/8, 1/4], + noise : [0.6, 0.4, 0.3], + instruments : [ + 'oboe', 'synthstrings_1', 'percussive_organ' + ] + } + ] + } + + _setInstrument( instrumentName, ac, type, envelope = [0, 0.5, 0, 0.2] ) { + var instrument = Soundfont.instrument(ac, instrumentName, { soundfont: 'MusyngKite', + gain: 1, + adsr: envelope }); // time_to_high, dur_of_high, time_of_sustain, time_to_die + var detailedInstrument = { + 'instrument': instrument, + 'ac' : ac, + 'noteLength': 1/4, + 'noteCount' : [], + 'notes' : [], + 'time' : [], + 'played' : [], + 'start' : false, + 'repeat' : true + }; + this.instruments[type] = detailedInstrument; + } + + _playMusic( type, time, callback ) { + var instrument = this.instruments[type]; + + // Don't play if nothing has been created. + if ( instrument.notes.length == 0) { return; } + + if ( this.delay > 0 ) { + if ( this.delayTimer === null ) { this.delayTimer = time; } + this.delay -= ( time = this.delayTimer ) / 1000; + return; + } + + // Case where music is starting + if ( !instrument.start ) { + instrument.start = true; + + // Loop over each music line + for ( var i = 0; i < instrument.notes.length; i++) { + // Initialize starting vars + instrument.noteCount[i] = 0; + instrument.time[i] = time; + instrument.played[i] = false; + + // Play first note + instrument.instrument.then( (function(index, instr) { + instr.start(instrument.notes[index][instrument.noteCount[index]].note, + instrument.ac.currentTime, + {gain: this.noise[type]}) + .stop(instrument.ac.currentTime + instrument.notes[index][instrument.noteCount[index]].time * instrument.noteLength); + + if (index == 0) { callback(); } + instrument.played[index] = true; + instrument.noteCount[index]++; + }).bind(this, i) ); + } + } + + // Case where we are currently playing music + if ( instrument.start ) { + + // Loop over each music line + for ( var i = 0; i < instrument.notes.length; i++) { + if ( !instrument.played[i] ) { continue; } + if ( instrument.repeat && instrument.noteCount[i] >= instrument.notes[i].length ) { + instrument.noteCount[i] = 0; + } + + var prevNote = ( instrument.noteCount[i] - 1 < 0 ) ? instrument.notes[i].length - 1 : instrument.noteCount[i] - 1; + var delta = (time - instrument.time[i]) / 1000; + if (delta > instrument.notes[i][prevNote].time * instrument.noteLength && + instrument.noteCount[i] < instrument.notes[i].length) { + instrument.played[i] = false; + + var pNote = instrument.notes[i][instrument.noteCount[i]].note; + var pTime = instrument.notes[i][instrument.noteCount[i]].time; + var instr = instrument; + var testbool = false; + + if ( instrument.notes[i][instrument.noteCount[i]].type == -1 ) { + instr = this.instruments[3]; + testbool = true; + // console.log( '???' ) + } + + instr.instrument.then((function(index, instr) { + + if ( pNote > 0) { + instr.start(pNote, + instrument.ac.currentTime, + {gain: this.noise[type]}) + .stop(instrument.ac.currentTime + pTime * instrument.noteLength); + if (index == 0) { callback(); } + } + instrument.played[index] = true; + instrument.noteCount[index]++; + }).bind(this, i)) + instrument.time[i] = time; + } + } + } + } + + _clearGeneratedMusic ( type ) { + if ( this.instruments[type] !== null ) { + this.instruments[type].start = false; + this.instruments[type].noteCount = []; + this.instruments[type].notes = []; + this.instruments[type].time = []; + this.instruments[type].played = []; + } + } + + // Public functions + setMelodicInstrument( instrumentName, ac, option = 0 ) { + var setting = this.settings[option]; + this._setInstrument( instrumentName, ac, 0, setting.envelopes[0] ); + this.instruments[0].noteLength = setting.noteLength[0]; + // [0.7, 0.5, 0.3, 1.0] + } + + setHarmonicInstrument( instrumentName, ac, option = 0 ) { + var setting = this.settings[option]; + + this._setInstrument( instrumentName, ac, 1, setting.envelopes[1] ); + this._setInstrument( 'pad_3_polysynth', ac, 3, setting.envelopes[3] ); + this.instruments[1].noteLength = setting.noteLength[1]; + } + + setBassInstrument( instrumentName, ac, option = 0 ) { + var setting = this.settings[option]; + this._setInstrument( instrumentName, ac, 2 ); + this.instruments[2].noteLength = setting.noteLength[2]; + } + + // Functions for bass line + createBassLine( option = 0 ) { + this._clearGeneratedMusic( 2 ); + this.instruments[2].notes.push(generateBass( 1, 4 )); + + if ( option == 0 ) { + // this.instruments[2].notes.push(generateBass( 3, 24 )); + // this.instruments[2].notes.push(generateBass( 3, 32 )); + // console.log( this.instruments[2].notes ) + } + // this.instruments[2].notes.push(generateBass( 2, 8 )); + // this.instruments[2].notes.push(generateBass( 3, 16 )); + + } + + playBassLine( time, callback ) { + this._playMusic( 2, time, callback ); + } + + // Functions for the harmony + createHarmonyLine( option = 0, scale = 'major pentatonic' ) { + this._clearGeneratedMusic( 1 ); + this.instruments[1].notes.push(generateHarmony( this.instruments[0].notes[0], option, scale )); + } + + playHarmony( time, callback ) { + this._playMusic( 1, time, callback ); + } + + // Functions for the melody + createMelodyLine( option = 0, note = 'C3' ) { + this._clearGeneratedMusic( 0 ); + this.instruments[0].notes = generateMelody( note, option ) + } + + playMelody( time, callback ) { + this._playMusic( 0, time, callback ); + } + + // Make full music + createMusic( ac, type = 0, note = 'C3', scale = 'major pentatonic' ) { + // Set instruments + var instruments = this.settings[type].instruments; + this.setMelodicInstrument( instruments[0], ac ); + this.setHarmonicInstrument( instruments[1], ac ); + this.setBassInstrument( instruments[2], ac ); + + // Other settings + this.noise = this.settings[type].noise; + + // Create music + this.createMelodyLine( type, note ); + this.createHarmonyLine( type, scale ); + this.createBassLine( type ); + } + +} diff --git a/src/scene1.js b/src/scene1.js new file mode 100644 index 00000000..9d3ec199 --- /dev/null +++ b/src/scene1.js @@ -0,0 +1,126 @@ + +const THREE = require('three'); // older modules are imported like this. You shouldn't have to worry about this much +const MeshLine = require( 'three.meshline' ); + + + +// Each scene uses the following API: +// initScene() +// updateScene() +// changeTrigger() +// cleanupScene() + + + +/*********************************** VISUAL ***********************************/ +function initScene(framework, visualConfig) { + var camera = framework.camera; + var scene = framework.scene; + + visualConfig.camera.pos = new THREE.Vector3( 50,0,0 ); + camera.position.set(visualConfig.camera.pos.x, visualConfig.camera.pos.y, visualConfig.camera.pos.z); + camera.lookAt(new THREE.Vector3(0,0,0)); + scene.background = new THREE.Color( 0xffffff ); + + var geometry = new THREE.IcosahedronGeometry(5,4); + var material = new THREE.MeshBasicMaterial({ color: 0, side: THREE.DoubleSide }); + var mesh = new THREE.Mesh(geometry, material); + scene.add(mesh); + + visualConfig.sceneProps = { particles: [] }; + visualConfig.sceneProps.particles.push(genParticle(scene)); + visualConfig.sceneReady = true; +} + +function updateScene(scene, visualConfig, delta) { + if (visualConfig.sceneReady) { + + for (var i = 0; i < visualConfig.sceneProps.particles.length; i++) { + visualConfig.sceneProps.particles[i].update(0.01); + visualConfig.sceneProps.particles[i].meshLine.advance(visualConfig.sceneProps.particles[i].pos); + } + } +} + +function genParticle(scene) { + var meshLine = new MeshLine.MeshLine(); + var meshLineGeo = new THREE.Geometry(); + for (var i = 0; i < 5000; i++) { + meshLineGeo.vertices.push(new THREE.Vector3( 0,0,0 )); + } + meshLine.setGeometry( meshLineGeo, function( p ) { return p; } ); + + var meshLineMat = new MeshLine.MeshLineMaterial( { + color: new THREE.Color( "rgb( 0,0,0 )" ), + opacity: 1, + resolution: new THREE.Vector2( window.innerWidth, window.innerHeight ), + sizeAttenuation: 1, + lineWidth: 0.5, + near: 1, + far: 100000, + depthTest: false, + blending: THREE.AdditiveBlending, + transparent: false, + side: THREE.DoubleSide + }); + var meshLineMesh = new THREE.Mesh( meshLine.geometry, meshLineMat ); // this syntax could definitely be improved! + meshLineMesh.frustumCulled = false; + + scene.add(meshLineMesh); + + return { + meshLine: meshLine, + pos: new THREE.Vector3( 0,0,0 ), + vel: new THREE.Vector3( (Math.random()-0.5) * 20,(Math.random()-0.5) * 20,(Math.random()-0.5) * 20 ), + acc: new THREE.Vector3( (Math.random()-0.5) * 20,(Math.random()-0.5) * 20,(Math.random()-0.5) * 20 ), + lastChange: 0, + update(delta) { + + if (this.lastChange > 1) { + this.lastChange = 0; + this.acc = new THREE.Vector3( (Math.random()-0.5) * 20,(Math.random()-0.5) * 20,(Math.random()-0.5) * 20 ); + } else { + this.lastChange += delta; + } + + this.vel = this.vel.clone().add(this.acc.clone().multiplyScalar(delta)); + this.pos = this.pos.clone().add(this.vel.clone().multiplyScalar(delta)); + + } + }; +} + + +function melodyCallback(framework, visualConfig) { +} + +function bassCallback(framework, visualConfig) { + var scene = framework.scene; + visualConfig.sceneProps.particles.push(genParticle(scene)); +} + +function changeTrigger(visualConfig) { + return visualConfig.camera.pos.x < 1; +} + +function cleanupScene(scene) { + scene.background = new THREE.Color( 0xff0000 ); + while(scene.children.length > 0){ + scene.remove(scene.children[0]); + } +} + +/*********************************** EXPORT ***********************************/ + +export default { + initScene: initScene, + updateScene: updateScene, + bassCallback: bassCallback, + melodyCallback: melodyCallback, + changeTrigger: changeTrigger, + cleanupScene: cleanupScene +} + +export function other() { + return 2 +} diff --git a/src/scene2.js b/src/scene2.js new file mode 100644 index 00000000..54a38462 --- /dev/null +++ b/src/scene2.js @@ -0,0 +1,104 @@ +const THREE = require('three'); // older modules are imported like this. You shouldn't have to worry about this much +const MeshLine = require( 'three.meshline' ); + +// Each scene uses the following API: +// initScene() +// updateScene() +// changeTrigger() +// cleanupScene() + +/*********************************** VISUAL ***********************************/ +function initScene(framework, visualConfig) { + var camera = framework.camera; + var scene = framework.scene; + + var earthRadius = 10; + + visualConfig.camera.pos = new THREE.Vector3( 0,earthRadius + 5,0 ); + + camera.position.set(visualConfig.camera.pos.x, visualConfig.camera.pos.y, visualConfig.camera.pos.z); + camera.lookAt(new THREE.Vector3(0,earthRadius/1.5,earthRadius)); + camera.fov = 20; + camera.updateProjectionMatrix(); + scene.background = new THREE.Color( 0x000000 ); + + var geometry = new THREE.IcosahedronGeometry( earthRadius,6 ); + var edgeGeo = new THREE.EdgesGeometry( geometry ); + var material = new THREE.ShaderMaterial({ + uniforms: { + }, + side: THREE.FrontSide, + vertexShader: require('./shaders/terrain-vert.glsl'), + fragmentShader: require('./shaders/terrain-frag.glsl') + }); + var mesh = new THREE.Mesh( geometry, material ); + mesh.position.set(0,0,0); + mesh.name = "earth"; + scene.add(mesh); + + var geometry = new THREE.Geometry(); + for (var i = 0; i < 500; i++) { + var s = Math.random(); + var starGeo = new THREE.BoxGeometry( 0.05 * s, 0.05 * s, 0.05 * s ); + var starMat = new THREE.MeshBasicMaterial({ color: Math.round(Math.random() * 16777215) }); + var starMesh = new THREE.Mesh(starGeo, starMat); + + var r = Math.random() * 50 + 20; + var theta = Math.random() * 2 * Math.PI; + var y = r * Math.sin(theta); + var z = r * Math.cos(theta); + var x = (Math.random() - 0.5) * 8; + starMesh.position.set( x, y, z ); + starMesh.updateMatrix(); + geometry.merge(starMesh.geometry, starMesh.matrix) + + } + mesh = new THREE.Mesh( geometry ); + mesh.name = "large_star_cloud"; + mesh.visible = true; + scene.add( mesh ); + + visualConfig.sceneProps = {}; + visualConfig.sceneReady = true; +} + +function updateScene(scene, visualConfig, delta) { + if (visualConfig.sceneReady) { + + var earth = scene.getObjectByName("earth"); + if (earth !== undefined) { + var earthVel = 0.5; + earth.rotateX(delta * earthVel); + } + + var stars = scene.getObjectByName("large_star_cloud"); + if (stars !== undefined) { + var vel = 0.1; + stars.rotateX(delta * vel); + } + } +} + +function changeTrigger(visualConfig) { + return false; +} + +function cleanupScene(scene) { + scene.background = new THREE.Color( 0xff0000 ); + while(scene.children.length > 0){ + scene.remove(scene.children[0]); + } +} + +/*********************************** EXPORT ***********************************/ + +export default { + initScene: initScene, + updateScene: updateScene, + changeTrigger: changeTrigger, + cleanupScene: cleanupScene +} + +export function other() { + return 2 +} diff --git a/src/scene3.js b/src/scene3.js new file mode 100644 index 00000000..b2fc2363 --- /dev/null +++ b/src/scene3.js @@ -0,0 +1,175 @@ +const THREE = require('three'); // older modules are imported like this. You shouldn't have to worry about this much +const MeshLine = require( 'three.meshline' ); + +// Each scene uses the following API: +// initScene() +// updateScene() +// changeTrigger() +// cleanupScene() + +/*********************************** VISUAL ***********************************/ +function randomVector3(scale) { + if (Math.random() < 0.1) { + return new THREE.Vector3( + (Math.random() - 0.5) * scale, + (Math.random() - 0.2) * scale, + (Math.random() - 0.5) * scale + ); + } else { + return new THREE.Vector3( 0,0,0 ); + } +} + + +function initScene(framework, visualConfig) { + var camera = framework.camera; + var scene = framework.scene; + + visualConfig.sceneProps = {}; + visualConfig.sceneProps.boids = []; + + var geometry = new THREE.ConeGeometry( 2,7,3 ); + var material = new THREE.MeshBasicMaterial( {color: 0xffff00} ); + for (var i = 0; i < 100; i++) { + + var pos = randomVector3(200); + var vel = randomVector3(5); + var acc = randomVector3(0.1); + var lookAt = pos.clone().add(vel); + + var boid = new THREE.Mesh( geometry, material ); + boid.position.set( pos.x,pos.y,pos.z ); + boid.name = "boid"+i; + visualConfig.sceneProps.boids.push({ + name: "boid"+i, + mesh: boid, + pos: pos, + vel: vel, + acc: acc, + lookAt: lookAt, + }); + scene.add(visualConfig.sceneProps.boids[i].mesh); + } + + + + + + visualConfig.sceneReady = true; +} + +function boidFlockCenter(b, visualConfig) { + var center = new THREE.Vector3( 0,0,0 ); + var count = 0; + for (var i = 0; i < visualConfig.sceneProps.boids.length; i++) { + var dist = visualConfig.sceneProps.boids[i].pos.clone().sub(visualConfig.sceneProps.boids[b].pos); + if (i !== b && Math.abs(dist) < 100) { + center.add(visualConfig.sceneProps.boids[i].pos); + count++; + } + } + center.divideScalar(count); + return visualConfig.sceneProps.boids[b].pos.clone().sub(center); +} + +function boidFlockRepel(b, visualConfig) { + var center = new THREE.Vector3( 0,0,0 ); + for (var i = 0; i < visualConfig.sceneProps.boids.length; i++) { + var dist = visualConfig.sceneProps.boids[i].pos.clone().sub(visualConfig.sceneProps.boids[b].pos); + if (i !== b && Math.abs(dist) < 10) { + center.sub(dist); + } + } + return center; +} + +function boidFlockMatchVel(b, visualConfig) { + var pvel = new THREE.Vector3( 0,0,0 ); + for (var i = 0; i < visualConfig.sceneProps.boids.length; i++) { + if (i !== b) { + pvel.add(visualConfig.sceneProps.boids[i].vel); + } + } + pvel.divideScalar(visualConfig.sceneProps.boids.length-1); + return visualConfig.sceneProps.boids[b].vel.clone().sub(pvel); +} + +function updateScene(scene, visualConfig, delta) { + if (visualConfig.sceneReady) { + + var newBoidParams = []; + + for (var i = 0; i < visualConfig.sceneProps.boids.length; i++) { + var boid = scene.getObjectByName(visualConfig.sceneProps.boids[i].name); + if (boid !== undefined) { + + var v1 = boidFlockCenter(i, visualConfig).multiplyScalar(0.0001); + var v2 = boidFlockRepel(i, visualConfig).multiplyScalar(0.01); + var v3 = boidFlockMatchVel(i, visualConfig).multiplyScalar(0.5); + + var vel = visualConfig.sceneProps.boids[i].vel.clone().add(v1).add(v2).add(v3).clampLength(-10,10); + + + var pos = visualConfig.sceneProps.boids[i].pos.clone().add(vel.clone().multiplyScalar(delta)); + + + newBoidParams.push({ + pos: pos, + vel: vel + }); + + // visualConfig.sceneProps.boids[i].vel = visualConfig.sceneProps.boids[i].vel.clone().add(visualConfig.sceneProps.boids[i].acc.clone().multiplyScalar(delta)); + // visualConfig.sceneProps.boids[i].pos = visualConfig.sceneProps.boids[i].pos.clone().add(visualConfig.sceneProps.boids[i].vel.clone().multiplyScalar(delta)); + // visualConfig.sceneProps.boids[i].lookAt = visualConfig.sceneProps.boids[i].vel.clone().add(visualConfig.sceneProps.boids[i].acc.clone().multiplyScalar(delta)); + + // var ori = visualConfig.sceneProps.boids[i].ori.clone().normalize(); + // var axis = visualConfig.sceneProps.boids[i].vel.clone().normalize().cross(ori); + // var angle = Math.acos(visualConfig.sceneProps.boids[i].vel.clone().normalize().dot(ori)); + // visualConfig.sceneProps.boids[i].ori = visualConfig.sceneProps.boids[i].vel.clone(); + // boid.rotateOnAxis( axis, angle ); + + // boid.rotation = new THREE.Euler().setFromQuaternion( quaternion ); + boid.position.set( pos.x,pos.y,pos.z ); + // boid.position.applyEuler(new THREE.Euler(20,20,0, "XYZ")); + + + // var newDir = visualConfig.sceneProps.boids[i].vel.normalize(); + // var pos = new THREE.Vector3(); + // pos.addVectors(newDir, boid.position); + // boid.lookAt(new THREE.Vector3(0,0,0)); + + + } + } + + for (var i = 0; i < visualConfig.sceneProps.boids.length; i++) { + visualConfig.sceneProps.boids[i].vel = newBoidParams[i].vel; + visualConfig.sceneProps.boids[i].pos = newBoidParams[i].pos; + } + + } +} + +function changeTrigger(visualConfig) { + return false; +} + +function cleanupScene(scene) { + scene.background = new THREE.Color( 0xff0000 ); + while(scene.children.length > 0){ + scene.remove(scene.children[0]); + } +} + +/*********************************** EXPORT ***********************************/ + +export default { + initScene: initScene, + updateScene: updateScene, + changeTrigger: changeTrigger, + cleanupScene: cleanupScene +} + +export function other() { + return 2 +} diff --git a/src/scene4.js b/src/scene4.js new file mode 100644 index 00000000..412a7a78 --- /dev/null +++ b/src/scene4.js @@ -0,0 +1,552 @@ +const THREE = require('three'); // older modules are imported like this. You shouldn't have to worry about this much +const Mirror = require('./Mirror') +const MeshLine = require( 'three.meshline' ); + + +// Each scene uses the following API: +// initScene() +// updateScene() +// changeTrigger() +// cleanupScene() + +/*********************************** VISUAL ***********************************/ +var car, lakeCamera, groundMirror; + +var lakeMat; +function initScene(framework, visualConfig) { + var camera = framework.camera; + var scene = framework.scene; + var renderer = framework.renderer; + visualConfig.camera.pos = new THREE.Vector3( -2.2573092695749275, 7.656400269550838, -16.61839425151948 ); + // camera.up.set(new THREE.Vector3(0,1,0)); + camera.position.set(visualConfig.camera.pos.x, visualConfig.camera.pos.y, visualConfig.camera.pos.z); + camera.lookAt(new THREE.Vector3(0, 20, 10)); + scene.background = new THREE.Color( 0x000000 ); + renderTarget = new THREE.WebGLRenderTarget( 512, 512, { format: THREE.RGBFormat } ); + + + // lakeCamera = camera.clone(); + // lakeCamera.position.set(0,0,0); + // lakeCamera.lookAt(new THREE.Vector3(0,0,-1)); + // + // var texture = THREE.ImageUtils.loadTexture('./water.jpg'); // water texture from wind waker + // texture.wrapS = THREE.RepeatWrapping; + // texture.wrapT = THREE.RepeatWrapping; + // var lakeGeo = new THREE.PlaneGeometry( 1000,1000,10,20 ); + // lakeMat = new THREE.ShaderMaterial({ + // uniforms: { + // "time": { value: 0 }, + // "cameraPos": { value: visualConfig.camera.pos }, + // "waterSampler": { value: texture }, + // "mirrorSampler": { value: renderTarget.texture }, + // "mirrorColor": { value: new THREE.Color( 0xaaaaaa ) }, + // "textureMatrix" : { value: new THREE.Matrix4() } + // }, + // side: THREE.DoubleSide, + // vertexShader: require('./shaders/terrain-vert.glsl'), + // fragmentShader: require('./shaders/terrain-frag.glsl') + // }); + // var plane = new THREE.Mesh( lakeGeo, lakeMat/*new THREE.MeshBasicMaterial( { map: renderTarget } )*/ ); + // plane.position.set(0,250,500); + // plane.rotateX(Math.PI/2); + // scene.add(plane); + + + // var skyboxGeo = new THREE.BoxGeometry( 1000,1000,1000 ); + var skyboxGeo = new THREE.IcosahedronGeometry( 900,1 ); + var skyboxMat2 = new THREE.ShaderMaterial({ + uniforms: { + }, + side: THREE.DoubleSide, + vertexShader: require('./shaders/sky-vert.glsl'), + fragmentShader: require('./shaders/sky-frag.glsl') + }); + var skyboxMesh = new THREE.Mesh( skyboxGeo, skyboxMat2 ); + skyboxMesh.position.set(0,0,0); + scene.add(skyboxMesh); + + + groundMirror = new THREE.Mirror( renderer, camera, { clipBias: 0.003, textureWidth: window.width, textureHeight: window.height, color: 0x8c8f9c } ); + var planeGeo = new THREE.PlaneGeometry( 1000,1000,1,1 ); + var mirrorMesh = new THREE.Mesh( planeGeo, groundMirror.material ); + mirrorMesh.add( groundMirror ); + mirrorMesh.rotateX( - Math.PI / 2 ); + scene.add( mirrorMesh ); + + + // var snd = new Audio("file.wav"); // buffers automatically when created + // snd.play(); + + visualConfig.sceneProps = { + bouys: [], + bubbles: [], + particles: [], + lightning: [], + rain: [], + display: 1.0, + vdisplay: 0.0, + globalTime: 0 + }; + visualConfig.sceneReady = true; +} + +var water; +var renderTarget; + +function updateScene(framework, visualConfig, delta) { + var camera = framework.camera; + var scene = framework.scene; + var renderer = framework.renderer; + + // camera.position.set(visualConfig.camera.pos.x, visualConfig.camera.pos.y, visualConfig.camera.pos.z); + // camera.lookAt(new THREE.Vector3(0,10,10)); + + if (visualConfig.sceneReady) { + visualConfig.sceneProps.globalTime += delta; + + visualConfig.sceneProps.display += delta * visualConfig.sceneProps.vdisplay; + visualConfig.sceneProps.display = Math.max(0, Math.min(1, visualConfig.sceneProps.display)); + if (visualConfig.sceneProps.display === 1 || visualConfig.sceneProps.display === 0) { + visualConfig.sceneProps.vdisplay = 0; + } + var display = visualConfig.sceneProps.display; + var idisplay = 1-display; + + // Lightning + var newLightning = []; + var oldLightning = []; + for (var i = 0; i < visualConfig.sceneProps.lightning.length; i++) { + visualConfig.sceneProps.lightning[i].update(delta); + visualConfig.sceneProps.lightning[i].update(delta); + visualConfig.sceneProps.lightning[i].update(delta); + visualConfig.sceneProps.lightning[i].update(delta); + visualConfig.sceneProps.lightning[i].update(delta); + visualConfig.sceneProps.lightning[i].update(delta); + visualConfig.sceneProps.lightning[i].update(delta); + if (!visualConfig.sceneProps.lightning[i].shouldDelete) { + newLightning.push(visualConfig.sceneProps.lightning[i]); + } else { + oldLightning.push(visualConfig.sceneProps.lightning[i]); + } + } + for (var i = 0; i < oldLightning.length; i++) { + var selectedObject = scene.getObjectByName(oldLightning[i].name); + scene.remove( selectedObject ); + } + visualConfig.sceneProps.lightning = newLightning; + + // Rain + var newRain = []; + var oldRain = []; + var splashes = []; + for (var i = 0; i < visualConfig.sceneProps.rain.length; i++) { + visualConfig.sceneProps.rain[i].update(delta); + + if (Math.abs(visualConfig.sceneProps.rain[i].pos.y) < 1) { + splashes.push(new THREE.Vector2(visualConfig.sceneProps.rain[i].pos.x, visualConfig.sceneProps.rain[i].pos.z)); + } + + if (!visualConfig.sceneProps.rain[i].shouldDelete) { + newRain.push(visualConfig.sceneProps.rain[i]); + } else { + oldRain.push(visualConfig.sceneProps.rain[i]); + } + } + for (var i = 0; i < oldRain.length; i++) { + var selectedObject = scene.getObjectByName(oldRain[i].name); + scene.remove( selectedObject ); + } + visualConfig.sceneProps.rain = newRain; + + if (visualConfig.sceneProps.rain.length < 50 && Math.random() < display) { + visualConfig.sceneProps.rain.push(genRain(scene)); + visualConfig.sceneProps.rain.push(genRain(scene)); + } + + var newBouys = []; + var oldBouys = []; + for (var i = 0; i < visualConfig.sceneProps.bouys.length; i++) { + var bouy = visualConfig.sceneProps.bouys[i]; + var name = bouy.name; + var b = scene.getObjectByName(name); + if (b !== undefined) { + b.position.set(bouy.pos.x, display * bouy.pos.y + idisplay * -20,bouy.pos.z); + } + bouy.update(delta); + + if (!visualConfig.sceneProps.bouys[i].shouldDelete) { + newBouys.push(visualConfig.sceneProps.bouys[i]); + } else { + oldBouys.push(visualConfig.sceneProps.bouys[i]); + } + } + for (var i = 0; i < oldBouys.length; i++) { + var selectedObject = scene.getObjectByName(oldBouys[i].name); + scene.remove( selectedObject ); + } + visualConfig.sceneProps.bouys = newBouys; + + // Bubbles + var newBubbles = []; + var oldBubbles = []; + for (var i = 0; i < visualConfig.sceneProps.bubbles.length; i++) { + var bubble = visualConfig.sceneProps.bubbles[i]; + var name = bubble.name; + var p = scene.getObjectByName(name); + if (p !== undefined) { + p.position.set(bubble.pos.x, display * bubble.pos.y + idisplay * -10,bubble.pos.z); + } + bubble.update(delta); + + if (!visualConfig.sceneProps.bubbles[i].shouldDelete) { + newBubbles.push(visualConfig.sceneProps.bubbles[i]); + } else { + oldBubbles.push(visualConfig.sceneProps.bubbles[i]); + } + } + for (var i = 0; i < oldBubbles.length; i++) { + var selectedObject = scene.getObjectByName(oldBubbles[i].name); + scene.remove( selectedObject ); + } + visualConfig.sceneProps.bubbles = newBubbles; + + // Particles + var newParticles = []; + var oldParticles = []; + for (var i = 0; i < visualConfig.sceneProps.particles.length; i++) { + var particle = visualConfig.sceneProps.particles[i]; + var name = particle.name; + var p = scene.getObjectByName(name); + if (p !== undefined) { + p.position.set(particle.pos.x, display * particle.pos.y + idisplay * -10,particle.pos.z); + } + particle.update(delta); + + if (!visualConfig.sceneProps.particles[i].shouldDelete) { + newParticles.push(visualConfig.sceneProps.particles[i]); + } else { + oldParticles.push(visualConfig.sceneProps.particles[i]); + } + } + for (var i = 0; i < oldParticles.length; i++) { + var selectedObject = scene.getObjectByName(oldParticles[i].name); + scene.remove( selectedObject ); + } + visualConfig.sceneProps.particles = newParticles; + + if (visualConfig.sceneProps.particles.length < 50) { + visualConfig.sceneProps.particles.push(genParticle(framework.scene)); + visualConfig.sceneProps.particles.push(genParticle(framework.scene)); + } + + + // lakeMat.uniforms.time.value += delta; + + groundMirror.updateSplash(splashes); + groundMirror.updateTime(visualConfig.sceneProps.globalTime); + groundMirror.render(); + + // renderer.render( scene, lakeCamera, renderTarget, true ); + + } +} + +function genBouy(scene) { + var pos = new THREE.Vector3( (Math.random()-0.5) * 200, -10, Math.random() * 100 + 100); + var geometry = new THREE.ConeGeometry( 50,20,16,5 ); + var material = new THREE.ShaderMaterial( { + uniforms: { + "time": { value: 0 }, + "random": { value: new THREE.Vector3((Math.random() - 0.5) * 10.0, (Math.random() - 0.5) * 10.0, (Math.random() - 0.5) * 10.0 ) } + }, + side: THREE.DoubleSide, + vertexShader: require('./shaders/bouy-vert.glsl'), + fragmentShader: require('./shaders/bouy-frag.glsl') + } ); + var mesh = new THREE.Mesh( geometry, material ); + mesh.name = "bouy"+Math.random(); + mesh.position.set(pos.x, pos.y, pos.z); + scene.add(mesh); + return { + name: mesh.name, + mass: 1000, + pos: pos, + y: -10, + bounce: -10, + vel: new THREE.Vector3( 0,0.5,-10 ), + acc: new THREE.Vector3( 0,0,0 ), + t: Math.random(), + shouldDelete: false, + update: function(delta) { + this.t += delta * 2; + this.pos.x += this.vel.x * delta; + this.bounce = 0.5 * (Math.sin(2*this.t)+ 3*Math.sin(this.t+Math.PI/4) + Math.sin(this.t) + Math.sin(this.t+Math.PI/2)) - 5; + this.y += 0.5 * delta * (0-this.y); + this.pos.y = this.bounce + Math.min(this.y, 0); + this.pos.z += this.vel.z * delta; + + var dist = this.pos.distanceTo(new THREE.Vector3( 0,0,20 )); + var acc = Math.sign(this.pos.x) * Math.exp(-dist/10 + 6); + + this.acc = new THREE.Vector3( acc, 0,0 ); + this.vel.x += this.acc.x * delta; + // this.vel.z += this.acc.z * 10; + + if (this.pos.z < -100) { + this.shouldDelete = true; + } + } + }; +} + +function genLightning(scene) { + var pos = new THREE.Vector3( genRange(50,200,true), 200, genRange(100,300,false) ); + var meshLine = new MeshLine.MeshLine(); + var meshLineGeo = new THREE.Geometry(); + for (var i = 0; i < 100; i++) { + meshLineGeo.vertices.push(pos); + } + meshLine.setGeometry( meshLineGeo, function( p ) { return p; } ); + + var meshLineMat = new MeshLine.MeshLineMaterial( { + color: new THREE.Color( "rgb(233, 255, 0)" ), + opacity: 1, + resolution: new THREE.Vector2( window.innerWidth, window.innerHeight ), + sizeAttenuation: 10, + lineWidth: genRange(10,20,false), + near: 1, + far: 100000, + depthTest: true, + blending: THREE.AdditiveBlending, + transparent: false, + side: THREE.DoubleSide + }); + var meshLineMesh = new THREE.Mesh( meshLine.geometry, meshLineMat ); // this syntax could definitely be improved! + meshLineMesh.name = "meshline"+Math.random(); + meshLineMesh.frustumCulled = false; + + scene.add(meshLineMesh); + + return { + meshLine: meshLine, + name: meshLineMesh.name, + pos: pos, + vel: new THREE.Vector3( (Math.random()-0.5) * 200,(Math.random()-1) * 500,(Math.random()-0.5) * 200 ), + acc: new THREE.Vector3( 0,0,0 ), + lastChange: 0, + shouldDelete: false, + update(delta) { + + if (Math.random() < 0.5) { + this.vel = new THREE.Vector3( (Math.random()-0.5) * 200,(Math.random()-1) * 500,(Math.random()-0.5) * 200 ); + } + + this.vel = this.vel.clone().add(this.acc.clone().multiplyScalar(delta)); + this.pos = this.pos.clone().add(this.vel.clone().multiplyScalar(delta)); + + this.meshLine.advance(this.pos); + + if (this.pos.y < -100) { + this.shouldDelete = true; + } + } + }; +} + +function genRain(scene) { + var pos = new THREE.Vector3( (Math.random()-0.5) * 500, 200, Math.random() * 10 + 100); + var meshLine = new MeshLine.MeshLine(); + var meshLineGeo = new THREE.Geometry(); + var length = Math.floor(Math.random() * 5 + 2); + for (var i = 0; i < length; i++) { + meshLineGeo.vertices.push(pos); + } + meshLine.setGeometry( meshLineGeo, function( p ) { return p; } ); + + var meshLineMat = new MeshLine.MeshLineMaterial( { + color: new THREE.Color( "rgb(188, 203, 226)" ), + opacity: 1, + resolution: new THREE.Vector2( window.innerWidth, window.innerHeight ), + sizeAttenuation: 1, + lineWidth: 0.25, + near: 1, + far: 100000, + depthTest: true, + blending: THREE.AdditiveBlending, + transparent: false, + side: THREE.DoubleSide + }); + var meshLineMesh = new THREE.Mesh( meshLine.geometry, meshLineMat ); // this syntax could definitely be improved! + meshLineMesh.name = "rain"+Math.random(); + meshLineMesh.frustumCulled = false; + + scene.add(meshLineMesh); + + return { + meshLine: meshLine, + name: meshLineMesh.name, + pos: pos, + vel: new THREE.Vector3( 10 * Math.random(),-100 * (Math.random() + 0.5),10 * Math.random() ), + acc: new THREE.Vector3( 0,0,0 ), + lastChange: 0, + shouldDelete: false, + update(delta) { + + + this.vel = this.vel.clone().add(this.acc.clone().multiplyScalar(delta)); + this.pos = this.pos.clone().add(this.vel.clone().multiplyScalar(delta)); + + this.meshLine.advance(this.pos); + + if (this.pos.y < -100) { + this.shouldDelete = true; + } + } + }; +} + +function genRange(start, end, negative) { + return negative ? Math.sign(Math.random() - 0.5) * (Math.random() * (end - start)) + start : (Math.random() * (end - start)) + start; + +} + +function genParticle(scene) { + var pos = new THREE.Vector3( genRange(50,300,true), Math.random() * 100, genRange(100,300,false) ); + var geometry = new THREE.IcosahedronGeometry( Math.random()*0.5,1 ); + var material = new THREE.MeshBasicMaterial( {color: 0xccffcc, side: THREE.DoubleSide} ); + var mesh = new THREE.Mesh( geometry, material ); + mesh.name = "particle"+Math.random(); + mesh.position.set(pos.x, pos.y, pos.z); + scene.add(mesh); + return { + name: mesh.name, + pos: pos, + vel: new THREE.Vector3( 0,0,-genRange(10,30) ), + shouldDelete: false, + update: function(delta) { + this.pos.x += this.vel.x * delta; + this.pos.y += this.vel.y * delta; + this.pos.z += this.vel.z * delta; + + if (this.pos.z < -10) { + this.shouldDelete = true; + } + } + }; +} + +function genBubble(scene) { + var pos = new THREE.Vector3( (Math.random()-0.5) * 200, 0, Math.random() * 200 + 100); + var geometry = new THREE.IcosahedronGeometry(Math.random()*5, 2); + var material = new THREE.MeshBasicMaterial( {color: 0xcccccc, side: THREE.DoubleSide} ); + var mesh = new THREE.Mesh( geometry, material ); + mesh.name = "bubble"+Math.random(); + mesh.position.set(pos.x, pos.y, pos.z); + scene.add(mesh); + return { + name: mesh.name, + pos: pos, + vel: new THREE.Vector3( 0,Math.random()*5,0 ), + shouldDelete: false, + update: function(delta) { + this.pos.y += this.vel.y * delta; + + if (this.pos.y > 100) { + this.shouldDelete = true; + } + } + }; +} + + +function bassCallback(framework, visualConfig) { + if (Math.random() < 0.3) + visualConfig.sceneProps.bouys.push(genBouy(framework.scene)); +} + +function harmonyCallback(framework, visualConfig) { + var scene = framework.scene; + if (Math.random() < 0.9 && visualConfig.sceneProps.bubbles.length < 10) { + visualConfig.sceneProps.bubbles.push(genBubble(framework.scene)); + } else { + for (var j = 0; j < visualConfig.sceneProps.bubbles.length; j++) { + var name = visualConfig.sceneProps.bubbles[j].name; + var b = scene.getObjectByName(name); + if (b !== undefined) { + b.material.color.setHex(0xcccccc); + } + } + + var i = Math.floor(Math.random() * visualConfig.sceneProps.bubbles.length); + var name = visualConfig.sceneProps.bubbles[i].name; + var b = scene.getObjectByName(name); + if (b !== undefined) { + b.material.color.setHex(0xf44242); + } + + var i = Math.floor(Math.random() * visualConfig.sceneProps.bubbles.length); + var name = visualConfig.sceneProps.bubbles[i].name; + var b = scene.getObjectByName(name); + if (b !== undefined) { + b.material.color.setHex(0xf4be41); + } + + var i = Math.floor(Math.random() * visualConfig.sceneProps.bubbles.length); + var name = visualConfig.sceneProps.bubbles[i].name; + var b = scene.getObjectByName(name); + if (b !== undefined) { + b.material.color.setHex(0x5bc124); + } + + var i = Math.floor(Math.random() * visualConfig.sceneProps.bubbles.length); + var name = visualConfig.sceneProps.bubbles[i].name; + var b = scene.getObjectByName(name); + if (b !== undefined) { + b.material.color.setHex(0x91f0f7); + } + + var i = Math.floor(Math.random() * visualConfig.sceneProps.bubbles.length); + var name = visualConfig.sceneProps.bubbles[i].name; + var b = scene.getObjectByName(name); + if (b !== undefined) { + b.material.color.setHex(0xe48be5); + } + } + // if (Math.random() < 0.8) + // visualConfig.sceneProps.lightning.push(genLightning(framework.scene)); +} + + +function melodyCallback(framework, visualConfig) { + // if (Math.random() < 0.1) + // visualConfig.sceneProps.bubbles.push(genBubble(framework.scene)); + if (Math.random() < 0.8) + visualConfig.sceneProps.lightning.push(genLightning(framework.scene)); +} + +function changeTrigger(visualConfig) { + return false; +} + +function cleanupScene(scene) { + scene.background = new THREE.Color( 0xff0000 ); + while(scene.children.length > 0){ + scene.remove(scene.children[0]); + } +} + +/*********************************** EXPORT ***********************************/ + +export default { + initScene: initScene, + updateScene: updateScene, + bassCallback: bassCallback, + melodyCallback: melodyCallback, + harmonyCallback: harmonyCallback, + changeTrigger: changeTrigger, + cleanupScene: cleanupScene +} + +export function other() { + return 2 +} diff --git a/src/shaders/bouy-frag.glsl b/src/shaders/bouy-frag.glsl new file mode 100644 index 00000000..16b84c61 --- /dev/null +++ b/src/shaders/bouy-frag.glsl @@ -0,0 +1,24 @@ +uniform sampler2D waterSampler; +varying vec2 vUv; +varying float noise; +varying vec3 fragPos; +varying vec3 vNormal; + +void main() { + + vec2 uv = vec2(1,1) - vUv; + vec4 color = vec4(0.8,0.8,0.95,1.0);//texture2D( waterSampler, uv ); + + vec3 lightColor = vec3( 0.7, 0.7, 0.7 ); + vec3 lightPos = vec3( 0.0,100.0,0.0 ); + vec3 lightDir = normalize(lightPos - fragPos); + float diff = max(dot(vNormal, lightDir), 0.0); + vec3 diffColor = diff * lightColor; + diffColor += color.rgb; + //diffColor += normalize(vNormal); + diffColor /= vec3(2.0,2.0,2.0); + + + gl_FragColor = vec4( diffColor.rgb, 1.0 ); + +} diff --git a/src/shaders/bouy-vert.glsl b/src/shaders/bouy-vert.glsl new file mode 100644 index 00000000..c94660c0 --- /dev/null +++ b/src/shaders/bouy-vert.glsl @@ -0,0 +1,18 @@ +varying vec2 vUv; +uniform vec3 random; +varying vec3 fragPos; +varying vec3 vNormal; + +float sampleNoise(vec3 pos) { + float x = fract(sin(dot(pos, vec3(134.9235, 63.5879, 218.9542))) * 27495.2467); + return x; +} + +void main() { + vUv = uv; + vec4 worldPosition = modelMatrix * vec4( position.xyz, 1.0 ); + fragPos = worldPosition.xyz; + vNormal = normal; + float noise = position.y < 0.0 ? 