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Rubix game.html
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<meta http-equiv="X-UA-Compatible" content="IE=edge">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<title>Document</title>
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font-weight: normal;
font-style: normal;
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") 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</head>
<body>
<!-- PWA: https://bsehovac.github.io/the-cube/ -->
<div class="ui">
<div class="ui__background"></div>
<div class="ui__game"></div>
<div class="ui__texts">
<h1 class="text text--title">
<span>THE</span>
<span>CUBE</span>
</h1>
<div class="text text--note">
Double tap to start
</div>
<div class="text text--timer">
0:00
</div>
<div class="text text--complete">
<span>Complete!</span>
</div>
<div class="text text--best-time">
<icon trophy></icon>
<span>Best Time!</span>
</div>
</div>
<div class="ui__prefs">
<range name="size" title="Cube Size" list="2,3,4,5"></range>
<range name="flip" title="Flip Type" list="Swift ,Smooth,Bounce"></range>
<range name="scramble" title="Scramble Length" list="20,25,30"></range>
<range name="fov" title="Camera Angle" list="Ortographic,Perspective"></range>
<range name="theme" title="Color Scheme" list="Cube,Erno,Dust,Camo,Rain"></range>
</div>
<div class="ui__theme">
<range name="hue" title="Hue" color></range>
<range name="saturation" title="Saturation" color></range>
<range name="lightness" title="Lightness" color></range>
</div>
<div class="ui__stats">
<div class="stats" name="cube-size">
<i>Cube:</i><b>3x3x3</b>
</div>
<div class="stats" name="total-solves">
<i>Total solves:</i><b>-</b>
</div>
<div class="stats" name="best-time">
<i>Best time:</i><b>-</b>
</div>
<div class="stats" name="worst-time">
<i>Worst time:</i><b>-</b>
</div>
<div class="stats" name="average-5">
<i>Average of 5:</i><b>-</b>
</div>
<div class="stats" name="average-12">
<i>Average of 12:</i><b>-</b>
</div>
<div class="stats" name="average-25">
<i>Average of 25:</i><b>-</b>
</div>
</div>
<div class="ui__buttons">
<button class="btn btn--bl btn--stats">
<icon trophy></icon>
</button>
<button class="btn btn--br btn--prefs">
<icon settings></icon>
</button>
<button class="btn btn--bl btn--back">
<icon back></icon>
</button>
<button class="btn btn--br btn--theme">
<icon theme></icon>
</button>
<button class="btn btn--br btn--reset">
<icon reset></icon>
</button>
</div>
</div>
</body>
<script src="https://cdnjs.cloudflare.com/ajax/libs/three.js/110/three.min.js"></script>
<script src="https://cdnjs.cloudflare.com/ajax/libs/gsap/2.1.3/TweenLite.min.js"></script>
<script >
// Three.js - https://github.com/mrdoob/three.js/
// RoundedBoxGeometry - https://github.com/pailhead/three-rounded-box
const animationEngine = ( () => {
let uniqueID = 0;
class AnimationEngine {
constructor() {
this.ids = [];
this.animations = {};
this.update = this.update.bind( this );
this.raf = 0;
this.time = 0;
}
update() {
const now = performance.now();
const delta = now - this.time;
this.time = now;
let i = this.ids.length;
this.raf = i ? requestAnimationFrame( this.update ) : 0;
while ( i-- )
this.animations[ this.ids[ i ] ] && this.animations[ this.ids[ i ] ].update( delta );
}
add( animation ) {
animation.id = uniqueID ++;
this.ids.push( animation.id );
this.animations[ animation.id ] = animation;
if ( this.raf !== 0 ) return;
this.time = performance.now();
this.raf = requestAnimationFrame( this.update );
}
remove( animation ) {
const index = this.ids.indexOf( animation.id );
if ( index < 0 ) return;
this.ids.splice( index, 1 );
delete this.animations[ animation.id ];
animation = null;
}
}
return new AnimationEngine();
} )();
class Animation {
constructor( start ) {
if ( start === true ) this.start();
}
start() {
animationEngine.add( this );
}
stop() {
animationEngine.remove( this );
}
update( delta ) {}
}
class World extends Animation {
constructor( game ) {
super( true );
this.game = game;
this.container = this.game.dom.game;
this.scene = new THREE.Scene();
this.renderer = new THREE.WebGLRenderer( { antialias: true, alpha: true } );
this.renderer.setPixelRatio( window.devicePixelRatio );
