Live
<div class="container"> <canvas></canvas> <div class="fps-meter"></div></div>
Live
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html,body { user-select: none;}body { padding: 0; margin: 0; width: 100vw; height: 100vh; overflow: hidden; background: black; background-position: center; background-size: 15vw;}.container { width: 100vw; height: calc((9 / 8) * 100vw); position: absolute; transform: translate(-50%, 0); top: 0; left: 50%;}@media (min-aspect-ratio: 8/9) { body { background-size: 15vh; } .container { width: calc((8 / 9) * 100vh); height: 100vh; }}.container canvas { position: absolute; top: 0; left: 0; width: 100%; height: 100%; box-sizing: border-box;}.fps-meter { position: fixed; top: 0; right: 0; color: rgba(255, 255, 255, 0.5); font-family: Arial; font-size: 10px; margin: 5px; z-index: 1; font-weight: bold;}
Live
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const TEXTURE = 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CONFIG = { TEXTURE_SIZE: 2048, SCREEN_WIDTH: 800, SCREEN_HEIGHT: 900, CARD: { WIDTH: 96, HEIGHT: 146 }, CARD_COLOR: { BLACK: "BLACK", RED: "RED" }, CARD_TYPES: { clubs: [ { id: "A", x: 12, y: 0 }, { id: "2", x: 0, y: 0 }, { id: "3", x: 1, y: 0 }, { id: "4", x: 2, y: 0 }, { id: "5", x: 3, y: 0 }, { id: "6", x: 4, y: 0 }, { id: "7", x: 5, y: 0 }, { id: "8", x: 6, y: 0 }, { id: "9", x: 7, y: 0 }, { id: "10", x: 8, y: 0 }, { id: "J", x: 9, y: 0 }, { id: "Q", x: 10, y: 0 }, { id: "K", x: 11, y: 0 } ], speads: [ { id: "A", x: 12, y: 1 }, { id: "2", x: 0, y: 1 }, { id: "3", x: 1, y: 1 }, { id: "4", x: 2, y: 1 }, { id: "5", x: 3, y: 1 }, { id: "6", x: 4, y: 1 }, { id: "7", x: 5, y: 1 }, { id: "8", x: 6, y: 1 }, { id: "9", x: 7, y: 1 }, { id: "10", x: 8, y: 1 }, { id: "J", x: 9, y: 1 }, { id: "Q", x: 10, y: 1 }, { id: "K", x: 11, y: 1 } ], hearts: [ { id: "A", x: 12, y: 2 }, { id: "2", x: 0, y: 2 }, { id: "3", x: 1, y: 2 }, { id: "4", x: 2, y: 2 }, { id: "5", x: 3, y: 2 }, { id: "6", x: 4, y: 2 }, { id: "7", x: 5, y: 2 }, { id: "8", x: 6, y: 2 }, { id: "9", x: 7, y: 2 }, { id: "10", x: 8, y: 2 }, { id: "J", x: 9, y: 2 }, { id: "Q", x: 10, y: 2 }, { id: "K", x: 11, y: 2 } ], diamonds: [ { id: "A", x: 12, y: 3 }, { id: "2", x: 0, y: 3 }, { id: "3", x: 1, y: 3 }, { id: "4", x: 2, y: 3 }, { id: "5", x: 3, y: 3 }, { id: "6", x: 4, y: 3 }, { id: "7", x: 5, y: 3 }, { id: "8", x: 6, y: 3 }, { id: "9", x: 7, y: 3 }, { id: "10", x: 8, y: 3 }, { id: "J", x: 9, y: 3 }, { id: "Q", x: 10, y: 3 }, { id: "k", x: 11, y: 3 } ] }};const { FPS } = AGLExtensions;(function () { var canvas = document.createElement("canvas"); var ctx = canvas.getContext("2d"); canvas.width = canvas.height = 128; var image = new Image(); image.onload = function () { ctx.drawImage(image, 1265, 298, 128, 128, 0, 0, 128, 128); document.body.style.backgroundImage = `url(${canvas.toDataURL()})`; }; image.src = TEXTURE;})();const interpolate = (a, b, v) => { //v = v < 0.5 ? 