0.0 : sampleNoise(vec3(random.x*position.x, random.y*position.y, random.z*position.z)) * 10.0; + gl_Position = projectionMatrix * modelViewMatrix * vec4( position.x, position.y + noise, position.z, 1.0 ); +} diff --git a/src/shaders/cloud-frag.glsl b/src/shaders/cloud-frag.glsl new file mode 100644 index 00000000..305fc66e --- /dev/null +++ b/src/shaders/cloud-frag.glsl @@ -0,0 +1,18 @@ +uniform sampler2D map; + +uniform vec3 fogColor; +uniform float fogNear; +uniform float fogFar; + +varying vec2 vUv; + +void main() { + + float depth = gl_FragCoord.z / gl_FragCoord.w; + float fogFactor = smoothstep( fogNear, fogFar, depth ); + + gl_FragColor = texture2D( map, vUv ); + gl_FragColor.w *= pow( gl_FragCoord.z, 20.0 ); + gl_FragColor = mix( gl_FragColor, vec4( fogColor, gl_FragColor.w ), fogFactor ); + +} diff --git a/src/shaders/cloud-vert.glsl b/src/shaders/cloud-vert.glsl new file mode 100644 index 00000000..908955ad --- /dev/null +++ b/src/shaders/cloud-vert.glsl @@ -0,0 +1,8 @@ +varying vec2 vUv; + +void main() { + + vUv = uv; + gl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 ); + +} diff --git a/src/shaders/lake-frag.glsl b/src/shaders/lake-frag.glsl new file mode 100644 index 00000000..ddccf950 --- /dev/null +++ b/src/shaders/lake-frag.glsl @@ -0,0 +1,12 @@ +uniform sampler2D waterSampler; +varying vec2 vUv; +varying float noise; + +void main() { + + vec2 uv = vec2(1,1) - vUv; + vec4 color = texture2D( waterSampler, uv ); + + gl_FragColor = vec4( color.rgb, 1.0 ); + +} diff --git a/src/shaders/lake-vert.glsl b/src/shaders/lake-vert.glsl new file mode 100644 index 00000000..8c40d810 --- /dev/null +++ b/src/shaders/lake-vert.glsl @@ -0,0 +1,5 @@ +varying vec2 vUv; +void main() { + vUv = uv; + gl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 ); +} diff --git a/src/shaders/mirror-frag.glsl b/src/shaders/mirror-frag.glsl new file mode 100644 index 00000000..a8b87135 --- /dev/null +++ b/src/shaders/mirror-frag.glsl @@ -0,0 +1,30 @@ +uniform vec3 mirrorColor; +uniform sampler2D mirrorSampler; +uniform vec2 splashes[ 5 ]; +uniform float time; + +varying vec4 fragCoord; +varying vec4 mirrorCoord; + +float blendOverlay(float base, float blend) { + return( base < 0.5 ? ( 2.0 * base * blend ) : (1.0 - 2.0 * ( 1.0 - base ) * ( 1.0 - blend ) ) ); +} + +void main() { + + vec4 rippleCoord = vec4(mirrorCoord.x + 0.1 * sin(0.1 * time + mirrorCoord.y), + mirrorCoord.y + 0.2 * sin(1.0 * time + mirrorCoord.x), + mirrorCoord.z, + mirrorCoord.w); + + vec4 color = texture2DProj(mirrorSampler, rippleCoord); + color = vec4(blendOverlay(mirrorColor.r, color.r), blendOverlay(mirrorColor.g, color.g), blendOverlay(mirrorColor.b, color.b), 1.0); + + float dist = 1000.0; + for (int i = 0; i < 5; i++) { + dist = min(distance(fragCoord.xz, splashes[i]), dist); + } + + gl_FragColor = dist < 3.0 ? vec4( 0.6,0.7,0.7, 1.0 ) : color; + +} diff --git a/src/shaders/mirror-vert.glsl b/src/shaders/mirror-vert.glsl new file mode 100644 index 00000000..9a845373 --- /dev/null +++ b/src/shaders/mirror-vert.glsl @@ -0,0 +1,16 @@ +uniform mat4 textureMatrix; +uniform vec2 splashes[ 5 ]; +uniform float time; + +varying vec4 mirrorCoord; +varying vec4 fragCoord; + +void main() { + + vec4 mvPosition = modelViewMatrix * vec4( position, 1.0 ); + vec4 worldPosition = modelMatrix * vec4( position, 1.0 ); + mirrorCoord = textureMatrix * worldPosition; + fragCoord = worldPosition; + + gl_Position = projectionMatrix * mvPosition; +} diff --git a/src/shaders/sky-frag.glsl b/src/shaders/sky-frag.glsl new file mode 100644 index 00000000..4bfd2894 --- /dev/null +++ b/src/shaders/sky-frag.glsl @@ -0,0 +1,22 @@ +uniform sampler2D waterSampler; +varying vec2 vUv; +varying float noise; +varying vec3 fragPos; +varying vec3 vNormal; + +void main() { + + vec2 uv = vec2(1,1) - vUv; + vec4 color = vec4( 0.1, 0.5 * (1.0-fragPos.y/500.0), (1.0-fragPos.y/500.0), 1.0 ); + + vec3 lightColor = vec3( 0.1, 0.1, fragPos.y ); + vec3 lightPos = vec3( 0.0,100.0,0.0 ); + vec3 lightDir = normalize(lightPos - fragPos); + float diff = max(dot(vNormal, lightDir), 0.0); + vec3 diffColor = diff * lightColor; + diffColor += color.rgb; + diffColor /= vec3(2.0,2.0,2.0); + + gl_FragColor = vec4( color.rgb, 1.0 ); + +} diff --git a/src/shaders/sky-vert.glsl b/src/shaders/sky-vert.glsl new file mode 100644 index 00000000..9fb37398 --- /dev/null +++ b/src/shaders/sky-vert.glsl @@ -0,0 +1,19 @@ +varying vec2 vUv; +uniform vec3 random; +varying vec3 fragPos; +varying vec3 vNormal; +varying float noise; + +float sampleNoise(vec3 pos) { + float x = fract(sin(dot(pos, vec3(134.9235, 63.5879, 218.9542))) * 27495.2467); + return x; +} + +void main() { + vUv = uv; + vec4 worldPosition = modelMatrix * vec4( position.xyz, 1.0 ); + fragPos = worldPosition.xyz; + vNormal = normal; + noise = sampleNoise(vec3(random.x*position.x, random.y*position.y, random.z*position.z)); + gl_Position = projectionMatrix * modelViewMatrix * vec4( position.x, position.y + noise, position.z, 1.0 ); +} diff --git a/src/shaders/terrain-frag.glsl b/src/shaders/terrain-frag.glsl new file mode 100644 index 00000000..343d737f --- /dev/null +++ b/src/shaders/terrain-frag.glsl @@ -0,0 +1,35 @@ +varying vec2 vUv; +varying float noise; +varying vec3 fragPos; +varying vec3 vNormal; + +uniform sampler2D waterSampler; +uniform vec3 cameraPos; + + +// IQ's fog: http://iquilezles.org/www/articles/fog/fog.htm +vec3 applyFog( in vec3 rgb, // original color of the pixel + in float distance ) // camera to point distance +{ + float fogAmount = 1.0 - exp( -distance*10.0 ); + vec3 fogColor = vec3(0.5,0.6,0.7); + return mix( rgb, fogColor, fogAmount ); +} + +void main() { + + vec2 uv = vec2(1,1) - vUv; + vec4 color = texture2D( waterSampler, uv ); + + vec3 lightColor = vec3(0.5,0.2,0.7); + vec3 lightPos = vec3( 0.0,7.0,10.0 ); + vec3 lightDir = normalize(lightPos - fragPos); + float diff = max(dot(vNormal, lightDir), 0.0); + vec3 diffColor = diff * lightColor; + // diffColor += color.xyz * 0.5; + // diffColor += applyFog(color.xyz, 0.1*length(fragPos-cameraPos)) * 0.5; + + + gl_FragColor = vec4( diffColor, 0.0 ); + +} diff --git a/src/shaders/terrain-vert.glsl b/src/shaders/terrain-vert.glsl new file mode 100644 index 00000000..9f017cae --- /dev/null +++ b/src/shaders/terrain-vert.glsl @@ -0,0 +1,79 @@ +varying vec2 vUv; +varying float noise; +varying vec3 fragPos; +varying vec3 vNormal; +uniform float time; + +#define M_PI 3.14159265 +const int N_OCTAVES = 5; + +float sampleNoise(vec3 pos) { + float x = fract(sin(dot(pos, vec3(134.9235, 63.5879, 218.9542))) * 27495.2467); + return x; +} + +float interpolate(float a, float b, float t) { + float cos_t = (1. - cos(t * M_PI)) * 0.5; + return a * (1. - cos_t) + b * cos_t; +} + +float interpNoise(vec3 pos, float f) { + + // Calculate the min/max positions of cube + vec3 p0 = floor(pos * f) / f; + vec3 p1 = p0 + 1. / f; + vec3 t = (pos - p0) * f; + + // Find noise values at corners of cube + float A = sampleNoise(vec3(p0.x, p0.y, p0.z)); + float E = sampleNoise(vec3(p1.x, p0.y, p0.z)); + + float B = sampleNoise(vec3(p0.x, p1.y, p0.z)); + float F = sampleNoise(vec3(p1.x, p1.y, p0.z)); + + float C = sampleNoise(vec3(p0.x, p0.y, p1.z)); + float G = sampleNoise(vec3(p1.x, p0.y, p1.z)); + + float D = sampleNoise(vec3(p0.x, p1.y, p1.z)); + float H = sampleNoise(vec3(p1.x, p1.y, p1.z)); + + // First pass of interpolation + float interpLi_AE = interpolate(A, E, t.x); + float interpLi_BF = interpolate(B, F, t.x); + float interpLi_CG = interpolate(C, G, t.x); + float interpLi_DH = interpolate(D, H, t.x); + + // Second pass of interpolation + float interpBi_12 = interpolate(interpLi_AE, interpLi_BF, t.y); + float interpBi_34 = interpolate(interpLi_CG, interpLi_DH, t.y); + + // Third pass + return interpolate(interpBi_12, interpBi_34, t.z); +} + +float multiOctaveNoise(vec3 worldPosition, float offset) { + + float total = 0.; + float persistence = 1. / 2.0; + + for (int i = 0; i < N_OCTAVES; i++) { + + float frequency = pow(2., float(i)); + float amplitude = pow(persistence, float(i)); + total += interpNoise(worldPosition + offset, frequency) * amplitude; + } + + return total; +} + +void main() { + vUv = vec2(uv.x * 5.0, uv.y * 5.0); + float scale = 100.0; + vec4 worldPosition = modelMatrix * vec4( position.xy, 0.0, 1.0 ); + + noise = multiOctaveNoise( vec3(time, position.xy), 0.4) * 50.0; + vec3 noisePosition = vec3( position.x, position.y, position.z ) + normal * noise; + fragPos = position; + vNormal = normal; + gl_Position = projectionMatrix * modelViewMatrix * vec4( noisePosition, 1.0 ); +} diff --git a/src/soundfonts/percussion.js b/src/soundfonts/percussion.js new file mode 100644 index 00000000..c901c386 --- /dev/null +++ b/src/soundfonts/percussion.js @@ -0,0 +1,94 @@ + +if (typeof(MIDI) === 'undefined') var MIDI = {}; +if (typeof(MIDI.Soundfont) === 'undefined') MIDI.Soundfont = {}; +MIDI.Soundfont.fretless_bass = { +"A0": 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+"Db1": 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", 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", 