this.container.appendChild( this.renderer.domElement );
this.camera = new THREE.PerspectiveCamera( 2, 1, 0.1, 10000 );
this.stage = { width: 2, height: 3 };
this.fov = 10;
this.createLights();
this.onResize = [];
this.resize();
window.addEventListener( 'resize', () => this.resize(), false );
}
update() {
this.renderer.render( this.scene, this.camera );
}
resize() {
this.width = this.container.offsetWidth;
this.height = this.container.offsetHeight;
this.renderer.setSize( this.width, this.height );
this.camera.fov = this.fov;
this.camera.aspect = this.width / this.height;
const aspect = this.stage.width / this.stage.height;
const fovRad = this.fov * THREE.Math.DEG2RAD;
let distance = ( aspect < this.camera.aspect )
? ( this.stage.height / 2 ) / Math.tan( fovRad / 2 )
: ( this.stage.width / this.camera.aspect ) / ( 2 * Math.tan( fovRad / 2 ) );
distance *= 0.5;
this.camera.position.set( distance, distance, distance);
this.camera.lookAt( this.scene.position );
this.camera.updateProjectionMatrix();
const docFontSize = ( aspect < this.camera.aspect )
? ( this.height / 100 ) * aspect
: this.width / 100;
document.documentElement.style.fontSize = docFontSize + 'px';
if ( this.onResize ) this.onResize.forEach( cb => cb() );
}
createLights() {
this.lights = {
holder: new THREE.Object3D,
ambient: new THREE.AmbientLight( 0xffffff, 0.69 ),
front: new THREE.DirectionalLight( 0xffffff, 0.36 ),
back: new THREE.DirectionalLight( 0xffffff, 0.19 ),
};
this.lights.front.position.set( 1.5, 5, 3 );
this.lights.back.position.set( -1.5, -5, -3 );
this.lights.holder.add( this.lights.ambient );
this.lights.holder.add( this.lights.front );
this.lights.holder.add( this.lights.back );
this.scene.add( this.lights.holder );
}
}
function RoundedBoxGeometry( size, radius, radiusSegments ) {
THREE.BufferGeometry.call( this );
this.type = 'RoundedBoxGeometry';
radiusSegments = ! isNaN( radiusSegments ) ? Math.max( 1, Math.floor( radiusSegments ) ) : 1;
var width, height, depth;
width = height = depth = size;
radius = size * radius;
radius = Math.min( radius, Math.min( width, Math.min( height, Math.min( depth ) ) ) / 2 );
var edgeHalfWidth = width / 2 - radius;
var edgeHalfHeight = height / 2 - radius;
var edgeHalfDepth = depth / 2 - radius;
this.parameters = {
width: width,
height: height,
depth: depth,
radius: radius,
radiusSegments: radiusSegments
};
var rs1 = radiusSegments + 1;
var totalVertexCount = ( rs1 * radiusSegments + 1 ) << 3;
var positions = new THREE.BufferAttribute( new Float32Array( totalVertexCount * 3 ), 3 );
var normals = new THREE.BufferAttribute( new Float32Array( totalVertexCount * 3 ), 3 );
var
cornerVerts = [],
cornerNormals = [],
normal = new THREE.Vector3(),
vertex = new THREE.Vector3(),
vertexPool = [],
normalPool = [],
indices = []
;
var
lastVertex = rs1 * radiusSegments,
cornerVertNumber = rs1 * radiusSegments + 1
;
doVertices();
doFaces();
doCorners();
doHeightEdges();
doWidthEdges();
doDepthEdges();
function doVertices() {
var cornerLayout = [
new THREE.Vector3( 1, 1, 1 ),
new THREE.Vector3( 1, 1, - 1 ),
new THREE.Vector3( - 1, 1, - 1 ),
new THREE.Vector3( - 1, 1, 1 ),
new THREE.Vector3( 1, - 1, 1 ),
new THREE.Vector3( 1, - 1, - 1 ),
new THREE.Vector3( - 1, - 1, - 1 ),
new THREE.Vector3( - 1, - 1, 1 )
];
for ( var j = 0; j < 8; j ++ ) {
cornerVerts.push( [] );
cornerNormals.push( [] );
}
var PIhalf = Math.PI / 2;
var cornerOffset = new THREE.Vector3( edgeHalfWidth, edgeHalfHeight, edgeHalfDepth );
for ( var y = 0; y <= radiusSegments; y ++ ) {
var v = y / radiusSegments;
var va = v * PIhalf;
var cosVa = Math.cos( va );
var sinVa = Math.sin( va );
if ( y == radiusSegments ) {
vertex.set( 0, 1, 0 );
var vert = vertex.clone().multiplyScalar( radius ).add( cornerOffset );
cornerVerts[ 0 ].push( vert );
vertexPool.push( vert );
var norm = vertex.clone();
cornerNormals[ 0 ].push( norm );
normalPool.push( norm );
continue;
}
for ( var x = 0; x <= radiusSegments; x ++ ) {
var u = x / radiusSegments;
var ha = u * PIhalf;
vertex.x = cosVa * Math.cos( ha );
vertex.y = sinVa;
vertex.z = cosVa * Math.sin( ha );
var vert = vertex.clone().multiplyScalar( radius ).add( cornerOffset );
cornerVerts[ 0 ].push( vert );
vertexPool.push( vert );
var norm = vertex.clone().normalize();