4 * v * v * v : 1 - Math.pow(-2 * v + 2, 3) / 2; v = Math.sin((v * Math.PI) / 180); return a * (1 - v) + b * v;};const canvas = document.querySelector("canvas");class Table extends AGL.Image { constructor(texture) { super(texture); this.transform.width = CONFIG.SCREEN_WIDTH; this.transform.height = CONFIG.SCREEN_HEIGHT; this.textureCrop.x = 1265 / CONFIG.TEXTURE_SIZE; this.textureCrop.y = 298 / CONFIG.TEXTURE_SIZE; this.textureCrop.width = this.textureCrop.x + 128 / CONFIG.TEXTURE_SIZE; this.textureCrop.height = this.textureCrop.y + 128 / CONFIG.TEXTURE_SIZE; this.textureTransform.repeatX = this.textureTransform.repeatY = 5; }}class Holder extends AGL.Container { getTopChild() { return this.getChildAt(this.children.length - 1); }}class Column extends Holder { addChild(item) { item.transform.y = this.children.length * 25; super.addChild(item); }}class HolderPointer extends AGL.Image { constructor(texture) { super(texture); this.transform.width = CONFIG.CARD.WIDTH; this.transform.height = CONFIG.CARD.HEIGHT; this.textureCrop.x = 1262 / CONFIG.TEXTURE_SIZE; this.textureCrop.y = 148 / CONFIG.TEXTURE_SIZE; this.textureCrop.width = this.textureCrop.x + this.transform.width / CONFIG.TEXTURE_SIZE; this.textureCrop.height = this.textureCrop.y + this.transform.height / CONFIG.TEXTURE_SIZE; }}class CardBack extends HolderPointer { constructor(texture) { super(texture); this.textureCrop.x = 1262 / CONFIG.TEXTURE_SIZE; this.textureCrop.y = 1 / CONFIG.TEXTURE_SIZE; this.textureCrop.width = this.textureCrop.x + this.transform.width / CONFIG.TEXTURE_SIZE; this.textureCrop.height = this.textureCrop.y + this.transform.height / CONFIG.TEXTURE_SIZE; this.interactive = true; }}class CardFace extends HolderPointer { constructor(type, texture) { super(texture); this.setType(type); this.interactive = true; } setType(type) { this.textureCrop.x = (1 + type.x * (CONFIG.CARD.WIDTH + 1)) / CONFIG.TEXTURE_SIZE; this.textureCrop.y = (1 + type.y * (CONFIG.CARD.HEIGHT + 1)) / CONFIG.TEXTURE_SIZE; this.textureCrop.width = this.textureCrop.x + this.transform.width / CONFIG.TEXTURE_SIZE; this.textureCrop.height = this.textureCrop.y + this.transform.height / CONFIG.TEXTURE_SIZE; }}class Card extends AGL.Container { constructor(type, texture) { super(); this._cover = new CardBack(texture); this._face = new CardFace(type, texture); this.addChild(this._cover); this.interactive = true; this.onPointerOver = () => this.wasShown() && (canvas.style.cursor = "pointer"); this.onPointerOut = () => (canvas.style.cursor = "default"); this.value = 0; this.pattern = Object.keys(CONFIG.CARD_TYPES)[0]; this.colorType = CONFIG.CARD_COLOR.RED; } wasShown() { return this.contains(this._face); } show() { this.removeChild(this._cover); this.addChild(this._face); } setType(type) { this._face.setType(type); }}class Application { constructor() { this._onBeforeUnload = this._onBeforeUnload.bind(this); this._onCardClick = this._onCardClick.bind(this); this._onRotatorClick = this._onRotatorClick.bind(this); this._endScreenAnimation = this._endScreenAnimation.bind(this); this._stageContainer = document.querySelector(".container"); this._fpsMeterElement = this._stageContainer.querySelector(".fps-meter"); this._context = new AGL.Context({ canvas: canvas, contextAttributes: { preserveDrawingBuffer: true } }); this._texture = AGL.Texture.loadImage(TEXTURE); this._texture.magFilter = AGL.Const.LINEAR; this._sceneRendererFramebuffer = new