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d+o7sajus26ZmJmmf/7UGRGDwGhPVQAAypAIeGaXhhsBgZJDVAABKrAggZpODSNEFEQGEAMEE5k6OGmyp80KTiKPByxDmDNNn39X/+mMyHY/wn/ziSM/bpEDUb1tzIWmQ1kWpjjZVmIPIDIJAZJuCzl4k0UmDSgm7W2GB3VTQ1SmAAYz214KMJiLUQbKptXAKGC0eMp+T/Qn/4tV/7ow62kLzqf9NCHgh9PsQyVbsb4AENF6PgmUGo23bie8J4VQ717qkJrWgsNofa2YdXtd6NcQETDOpmjwN19cRn/+1BkR48RZi/UAAEqcCHhmj4IBhAGoNNOAQkPwH2GqTgmGNBkkkcYJCAXJa53tCFbcNr+r+2z6BaJs1OX/YhjWDG/2QZof6+pnSudnmHOODoRdGyOyBAdcaOMqOqUNOLVW7eoWd7NaaIgIl0VFMaYAUd/6qCapCJEKa6Hpea9JEZKDq2PT6t33+xa67loknzp17uLDIqP/pliPk+osYcwywR43EiHFr8RKQDjlQQc+yVoi8ik/fiYSkUc/97KALq3d2Us0AQN+HICBGBsOEUl//tQZEwPAYYw1AACKvAigbo+DSY0Bkj9TgAIp8CJh+m4JIiwS80dbGkyjPBdj/qSv+j/1df6R3SiN5LUrvqEEU+2rKAXvuz6pDl/uvyW+bsbpmPWskE4zpqiD/Yvaf1xKZkEI4oJ/0RATEKyoZFIABBZ3pHcwqsHDybZGu2/Y8b5OfxZ/5P9fb/6piWJPRE9S1IwKoz/V4MLyP/eqm22NsdrIhhuSWHqsIkqHtO5tWk+98oqPsR5WoCZeGYyRIPILyasEqGAMmopuRWl34Jps//7UGRODxGdM1MAQTaAIqGaLhgJEAWpAU4ABKmAegXpOJAkQLk3p9af6TQhqODfwV31+ciQTf1PBYI3p6u7nCdrgkg0Mxw2zI/h9QtGIuDrCVC2JFmKHO6hzMlMzVyyyqhFgQACCt/UIScYA0DYvI3gxVlEnE3mfCu+/0f3f/++QR5V5IuvhZyzN/RkHVk5l8RQazHv6GkeWujFITcQO6g2Z3xDk26svYV0o+uFBodEQzFVgAoOJ1siOAjFSmcq2+r3ceyrOf7ipH1M/QhX/67/+1BkUw8BiTbTAAESACSh6k8dJiYFiQFOAASpQJIJaHhUiOiFkzcROWQffQAvJf1VAiz22Zt6qNSCvGsl2mMpfMqCJ2xIiR0rCDXO1kZP+RSjse7zNUExMOyGWAXAAYADNstnQ7HQ8NDA05Ga3WcZ2xF9/+v/31VyDOmtef/xgs1Ct+NRRZa/PXEQ+cVIASwiqRHCyM1rMjB8KZICnxcOGaIKhN0AnqHX79f/dXEPEMyqhEQ4FEqU4kukYmmkw8hFnfE6Pp0skfu/RV/6PqWQ//tQZFWPAYNA0wABKnAjAZpPCYZCBqDLSgAEqICEhmh4NJkICRpIUqKyU/eg9quR+iA75jCY9ij/9nGirb+Uy6uIOgRxPsfZt6VOLrogvUWoug4Be2fP/4p/u/XUhMy7qqlT4AcQF3HWInRZuKhIXdm7E6wxkfss67v0U//romVpvw8EPf+p7ldv0OQpa/f2GnRwGey6D4iKKak1nOIGoYUSOnkLrNamVgbu8i7gEQ6qiQhYBjBZmo4U8VrckQRVhofZOHVopc37/9H/mOsZ9f/7UGRWiAHJMtRgoCyAIqG6PggJEAW0zUoADKrAhoZoeBAkSEb0P/0EHVk/3QYDmf8tNHCmYI530zkRa9BwIpHiyrH0dFauUaoY31mHB4eGZlViUAMt9oLQ4GTCERQSBxcYWITK3xrnfJ/2vf/+wACNtJUqLXcIFjFZTqd7/wp3Kcu3qjg4+nxlHoYSdQ9cvuzF22ZXKP4R5ufI+VNvfxpX/F//p9jAEM7uyKVsAV6KTQXAMdJR1mzNZ6hAOGNQAV8l+vd/072gKVFRVay/yGP/+1BkVwABVDlSgAIq4CIBih4FBiYG7P1PgAymwIOGqHgUmQhxiLyA+gAwyM+vocGUXI3u/QjEUBwXTOhEYbU4ZwjYQfCxzkHyYkdF3SjEfnmbf9/VMgEzDQykhgAIYBwm0DooEhiCBlmaUIWXcQW3ML+V///9sutp4QZOTyIJaCf+CQKMRTN7IuCSMQCxRNDwZEz92cG0iNjueC6Q6lvDV433ZQM6YgImZZlZiilzxZQAKFSUnbiYKNMYzhGsjYLfSIP0e3Vq8AlT7inFzFRB//tQZFqAEc8y00ggFIAhgao+CAkSBfzNSAAESMCDB6h4FKDg1uMHP/w+Iilm28SYaCjnYrZjeisOMK4RLjEjmJm9XZmnHWLOrPZOlbePvI5H65kLq5eGcRRAACUF3H6tJFoDApH6HDfPmvAnTXlLpDbPV/T+u0CNppUoqCU/RXFTTG1cYHX9xoaOdW19Y0OEO7eVOjqWL5OmFK5GX3FXZHul1uuvKv9H4wzpm9MyEVcMyqIq4AArBfWSRgsKQzISwKMK35Ag+LFW4VHfZIffZ//7UGRagAG4PVLAICiwI4H6PwmIKAbs/U2BBKyAj4Yo/CSYmKHw+qt8Sn6nQDyEKNKqylFjdPYgMIMRU/WUAaDX0GXQdR4jP0eGHeEn7moQjkEtTDKq3cGKg1ppqQCpd3dgFWwABZG+uICAQgAgjRo6NLShq54ZTin9Pv6/uAOphVFYs6KLOCjP4EBL/xMYGO/+iBQg5LvVRnoVTR+VtCxIXYSZrUM4jhpj0jhzV7b6mabeQiACYdWVSONFSRtEAEtQwuyxDHWNrvpywr+n0+z/+1BkVYARuDFSwKIdsCHBmj8YCRIGwL1LIAynQHiGqLgQJEj/3pAJGk2qjIUf7jMKx1F4ZfkHn2a9/KIEkJ/R2DAWr9jk6MZ5e2mDdDu/JMBJNBcm2YETBLY7odvoiAiJZndRvAA2XtqQUBsVNOEr1eUx0Hy0uiQGsWf+b6v+WD/7vBLGaDuS2gQ5L+ZA6HAxXHffQ4DYQ9CrWhKOagm3JEMLHpdRjCQq7RmHbF1itlUAhnTRoW7g8QyssBFgBs/JUigIRMhQoA6B26ZQTBMp//tQZFUCAcAu0uApErAhwboeBSxGBtTFRqAMp0CIBuh4FJjQxHJvZ8M/+z0VtFrjaVItRCBf8soI2QGBLGPQGxJ/QaJNGjv6GUENF//QUGMpcLbVbvLL5wYSj71uVztW35v1RABEQrowKDgABs9RSB2JKukStpxh7SYKhNeOf/V/0eg5dcJDO/VL/QECKdX29HQS7DfVvGCMjXKMltFCEAFIYe3XQmtPbW7JvAQzuiqklYBKG8AowIQG0NOBnqg6NOK0VsSLEf0/qv/9Kt/69//7UGRRgAGxLtLgZRzQH+GaLwQJEgUEqUQADEkAhQan+CSZCDP/XHZ1SwxzOZ4Gsv3XGUCsgQQGLv9KDjqPSjKeuQzN4yWaHrxGO0usGv9jKfRFsXX9Gl/SqpCbmYhmEYgAAgCePBROJitZoAw0kTcqMkkjRUV3rb+r9mzVAIGkilkVxfvoMG4eh2XpVl/bxMcOPf9UQYc6AU/p0UjTHxrdo1ZyPY8eLCtb8fbJe+Udv6zX/1zETNOzsoSkYABGcrRUIUA8gGKGEKL19c9zU6b/+1BkV4ABxDFRKQI1sCNhuj8J5jQG+LtJgIypAIMGaLwWJQDf1/IdnfUQCNtJLI1mn7KoU6K6Ci2oxrfqIxV0/zlCg6LwG+98aXSt98quHSBYPLCZC2qOjjBakcvRU3T5NH/2VQVVzMswk2AAFnzK0xUFMRd4ZIRW0lK9bddOlHqmkasoQ0UVSrziVcm7pqY+Ud0KWf/Hw0MIKGttUTocEbIO+pvqVZr8y1Y6kqhfZCxFa1LaElmYBQxPHO3u1xQVd1EQgbEMQHSbIlaPHGAK//tQZFMAEdErUmClG3AigbpPBYlCBwi7RQCM6oCChmj8ECRAQjmGk0oJl2j6eRan5r/+tfPqmVFWLr52WcUPMMJY813VE/gqXdilPx1x88tFX9NS5xODZZGnKpUe/URuCas54r07di/XEBEQysqhICAAKM3cG1KEAlMRZbe2lbPybwmh1JtT/Q53/6dhrG2mwrQU57+61DHhqnMYtmsxgI6W5eKIGsR7/urCsaTuM9SI9Na3xEUFSMC8kXhjljS9mb6emYCJp3dWDNhEBaFfSf/7UGROABGnMVHIRxRAIuGqDwwJEAb4pUeEDK6AhAeoPBYY0CDQI42CbARc1LHhOtfM1ib9H87+1bRbG0kwrUMYJ6LYUqjFOad9FMnL6CyDs7f0kElo3KZm1Rh3CpD1hXEGpUqbkltDZFD+/oAXBjy0wDTMQ6gX4AIUL6sUTikjHKc2aTAkOVhPx72dd6NXppg3EHJfDu3+Qw4pVb+McSUqBf1b1ISHkiLd6irOdaAHjotVdLfkX1RAA8M7IoRogAEGQ+/BXth6JAjpksuTMCz/+1BkS4ABvSdR4EYSIB8hmg4JgzYE/KdAAAipwIqGZ7wwMEgDm315D1Pu9X/6FaLpV76QH67rsFsKcikV9Wa6dFxYXF3CLF+gxlQ7iHszNz2UB7jD3Il0Q1s3DsCOQBnu1tZtiju/6VVUTNQ0RAlFAAExOli4KVIPhhUBUgkhNOyVEbc2EyDat353/XP/OSd70cezwQt/fqDILh3f+4RX+5gQz6ICnBYZEipU6ciyQ/Iy19G094jmQiZdKhQpIDCKXuSRbgZSWgy5BYrZgNpO//tQZFCAEc0u0EBGKbAjwcofJEkUBVyXPgCYSkB6Bmh8MCRAo1v/f1ehlFsbacot4bQuJFp4FN2rattytq9e6sMBlEQ231o9RnqrLojVRqtdUmZ9lee1qjQIkxuyffU37vsqgqamKeAbAAACCRfhasCgFUQoJBW4SqF2HUKJksEa3t+/qyjlZEsm6o3244Bg1CBv9agw6f2G07kqKpGvqtyMleapWxB9incr21zATMxEO5CgoAAI7dEC3WxudIJok9I2JgoiHEIkZk1/V/Z//v/7UGRTAAHCMNFgJipAIoH6LwkjRgT8w0AAgKLAj4aofCYZCNWZ/4xu6ErsRvtqPAYNOFG/4MIAyPztXWuISQVkNGL0tecfjxZOj/67+2aqZqpl2CdgAAgYFJ77YtDukbAghJ5LfUbb7j1Sf0P7frx/riZ/5FOzCUuqibEI5f+6+hWAscBkN/0h0VxfdgxGwZGZeGfRpqm03ZScBepVHXLc7Xi3fLu8TLOzAqXAAMAln8dF5dBFIYqS8sPo4bclx6La6fp/R3f5WtVaXdygqiP/+1BkVYABSjDPgCUScCFBqi8NaUIGpM8+oKBLgJKG5/w2ASAzjEJZ96xgUAgbIgSGP5zCkeJOW7VZ8qo/ts+tCLnGo2e55Q7Qphp9vT5bU8xVBU3bzDAKjAAUFf3iUg1GxEHxcT9AVTzaD2c2q+j2f+7otFtajYs14jDK/KuoQT8yERDe+NLp3J+H0HucMf+ihg9n9ArtgwevQuegYcou11uQr0D93/rIZEt/VUBUXTU9EPBRK+yuaVGyIrTrEqzWHTvmzwAirPWfd1//9KrX//tQZFkAEZkwzoAFOfAh4YovDYZFBzTFQ4QUUsCGBuh8JLyQ17BFdBIg57ogPftYKMY4iCote/2KggN0LfrQRtlVD+IQhxj0PqUa/rkgE8QSp7ZXR4BZwZ3hlZyxHQALDeReqwfaUHJubuUrTYWnKQeBqzsh6vX+z/1+f7NviDKf5XjoSIBQoi9cWR537snF8vF9vv+lgKLKLWWpq3sQXis4W1kShCH8qIpaXbWPf3/ldRLtc2LWADQ125qgVJGzc1wi2XQ3K9YQWonUFpG9Qf/7UGRWgAGaLs4ARx2QJCHZ3wRMBgbczz0BrLRAkgpmcFSI6OVq7Wf/qvP5mUVYCux+j4UMQODABAZ7I9vVrxHLqWCEZ19ImHTlNvYIDZNLDkGoIbXYqmXZTxxuAt1Ho9vqRXMhMTUTLsIUAAKJGuNFJ0DVeJhWTm62kEZzrLa0HItX9P/rMulX3MY3OYsLD81sOzF6mRh9c/PO5lhRAkEZ+P4ocpTWziZcEyORsEy6QQdGxslFKj6n+3x2uHCIp1h2QcqHXwiioI9jQZmXAOb/+1BkUwARyzPPSEcUQCKhqg8MLAYG0KM9AqBLgIgGp7wnpQjWpdZEHyj1OZKnF/Z1fqrz6plRWAM10jhaHG1R3xeUW83rP1RA0REA6+v52YIMQvsnoxIQqQMQtdBbDq+XCg1rlhJd/bU6t4B4mHpVBleAAJl7agMiKRoJdCOHpHWMZEDEnNl/Z6/1dUkqq+4jr/LV8ARHQpNpzdPSd9+bOTRcxMadue+owZBkM/HFztQSjIiKDGv0qEXc91BLUdUYt3/riQh4eIhgpRgA5fFO//tQZE6AEbwuz0goEnAhoYnvBCkEBvy7OwQkVECABqf8N6VAlSTR5RURCyOCzE0uqUFmVRz/V+qgSxttDLeAgJ9bblDLrFOT760ZBF17BXEGON/VjiLk9i04zDEI2rDAOwKCxelyTF++xnXMBERESyoSAAAUO/guhohhGsRLrnhSnFGwvvpuHWer+zYXWuOFV+BiJjf/FlSCWs8sWhXuFQbWRG+OPLiFjv8hambunySWze8gCRbYDW69/V+gzDBERLRCBMUGl+1iawJpGQcLB//7UGRMABGZIdBgRhHQICGZ7wxMBAZMpUODHFDAggbnvDAkQKZmKBlKx1bTvKTX3//11Yw20kUqLQBATt0vEBN9JpOyFulXZmt5wLh+cNS99/KPlW5turGMhaXdeDgFoBRKJKLnm6P5HYqnCHqYdVBtAAACwBTxtrGWHhoUo0JX7NbekwB1chb9/Vs8umXhBIX1jWo4dZZ+Xb4gWNmS+rsHwBOgSFr/j3EyIvmGs+rWQqRAYpoDS95AqYUci7v/kXgAh3Z2YKQA2bniaopBlQ7/+1BkToIRuCRPYEk6oCFBmf8V6UIGmJU7ARinAHyG53wwJEgINSUSlyxAxEyYx7ifzXUqoKZW/AGD70jc+lTmZl/Dq+f543voQIXyD0Pv+kcIGGMrssKDXqVWBDYLZTXyaK7V83xnsK3/s1wwPExEqoctAAFAL+mZLggDYcVWAzpOjaS1JA4vxsM9a2d/pkGVV9FT3HoppPPGJ7/bl3dfz39k7CkR4y97ZncOKNU8b/BRq2/6wPlY/E7WAGC8COJvWdWHP/j5gAmaiXWBikAX//tQZE4BEb0zzkApEnAjIZnfDAkQBviXNwGAwkB3hmf8IDBI1tA6QYRKOBQ+spO06IZTUFbPv/012ttjjkTXgAsGE3OyYgVg3GAdYUVRV4hPjSCI9wtv6ugEVTdg6uvdXR8I8iqxz3OlMjeVpo8IwAO0QzqoMjAAAK13Nh+GmDBlh9TLdMWbMn62pdyV/b9dFVLKosCsNf9avFAmEVBVNY6WmHt/UeFgTQejJv9AgsXK+wQjk0ldDpDPu1WstZsw2+w02///0PAPEREs0DcIxP/7UGRLgBGxJc/gZRUQIIGpzwwIAgbovTckHFKAggmnfBSU6LikzoXBUJLk3mTXTcpq5obupQjX8n7davCqlFVYAgcQ/9gUO4gRemTi2hlWv3xQJR4ULma3Q5jhKOQqvJCBukeeiSuSx7gEYFVEKui/9TODO0PCmHgAIEDtr1MyuFCEP48l0ggLgyT+HUcmP+vqTv8DLzZJJopdMQM7Fa4HKld7f8fZGkcRDUp5/oMBRoGDc9WFRIc2iDMuOO0NlWirgBEz01GBjc2wAzvDsxn/+1BkSgMRsSXNyEM50CCBqa4JhjQG8Jc0oKSpwH+GprgmGNhWoj5KtoZcAiWbDkHJsq0WNBU5S7vv9r+z62w3GUUwtQAkukkkiVlbiOnMsshlPq1jApiB92T9Giw9UfupX1plzD8mMHNUAokWVPwA6r/W4A7xSw0hzcAAGH7teDKOpaUOl6qgyTUdahRyLkNptnUv1dkbbbSSVFoFFRtX91eB1HGqCyu5DbPlWP3/h3JChAqnpoJO4srdoN21lwBFDirmo46sgZoBqzmZ/1u4//tQZEkAEacozmApKiAjAfnfBeY2BxinN4QYTsCBBmb8JiEQMzw7q4bthg3ltIpRmpaXA/knBPoRA8Sq2H/Vb7vo1Sjq/V9AHBbJolVr4JTzbae7KMBUIkUqdS18qNCxydf2HInbkbbVKxJg+sbFelfFxduffzHjYNe363AFV4eHgZtgACCfo2HAhpSoJipK6w1C8eXxS26exFX5L2/Xv/vFpP+GqxUTjtQpYr1dQW1TFelwLC4VYO+P+YNqBnJlkoI1+ycYM7FLbnloOHx4UP/7UGRGgBHIM0uARkKwIuHpvwxMCAcEnzKkDNhAfofm/CeZEPCKUfS3/xR1AHeFdmDcoIdfqK0zFIt2so7jqLywOlLh0/qkPX6/Wki+gUQe+DbuetM3SNdKtBBUOEEVf6q4mLHUzNQwSY2tGRMTHsEW654Iq1soIyQrmoJwAAEc79XPHE3ZlZgtYxzTYLmizpDJOb917ChqiqqVX8Q5+Z+725xjoUMt9+YYDTX/js9CoGMtb724kawZN3ourhBl/BrYs0HkFuOucfILXQa9H/X/+1BkQoARVSXMgCYqsCLhuZ8J6FAG9JczAyB4AHOHJnQkiNhcLd7ZwjGrBvSspCK5AngnpCcOFHGMHHbn/R5H6//+mGlsAlpn2HKwMxJZNJaY8PUrM3UeG7uIl/NRS46Gc9epciUfOf5TJ2Hpg2b3qReqn2wO4ACvDujgt4AAUJlpIQFXBFg4QqMxl1Q+SCj6q/o9ndVIJLG00qsAw4y/q2ksWDfC0LGQnsx/No6nBmQMT9LQlLo1Fmis0rzjWvlRpdoRRpKsYfjO/0C/7/kO//tQZEeAEaclzchmOpAgQYmvDAkEBoyVOYQI8oB8hqa0UCRIVQU+6UQhzY6dMrxR7CLZQEw0eqJK+I+tn03//phVaDDCWP+748BVlsQQ8la8JqUxPwRjCg0cbtph80/v0sMvOKWtq3qPAwlKUrd2GqHI9UuDxF1M0HqAABDp8ieaDE8Oqk8zx6HbFNY3aJf8G2z5r3bDbWRQKNu0BzEI/9T1bI7Msybp0uiJQyL8JOjBbt6dTjnSP1D18gZJTdirL3poNITem39TASVkMhY38f/7UGRJABGpH01IxUywIYH57wgsBgaAez+klG8Af4mlMBYZEM8eCJwkqiRKE3mF22Ks6PG0CBEG3fc3brWRxxplCtYBEiENr1bQYEsfhA+fC4OZSpb1hZIqL/ZUIg1Ik/Io9ugw40YiiDqHtJqejXZp3s4Ozw7swMnAACmAvLl6uBSYxYPkNl05LHwAimxzfo6+TIUVKq/AzAT9RbsGH5Ok4z7rtJCGyf/p4kS1CA79u+8pbuhRjaoQWtVRB4Zhx2WSFCRNWMtMIGEu21wDVxP/+1BkSYARpyNNYOYpYCHBub8JKDQGpJUxARirwHYG5jQkmNjpCMyoMTewCiG5nDqBnPAQG2ub7/X7FbRba44Ck3IAoOCT/yqNixdNJ6FvXbU9Lq3Nv4iWcUX9kOSXIuXbRAoc2rJYtBmMi7o2Q/bu9/4H//3DkoAAYNeuVfDFAaA8Ia8eMFFCgFZQYv9Vmn6mDW7rOnGwRNU2Yq6920EYJyI0CAgnumPsWUduqnipjtTloWSK3FjoQxC61rpumIB3iImGEt4IKJ9U80qUWIzJ//tQZEqAEbEjzmjJOrAfYam9GAYSBcCVLAEM5wB9Bqc8IJgQItb3A0iJ2VRj/R7Op6nr/phWoBgnvd91d0yJMVTK4xTMEFck2PyUKFF2Hhm2SqDWPV62D7NqLjWC2LuvflTDv2ev/VWt/7dwd3qJhkLQAAIAQv7JrwG3jo4FqdLJwVeNjMfZ7vV931QK1AKUHrVw3BCBDqgdn+bvkXb2k+KBo7CEs/ng2UjoTWYSV9Q695KUZ1bZo59Qu1K/f+lXBmd4Z2ClFwcvadDuDVtHUP/7UGRPABHEIkxJIyuyHqGZvw2JQga8szEkHFRAfAZmfFGkkBJ4P6miMWFBNlUEPuXsjDbiaQq2AoMl/+XiTHE0g/IJThWTwbWjmfvFinNA0+b+SNuBXm7DW4qs8vegR0oHtQjdRUrA7xDzDh7AAAG15MKaqBkxwfQtNqv2xSaCQNbDxLxhJW/YDa2WBpRwAGAyKnIsWFqVhh1t1AxIuKuf8l1LNDZV/zzUCtytfjGsvWEgou7a1E40ZImOhnAHd4mHQmCmBf2aDdouEUTqEoX/+1BkTwARox5M4MgsoCGhmb8EKQYGkHk5pIECQGeFpvxQmJDcHtLF/T0KtEFstYKTcACCQShzcBIU0l3ntWCUoRNPr6gUGvYSNP/H4kPcflzLYfW4sNKvkCSEKP8cdQl2B3d4iXDlAAAUFf604GrDgSJFI4BZwn4fFdrg39/XaJbbGwiUoADAbKo/6O3FMUjnaXesVRdR6fa3USnH2CxD69x2Iz9jOTkeo2DcphK1CLOUPt004TEVUzIe4SAgXtKqpEJ+5QWZqPz2q/h0E9ln//tQZFKAEagaTejCQLAe4bmvFGkqBrCVNaScTwB5hud8kKQI2L+utlsrihVeARAQCzO6CkjQxG0GDbqe4znFHy/ESjSqGL5uUwlTdjpfRONKUwghpBE9Za+h2BWeHZ3BvAAAKEo/thWPkyiOAbhcM96Sp1sn/a5nr8CKkEkiaYLSUAAKBIf/0rS9zXckjXLwtJtn0DgRKULFfsm4sKKIN5W9eXEkYVU2q5HWlUbDArrEREA8ACAY/Ny2rCwiBtVI1co61u2u/I2QRyNpDVYBKf/7UGRUgBGWJE1gxRSgIUH5nxgpFAZElzOjBLBAagbmvGCgIJH7/o7vLCgbQazg0vOSB/d77Q8Fi5wFOjb7ONJRybCRGfkTJibMCymMeOclaq0OoKDzEQwW4AACAxPSmQrEU4SGpVs6IygQQSxVzey5WqUSWuNl/4CDBK/+jLLFpGLVptuW6Aj12P4dVBhB3blVnIVkVquUOzcERW0MQjPoYbr60Si3bD5CQP7z/LxjES4TkdThlwWGNwPb9/UqkWVW+EA4nyPrGsrW4TC7tdz/+1BkWgARsyXMYSYpwB/hma8UCTAGVIc1hJhDQGUGZfRgIcAxB/L137ih7uIV9cd7OUd2X81AHj27kS1ctORGPBxMWObF1enMSW66hSAAADL3yC6jV20wDqDq6fI9saI8qtD+lPh6A5LM/N9GuOzaGJtNxIYj9uHQYXFw+JE3TQSQTDTqKuyuJhwN6qeddfHFH2AhrLNmx0MDK7s7wJEEQZWvGalMCLmmh+m61I1y1VYP2Wfr12m22oUK1ADoTh2/WIstV+saas/BvaIsi8if//tQZF6AEaglSsEhQBAewaldJCsGBiyfJgMErgB3B+Y8sCBAARB0naZW/r7SUU1HYc33hwHGt/616ml9r39fizW3SqFnqaALLr6AoAAAUGneyveBDR8wsFHLd1i/6PM/V9vc80F4V6v5Ns83GYh9q4+BgCLFJOMFw4DudvK1DKIkQYXcTGDtJ2RSrM2y5mTSj78YahNYAtt2BkAKpwguNwlkU+OiFkywHy5r9nCj1Y23I2oU3gBIDGa/wv2WPC9S1a0WxeCALBFI+wcwoKOU3f/7UGRjARHgKMrhIkyQGWGpbRgGBAawxSsEjLBAZYZldDAYUKsZWEKO2wgjP1Sra9ODRYGS3o8Es+94dwAAAYAP5pCACEjCRhyqeLZXZwWlZz9WLSNOSSMmySGiXHzflZhJqwQU2Yyh8HhtXTv/Y0848C2nX/p6LQv0wIxr8h5LNR6lsHGHxJ5hz+ABf/+HqIH+YayWAN8a50gkuwTEGmHvpTiijUbkjZX+AOmWsz2dftLATFrk6RJTGTscvRF3UYGo4QDbv6jnJQlbcSoLspf/+1BkZoERnClL4MMUEB1h+X0IAxAGxJcvhaBtQGaG5fSgGBhT2waeNiNTBMm2+GlUFZoh3cLUAAC15LdgVrNhgl97QYewLnc5b4t6uL/7GqgAcERT3RSQMFDrxN0ZMqHZEMfVEfv+EIuo8marcvPutna8qr3qQKm16/jn77tH66dj3DF0E/M0C2674SwGUbeqJQ0TbhlgRpWHXYA/09fqqpUZoABCaOw8FodI1B50uZx16UpTai7R1nWUYQFn/9UQHHe6y8KkAvSCiGw3BpR4//tQZGwAEb4gS+ElTLAcgZmfBShCB2SfKSOZJcBeB+X0EAwIcNMPqnqd1FAYVttLgAEx355q1CjF7FbuqJLuexeaJp+Z63Ew22kExIRgaVj5Hf1idOXTHoSD+i41tujP94NRBYdW//c/vQk6Tf35wjX7+oyV/DHzC0Ubpes81FQgsl0IgFEN6aiEbEVVsCHLKn5Q4r5FtrksjiCUkABZFRIdVf8J01JWU5IJaf5A1QedzCqupgMYgOvulyMpOsGEbapGBtTMuY0IHQ64fqKagf/7UGRugRHBH8pJKEvQGuH5TCQmCAcklSmEjM4AWoYldDEYOHXjYQAAABAtXTlV5gKHf8CRCRsf/M6tq7bZXAmoBJOdjnTRIrORHpk6hCT8Y1TTaqEj+TXFKVo79Ojyi7jfhAw71ypyWGnBdUubtYMsc0IJaLAsIhcg6cjMEEgm14ZAIc8P4slv38Yqu62kWaAMkArR70i9OKKtW7hbEycoWZ3uZGoAguHED3bOpRZxaqaxc4KPWPnVOQesQTFl74ikDcdEoVQAABgaF0uHM3j/+1BkcwERwyPL6YYRcBiBmX0UCBJG2J0xpKCtgGYG5PAUiRAZb3BwAKO7n9hIoMbsbUEcaRVcAZCIYWryFH5QPlLckGFUqZKBC705nmBUPGLHR39TJ8iV5SLmFA1W/LJoBQ8TCuFRpeit03qKG6NSwsXsfVFuosf3cBEIODGQTZI25I0Eo4AASQ9e1fPNVhtYNsfwiio7lEtbVa/kYocFDF+uPuMPNBhiTIjhyFzJ8s++Dk0IcE1jYO1UCSyjUKMAACQqWilDZIofzKNcl+53//tQZHgAMaofSkkhK4AbwSlNDEkYB0yLKYSNDsBRBuVQgAhA1O65G3ZG4feAAKAZR0vY23wuKhHHIGFmpb1KQ8qf5oqUHgd3NzOgyFICFILTnMIHtzDbSPgWBizqBuhdAQdgrGhAr9IkQbLulCDL9t/39apxxuNplvwAIqg6lDpCCVp0WxKZHWsfHRQ7cpPr/0gdKBBtbv9ylA4P4mv4kFOvdjDt2F41W4IqWlteiIMNySBKAAAAgI3nlvYCLfzYUQqY2NX9PKJ566oUgFQJPf/7UGR+ABHTJcrpiBNwGCGZXRgFAgckjyuEjQ6ATgNlMHAYwL7h8tLAK2uN/aVTTcpHbg1nxIVtKEgrqfz1V4Z0Xy1XrCIkyeSNmKWKr0Z4H/E57ujP5AKLsLg9QRy9QkqcqYJoS3z3UtfHVaZKVFGQCatIWUnTn9mRk+8nLN1ptQzB8x01aMXSxgbc237vkOFJMZuPoEepsysZyIupqT6r8WaCQsEg4AAgovo3CLnJN36AgkFS5yXLL9hKMtJtRlVQAGSzCd+AxvtcUTxkeIr/+1BkhAER1CfK4SUegBnBqT0IAzAHTI8lJCSvSFIDZfQQCAjnnmFRcihkLMvoEyQQdpfj3X0a+TTfvgtRSLOJND0epjnvuXzbYQckiCgBDeuiB9xgoIRGAdkoW+xCjajcjZV8AHABobl61DLWoSR2wPMoZZ3D/jIwVuJAAwkAXe7TKDBVN3AAg2TYiJcefbPHav3JABMiNAIAN2OxKt8OIcE1bSMjTTbSP8YEshvKx5Nx+QVBhFYOkhlgg/vNZP4wwUCcQoMmo75IMzCjSa5Q//tQZIgAEbQfSMmIM7AZQYksCSJSBxx7J4SM0kBUBKT0EAhAeDc2qiaTio1+ik6MU8SNmLKAAJJKQAQI59MoWcDuhcO/PIhVsRSliQDUhAA3gex8F1POPuDTKMVDSRRZVoBVvUShPdQFqJHE/XtWk3ko1c2SJe+eOmPaBp/KndD0qB8jiqmCiN3CH3kAACQsHz+wI4fYG9rD0skzWjHY4w0owAAkJ8TRKf3PS7DcEm1GqjWmM2OgsPD8W6xt/IdmEnhAcTVp3D4lEc5xvUwDxP/7UGSPARGrHsphIxSAEYGZGwwCFAd8pSWGGQPASYYlMCAMIV9e42oEaYc5okmCsvwVH39VAXSIAhbzkwGNDONNaIu9aoQUEy4PWAArImNfNUC5XlOfLrv279GgDJlGhOFp+0/pw8YuHV69TLZ91To/GTNZiTwNFof+i6kT+VE7dyU4yAQNdkyN/5YAAAxIYAAQVT+KLQ2iMiASbSbKMZAAboYyKav7WabPXbUFuN7K4LR9RZpVpYoaEYclk2MqU7lWsKi8E/4kJ0+IWxoniyv/+1BkmgASByxJailCIBMBiRkkJg4InKEjp7EHSD6Do+AgDEh7KtBpeOh4H3WNUIDtMAVGHhASoZ8X9wQ7eogA/iGsliSBlvABNB+MFylGsmvVJAyMjQ9FQYxdstH/hNEdsKL9R1UtP0Umznf2Vqv+ZPtLrt6N/k0AA0HEAi1vRSfhiohzeisoqRlj3gAOQBHZoz0lPq4CNNIhCQwdDdGUugleq3XtpVCXV2v6hlNKLeSc9v6MDXd/jYtUewzJKAdkvvOuDEISew9FNR3uF0Xz//tQZJuAEi4qx+GsQvIOAalMDAIKCJS7IaaxBsBChqQkMAgYL31dgAghXq94q7fxiY+yzIFzEvuqDtOWhsk9vpoiNCTCC78tj6qM53GEt7yNG5o0WovQpbjpox1UAUYQAARne6zL/QVMWON23UOW0AAnA1w+38NavMa+DykcykgUB2ZKr6Ffy1N6Zecj+uFFmwcUUj3FpBya06ZnY32N4htImPRmm+/rIAAgsggY1SBvwuUC0T6bFYiknGUPUAAMCdbBk4xS/3U2auFC11bgMP/7UGSdABGrHkjh4ViyDuGZKwgCFgewfyGHhSIIK4CjlHAAAD434GX+YXY8HZ/1dylNmHEsz6FSBkLQxJy2dddMQaACEes7/B9uSXEik3EjfLwNwV0e1q2aMpGkjEqdVBgTH9qPGfcIecKhNb20/MXjpcul5Aatja4/QeHXvRxFA++192a2xRxJ0gqoWoANQWWethy9Swc3dhIpOnAwEYIPSRJUcnuLBGPe75r2cgRYkn4sDkghPuKi/G0ZE4L2BJ6Da+mDAAUFslq35HvkEwD/+1BkrIARyx/HyeFIgAzAKSkIAAAH0KMpp5lhyD6GZKxQHGBJtNxeQADUCTaYIzx6YH8pJdEwLjuy2SGDt6cEJajlX9usSoXGiNpSL0OFhAx1z8fA9RLpgSEsgKH1zzr9T2JZWgkqkCScSYUkAAAtKo+37JtEkJuAZ/r+i8Hx27jn/KQSXR5L58hKzaQnTpafqRAiYYdo9Fu9JLNIACMOGAACn+fYd1NqZRHRiJRtsW2B4nAu5kVaF0qmwlN2SJK+Wn/JgGgsShKPMrIlOsLk//tQZLgBkakeyGGIM8AKQYjlCAIIBnSPIYeZAcgnAKNEMAAADWTjFwHjjlBvX4tcQAYQp9l/b6biK7r/AAlgsST55FfT4T3JJpzWzEDqrdstarg1eQCpeaureeXgxPTEUp8OaKJ+v5iNbBJgVPv0QCACA6/63eviF6jsAIAWkvgv+nnQBT4UBCxpynn3iJphQV0r/e5RX3hmpR9WREgvgFEkxfEEi33etnqqZDTbURfgAECCP/pA+SFk140VYW9BAPlb3XqPlBoLLpfs7VymzP/7UGTPgBHYJcdJ4ECACuA45QwAAQakkSOFJLEgOICkZDAABG3G6kVD0m5uSdm8fpAQRsAF+66e12WVBAXjBCQSajSGaOFglvsryyQokc96UodUytorGtdMAYOEIQgVE7aaTbJVp7m0j8ZEPP7pjuP0dttDCAE33+VNetWVWpg4wAAARBwft10z5lzViL0sRcL0FMhDAeM1U71O9YTRKwzd9F3FL1QAACh///LSKq63yADqF4uXiM7pTLiFr9ohJ5bW3t+g+gMdGel/myqv1JX/+1Bk4IExqB/I6YFIsg9gCTwAAAAGFH0lpgkASB8AJCAAAABLfUUBbH3K3qqEQrp0SAIgnf/9NSqAlAoIl6AA/RiGniGDchv6z39X3KIRKAaaz0qiMphNW0RxuCtdNlsACAACL//+wBiN4eIja6BrVBxfSLdyuP4DC4dIUGM77rxz20YoR2+/TmEPIN//6owAUkkXIAFIXhXRuRMboDGnF5VLfH/3/hOGkgQPOxuqLauMJHFft0lJXemmo/UboAgAT/6/l+AqpCjQeG7nN6xH//swZPgBsbkkR8nmWHAH4Cj1CAAABbR/ISQNKWAWgCRUAAACtRWOzu4qIj//W/EYJYRVd/a81zFr2s/xEqiuS7GAg70yv/RViJCMCdcAADEeW3S7WdEygIj5mW7iKuagNzQ1dnauI2RwkZ0qrX6ShfYjtAAIAAFfwr/ltQRGFoEBMt5fGv3plrTZ6c0IWUkdtKbwslnQYT/QghwM//swZPqBkYoeyGEnS8INAAj4AAABBrh5HaehY8gjgCQkAAAAvGXKwhBA//V8qogiCw23WQAADErnl9AdGpcoJvcuFfbZtnyKh0xPt/3KktAtEjDa3Yo/PqVogAxcB6sScf1/65engKEOAjtpVg4lSjHdNQ4VbWK9oSkppAAFr5TbGe5AO9FX86cN4uv8Y2KJiNPJcgkcAT/AX/wC//sgZPgAUU0eR9ECS0AGwCjlDAAAhhiBHSYNIcAcAKQgIAAAAAfnP/TIhLBBYfM9oD3KBMZCZGuEAmX5mQDIRxlvaw6QqJ7jH0r1bvWqjARZDF8AABhNKOjKxQxmn+oIj/ayh4ADOMPbdUqR3RuUE30yDKI1gZEch7qykG5/9mrip//7IGTyifE3Hsfh4ThgCMAo5ggAAARUfR0HhKFoDwCjwDAAAiME5WdLUbdTs9Q8BxxJkp6aiAIBDG8AAEJchpzf9fmJ/VYYSLQt/Z0BOhLBfCg/oUXZVGEUAIL4GxXZZAcd/9Tiv+gsWEKGM7mHClRn/BWZ6JFRIKgAB027eTZm+f7/+yBk9oGRex7H4eEw6gagCRUAAAGE+H8fRgDCQBmAZCAAAAQH/TU6FAimfnUWm5aqpN0h93rhCQCDFcBCP15mj10/GE/2UKE5o+4WJvPn8ILKTEFNRTMuOTkuNaqqqqqqqqqqqqrQUBJQAArS/jSyQkI++lUI30sUKFQTMdKWaaPA//sgZPMDcVYeyGGCWPgIgAj4AAABBKR5HwYFAeAVAKOUIAAEGwAg+FO9P/XGtJtqYwep3opMQU1FMy45OS41qqqqqqqqwCwt8AAAw2+oSK9qF6gbEh84/nBdGgMCXwAYcnppI1r/6AG4iIBA2isAIY2VaSQ6vf/6akxBTUUzLjk5Lv/7IGTzAfFUH0hpgjDgAKAI4AAAAQO4ex8mBEFoAwBjgAAABTWqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqkJAiZAADAl26mvRir/SoA6A5lZ1nEKMBBz/X9P9MMOUrTEFNRTMuOTkuNVVVVVVVVVVVVVVVVVVVVVVVVVVVVVWgAAH/+xBk/QGxGBTHSYUwegYgCOUAAAAEEHsbBgij4A4AI0AAAARAAoSMXvT/4Wlv/ESP//SJgA8cNcRU/X+n/wRSDlevSlVMQU1FMy45OS41VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVf/7EGT4AfERH0hhZRDIAUAY8AAAAQPkfx8jgLIgCAAjgAAABFVVVVVVVVVVVVVVQAgARqbf8U7GCMkmf/9UABhFG+dC1UxBTUUzLjk5LjVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//sQZPeB8PsfSGGBEPgCQAjQAAABA5RTI4YEQWgHAGPAAAAEVVVVVVVVVVVV0BATAAGB4b67a//ALHf9ZqwAAxb//+mZTEFNRTMuOTkuNVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVX/+xBk+YHw4BTHySEQ+gNACNAAAAEDYEshhgShYAIAY4AQAARVVVVVVVVVkAABAAgeI///2sb/1GIIsm+1/4j+HCBn/qVMQU1FMy45OS41VVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVf/7EGT0BfDQEkbJ4RBgAMAI4AAAAUIAByMkiAAgBwBjgAAABFVVVVVVVVVVVcAAAAAIkx9Wz1fF46AIBAIIE+A3ep3lVUxBTUUzLjk5LjVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//sQZPeB8KYByMkhAAgAoAjgAAABAyRRISOArGATACNAAAAAVVVVVVVVVVVVVVVVVVVVVYAAADDD/9HVCMAAQRHP/+XVTEFNRTMuOTkuNVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVX/+xBk7gnwsRLHyOASqACgCPAAAAEBRE0cJIBDKAAAP8AAAARVVVVVVVVVVVVVVVVVVVWAAADFOGv/+oYFQf/+sqCJ02pMQU1FMy45OS41qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqv/7EGTvifB3EsfA4BHIA0AI4AAAAAIQURrGAEIAAoBjwAAABKqqqqqqqqqqqqqqqqqqqqqqqqqqgAAAwdDNX/9A6z//60xBTUUzLjk5LjWqqqqqqqqqqqqqqqqqqqqqqhKn/+uo9t/1//sQZOiH8FUURqjAEPoEAAjAAAAAANxLHKOAZfAAAD/AAAAE////3bv/////7//6QiE2du6/+n/2P/u//////////1+mTEFNRTMuOTkuNaqqqqqqqqqqqqqqqqqqqqqqqqoYLjD9Iuj/+xBk6YXwexLHwUASqAFAGNAEAAFAzAUcpIAAEAMAI4AAAAXau37iaP+1/f///+r7f/f/7f/ueK7HMahxiAAEJ6r/+UpMQU1FMy45OS41qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqv/7EGTqi/BnAcdBIQAAAIAY4AQAAQGEBxykhAAgAAA/wAAABKqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAAAHIBZ///rkxBTUUzLjk5LjWqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqq//sQZOmD8GIBR0FgAAgAAA/wAAABAWAFHQQAAAAAAD/AAAAEqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAAAGh///UgG0GqTEFNRTMuOTkuNaqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqr/+xBk5gfwSQHHKSEADAAAD/AAAAEA5AUdBIAAIAAAP8AAAASqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqoAAANVHX6pMQU1FMy45OS41qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqv/7EGTmj/BCAUapgAAEAAAP8AAAAQEkBxoGBAAwAAA/wAAABKqqqqqqqqqqqqqqqqqqqgzfpv//////////////9n+oNUxBTUUzLjk5LjVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVVV//sQZOQP8EUBRimAAAQAAA/wAAABAIwFHASAABAAAD/AAAAEVVVVVVVVVVVVVVVVVVVVDAIc//////////////////wkTEFNRTMuOTkuNaqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqr/+xBk8g/wogDFgSAAAAAAD/AAAAECkAMWBIAAAAAAP8AAAASqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqpMQU1FMy45OS41qqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqv/7EGTxB/D8AcSBgQAAAAAP8AAAAQDgBR0DgAAgAAA/wAAABKqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqqkxBTUUzLjk5LjWqqqqqqqqqqqqqq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+"Db7": 