cornerNormals[ 0 ].push( norm );
normalPool.push( norm );
}
}
for ( var i = 1; i < 8; i ++ ) {
for ( var j = 0; j < cornerVerts[ 0 ].length; j ++ ) {
var vert = cornerVerts[ 0 ][ j ].clone().multiply( cornerLayout[ i ] );
cornerVerts[ i ].push( vert );
vertexPool.push( vert );
var norm = cornerNormals[ 0 ][ j ].clone().multiply( cornerLayout[ i ] );
cornerNormals[ i ].push( norm );
normalPool.push( norm );
}
}
}
function doCorners() {
var flips = [
true,
false,
true,
false,
false,
true,
false,
true
];
var lastRowOffset = rs1 * ( radiusSegments - 1 );
for ( var i = 0; i < 8; i ++ ) {
var cornerOffset = cornerVertNumber * i;
for ( var v = 0; v < radiusSegments - 1; v ++ ) {
var r1 = v * rs1;
var r2 = ( v + 1 ) * rs1;
for ( var u = 0; u < radiusSegments; u ++ ) {
var u1 = u + 1;
var a = cornerOffset + r1 + u;
var b = cornerOffset + r1 + u1;
var c = cornerOffset + r2 + u;
var d = cornerOffset + r2 + u1;
if ( ! flips[ i ] ) {
indices.push( a );
indices.push( b );
indices.push( c );
indices.push( b );
indices.push( d );
indices.push( c );
} else {
indices.push( a );
indices.push( c );
indices.push( b );
indices.push( b );
indices.push( c );
indices.push( d );
}
}
}
for ( var u = 0; u < radiusSegments; u ++ ) {
var a = cornerOffset + lastRowOffset + u;
var b = cornerOffset + lastRowOffset + u + 1;
var c = cornerOffset + lastVertex;
if ( ! flips[ i ] ) {
indices.push( a );
indices.push( b );
indices.push( c );
} else {
indices.push( a );
indices.push( c );
indices.push( b );
}
}
}
}
function doFaces() {
var a = lastVertex;
var b = lastVertex + cornerVertNumber;
var c = lastVertex + cornerVertNumber * 2;
var d = lastVertex + cornerVertNumber * 3;
indices.push( a );
indices.push( b );
indices.push( c );
indices.push( a );
indices.push( c );
indices.push( d );
a = lastVertex + cornerVertNumber * 4;
b = lastVertex + cornerVertNumber * 5;
c = lastVertex + cornerVertNumber * 6;
d = lastVertex + cornerVertNumber * 7;
indices.push( a );
indices.push( c );
indices.push( b );
indices.push( a );
indices.push( d );
indices.push( c );
a = 0;
b = cornerVertNumber;
c = cornerVertNumber * 4;
d = cornerVertNumber * 5;
indices.push( a );
indices.push( c );
indices.push( b );
indices.push( b );
indices.push( c );
indices.push( d );
a = cornerVertNumber * 2;
b = cornerVertNumber * 3;
c = cornerVertNumber * 6;
d = cornerVertNumber * 7;
indices.push( a );
indices.push( c );
indices.push( b );
indices.push( b );
indices.push( c );
indices.push( d );
a = radiusSegments;
b = radiusSegments + cornerVertNumber * 3;
c = radiusSegments + cornerVertNumber * 4;
d = radiusSegments + cornerVertNumber * 7;
indices.push( a );
indices.push( b );
indices.push( c );
indices.push( b );
indices.push( d );
indices.push( c );
a = radiusSegments + cornerVertNumber;
b = radiusSegments + cornerVertNumber * 2;
c = radiusSegments + cornerVertNumber * 5;
d = radiusSegments + cornerVertNumber * 6;
indices.push( a );
indices.push( c );
indices.push( b );
indices.push( b );
indices.push( c );
indices.push( d );
}
function doHeightEdges() {
for ( var i = 0; i < 4; i ++ ) {
var cOffset = i * cornerVertNumber;
var cRowOffset = 4 * cornerVertNumber + cOffset;
var needsFlip = i & 1 === 1;
for ( var u = 0; u < radiusSegments; u ++ ) {
var u1 = u + 1;
var a = cOffset + u;
var b = cOffset + u1;
var c = cRowOffset + u;
var d = cRowOffset + u1;
if ( ! needsFlip ) {
indices.push( a );
indices.push( b );
indices.push( c );
indices.push( b );
indices.push( d );
indices.push( c );
} else {
indices.push( a );
indices.push( c );
indices.push( b );
indices.push( b );
indices.push( c );
indices.push( d );
}
}
}
}
function doDepthEdges() {
var cStarts = [ 0, 2, 4, 6 ];
var cEnds = [ 1, 3, 5, 7 ];
for ( var i = 0; i < 4; i ++ ) {
var cStart = cornerVertNumber * cStarts[ i ];
var cEnd = cornerVertNumber * cEnds[ i ];
var needsFlip = 1 >= i;
for ( var u = 0; u < radiusSegments; u ++ ) {
var urs1 = u * rs1;
var u1rs1 = ( u + 1 ) * rs1;
var a = cStart + urs1;
var b = cStart + u1rs1;
var c = cEnd + urs1;
var d = cEnd + u1rs1;
if ( needsFlip ) {
indices.push( a );
indices.push( c );
indices.push( b );
indices.push( b );
indices.push( c );
indices.push( d );
} else {
indices.push( a );
indices.push( b );
indices.push( c );