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+ +} diff --git a/src/utils/euclid.js b/src/utils/euclid.js new file mode 100644 index 00000000..b65f9332 --- /dev/null +++ b/src/utils/euclid.js @@ -0,0 +1,54 @@ +// http://cgm.cs.mcgill.ca/~godfried/publications/banff.pdf +// The euclid function is an implementation of the Bjorklund algorithm +// described in the paper linked above. + +export default function euclid(m, k) { + // Create the head 1's and tail 0's + var head = []; + var tail = []; + for (var i = 0; i < m; i++) { head.push([1]) }; + for (var i = 0; i < k-m; i++) { tail.push(0) }; + + // When m>=k/2, we need to add the extra 1's to the tail. + if (m >= Math.floor(k/2)) { + // Remove extra 1's from head. Then assign all 0's to each head. + var overflow = k - m; + head.splice(overflow, m-overflow); + for (var i = 0; i < head.length; i++) { + var t = tail.pop(); + head[i].push(t); + } + + // Create new tail of 1's + for (var i = 0; i < m - overflow; i++) { tail.push(1) }; + } + + if (head.length == 0) { head = [[]]; } + + // Run algorithm as usual. + var result = euclidHelper(head, tail); + head = result.h; + + var rhythm = []; + for (var i = 0; i < head.length; i++) { + rhythm = rhythm.concat(head[i]); + } + return rhythm; +} + +function euclidHelper(head, tail) { + while (tail.length > 0) { + // if (tail.length < head.length) { + // head[head.length-1] = head[head.length-1].concat(tail); + // break; + // } + + for (var i = 0; i < head.length; i++) { + if (tail.length == 0) + break; + var t = tail.pop(); + head[i].push(t); + } + } + return {h: head, t: tail}; +} \ No newline at end of file diff --git a/src/utils/random.js b/src/utils/random.js new file mode 100644 index 00000000..1d35999d --- /dev/null +++ b/src/utils/random.js @@ -0,0 +1,35 @@ +import lerp from './utilities.js' + +// http://www.michaelbromley.co.uk/blog/90/simple-1d-noise-in-javascript +export default function Smooth1DNoise( amplitude, scale, length ) { + var MAX_VERTICES = 256; + var MAX_VERTICES_MASK = MAX_VERTICES -1; + + // Populate random variable list + var r = []; + for ( var i = 0; i < MAX_VERTICES; i++ ) { + r.push(Math.random()); + } + + // Generate enough points to create a contour + var x = []; + for ( var i = 0; i < Math.max(length, 100); i++ ) { + x.push(i); + } + + // Calculate noise at each x value + var y = []; + for ( var i = 0; i < x.length; i++) { + var scaledX = x[i] * scale; + var floorX = Math.floor(scaledX); + var t = scaledX - floorX; + var tSmooth = t * t * ( 3 - 2 * t ); + + var xMin = floorX % MAX_VERTICES_MASK; + var xMax = xMin + 1; + + y.push( amplitude * lerp( r[xMin], r[xMax], tSmooth ) ); + } + + return y; +} \ No newline at end of file diff --git a/src/utils/utilities.js b/src/utils/utilities.js new file mode 100644 index 00000000..4933a6b9 --- /dev/null +++ b/src/utils/utilities.js @@ -0,0 +1,38 @@ + + +export default function lerp( a, b, t ) { + return a * ( 1 - t) + b * t; +} + +// http://stackoverflow.com/questions/2450954/how-to-randomize-shuffle-a-javascript-array +export function shuffle(array) { + var currentIndex = array.length, temporaryValue, randomIndex; + + // While there remain elements to shuffle... + while (0 !== currentIndex) { + + // Pick a remaining element... + randomIndex = Math.floor(Math.random() * currentIndex); + currentIndex -= 1; + + // And swap it with the current element. + temporaryValue = array[currentIndex]; + array[currentIndex] = array[randomIndex]; + array[randomIndex] = temporaryValue; + } + + return array; +} + +export function findClosest( array, value ) { + var minDiff = 10000, idx = 0, min; + for ( var i = 0; i < array.length; i++ ) { + min = Math.abs( array[i] - value ); + if ( min < minDiff ) { + minDiff = min; + idx = i; + } + } + + return {index: idx, value: array[idx], diff: minDiff}; +} \ No newline at end of file diff --git a/src/visual.js b/src/visual.js new file mode 100644 index 00000000..19032f79 --- /dev/null +++ b/src/visual.js @@ -0,0 +1,106 @@ + +const THREE = require('three'); // older modules are imported like this. You shouldn't have to worry about this much +const MeshLine = require( 'three.meshline' ); + +// Each scene uses the following API: +// initScene() +// updateScene() +// changeTrigger() +// cleanupScene() + +/*********************************** VISUAL ***********************************/ +function initScene(scene, visualConfig) { + var geometry = new THREE.IcosahedronGeometry(5,4); + var material = new THREE.MeshBasicMaterial({ color: 0, side: THREE.DoubleSide }); + var mesh = new THREE.Mesh(geometry, material); + scene.add(mesh); + + visualConfig.sceneProps = { particles: [] }; + visualConfig.sceneProps.particles.push(genParticle(scene)); + visualConfig.sceneReady = true; +} + +function updateScene(scene, visualConfig, delta) { + if (visualConfig.sceneReady) { + for (var i = 0; i < visualConfig.sceneProps.particles.length; i++) { + visualConfig.sceneProps.particles[i].update(0.01); + visualConfig.sceneProps.particles[i].meshLine.advance(visualConfig.sceneProps.particles[i].pos); + } + + if (Math.random() < 0.01) { + visualConfig.sceneProps.particles.push(genParticle(scene)); + } + } +} + +function genParticle(scene) { + var meshLine = new MeshLine.MeshLine(); + var meshLineGeo = new THREE.Geometry(); + for (var i = 0; i < 5000; i++) { + meshLineGeo.vertices.push(new THREE.Vector3( 0,0,0 )); + } + meshLine.setGeometry( meshLineGeo, function( p ) { return p; } ); + + var meshLineMat = new MeshLine.MeshLineMaterial( { + color: new THREE.Color( "rgb( 0,0,0 )" ), + opacity: 1, + resolution: new THREE.Vector2( window.innerWidth, window.innerHeight ), + sizeAttenuation: 1, + lineWidth: 0.5, + near: 1, + far: 100000, + depthTest: false, + blending: THREE.AdditiveBlending, + transparent: false, + side: THREE.DoubleSide + }); + var meshLineMesh = new THREE.Mesh( meshLine.geometry, meshLineMat ); // this syntax could definitely be improved! + meshLineMesh.frustumCulled = false; + + scene.add(meshLineMesh); + + return { + meshLine: meshLine, + pos: new THREE.Vector3( 0,0,0 ), + vel: new THREE.Vector3( (Math.random()-0.5) * 20,(Math.random()-0.5) * 20,(Math.random()-0.5) * 20 ), + acc: new THREE.Vector3( (Math.random()-0.5) * 20,(Math.random()-0.5) * 20,(Math.random()-0.5) * 20 ), + lastChange: 0, + update(delta) { + + if (this.lastChange > 1) { + this.lastChange = 0; + this.acc = new THREE.Vector3( (Math.random()-0.5) * 20,(Math.random()-0.5) * 20,(Math.random()-0.5) * 20 ); + } else { + this.lastChange += delta; + } + + this.vel = this.vel.clone().add(this.acc.clone().multiplyScalar(delta)); + this.pos = this.pos.clone().add(this.vel.clone().multiplyScalar(delta)); + + } + }; +} + +function changeTrigger(visualConfig) { + return visualConfig.camera.pos.x < 1; +} + +function cleanupScene(scene) { + scene.background = new THREE.Color( 0xff0000 ); + while(scene.children.length > 0){ + scene.remove(scene.children[0]); + } +} + +/*********************************** EXPORT ***********************************/ + +export default { + initScene: initScene, + updateScene: updateScene, + changeTrigger: changeTrigger, + cleanupScene: cleanupScene +} + +export function other() { + return 2 +} diff --git a/water.jpg b/water.jpg new file mode 100644 index 00000000..c22115e0 Binary files /dev/null and b/water.jpg differ diff --git a/webpack.config.js b/webpack.config.js new file mode 100644 index 00000000..1019f92c --- /dev/null +++ b/webpack.config.js @@ -0,0 +1,36 @@ +const path = require('path'); + +module.exports = { + entry: path.join(__dirname, "src/main"), + output: { + filename: "./bundle.js" + }, + module: { + loaders: [ + { + test: /\.js$/, + exclude: /(node_modules|bower_components)/, + loader: 'babel', + query: { + presets: ['es2015'] + } + }, + { + test: /\.glsl$/, + loader: "webpack-glsl" + }, + { + test: /\.json$/, + loader: "json" + } + ] + }, + devtool: 'source-map', + devServer: { + port: 7000 + }, + resolve : { + root : __dirname, + moduleDirectories : ["node_modules/tonal"] + } +} \ No newline at end of file