AGL.Framebuffer(); this._sceneRenderer = new AGL.Stage2D({ config: { context: this._context } }); // this._sceneRenderer.container.interactive = true; this._stageContainer.appendChild(this._context.canvas); this._context.setCanvasSize(CONFIG.SCREEN_WIDTH, CONFIG.SCREEN_HEIGHT); this._sceneRenderer.setSize(CONFIG.SCREEN_WIDTH, CONFIG.SCREEN_HEIGHT); this._createElements(); window.addEventListener("beforeunload", this._onBeforeUnload); FPS.init(); this._render = this._render.bind(this); this._requestAnimationFrameId = requestAnimationFrame(this._render); } _createElements() { const table = new Table(this._texture); table.alpha = 0.1; this._sceneRenderer.container.addChild(table); this._holderContainer = new AGL.Container(); this._holderContainer.transform.x = this._holderContainer.transform.y = 20; this._sceneRenderer.container.addChild(this._holderContainer); this._holders = []; for (let i = 0; i < 4; i++) { const holder = new Holder(); const holderPointer = new HolderPointer(this._texture); holder.transform.x = holderPointer.transform.x = (10 + holderPointer.transform.width) * i; this._holderContainer.addChild(holderPointer); this._holderContainer.addChild(holder); this._holders.push(holder); } this._cards = []; for (let key in CONFIG.CARD_TYPES) { const cardKeys = CONFIG.CARD_TYPES[key]; let count = -1; for (let i = 0; i < cardKeys.length; i++) { let type = cardKeys[i]; const card = new Card(type, this._texture); card.interactive = true; card.onPointerClick = this._onCardClick; card.pattern = key; card.colorType = ["hearts", "diamonds"].indexOf(key) < 0 ? CONFIG.CARD_COLOR.BLACK : CONFIG.CARD_COLOR.RED; card.value = ++count; this._cards.push(card); } } this._cards.sort(() => Math.random() * 2 - 1); this._cardRotator = new CardBack(this._texture); this._cardRotator.interactive = true; this._cardRotator.onPointerClick = this._onRotatorClick; this._cardRotator.onPointerOver = () => (canvas.style.cursor = "pointer"); this._cardRotator.onPointerOut = () => (canvas.style.cursor = "default"); this._cardRotator.transform.x = CONFIG.SCREEN_WIDTH - 20 - CONFIG.CARD.WIDTH; this._cardRotator.transform.y = 20; this._sceneRenderer.container.addChild(this._cardRotator); this._previewContainer = new AGL.Container(); this._previewContainer.transform.x = CONFIG.SCREEN_WIDTH - 2 * (20 + CONFIG.CARD.WIDTH); this._previewContainer.transform.y = 20; this._sceneRenderer.container.addChild(this._previewContainer); this._columns = []; for (let i = 0; i < 7; i++) { const column = new Column(); for (let j = 0, l = i + 1; j < l; j++) { const card = this._cards.shift(); column.transform.x = 20 + i * (CONFIG.CARD.WIDTH + 14.5); column.transform.y = 40 + CONFIG.CARD.HEIGHT; this._sceneRenderer.container.addChild(card); column.addChild(card); if (j === i) { card.show(); } } this._columns.push(column); this._sceneRenderer.container.addChild(column); } this._previewId = -1; } _render() { if (this._requestAnimationFrameId) { FPS.update(); this._fpsMeterElement.textContent = FPS.fps.toFixed(2) + "fps"; this._sceneRenderer.render(); this._requestAnimationFrameId = requestAnimationFrame(this._render); } } _showPreview() { if (this._previewId < 0) { this._previewId = 0; } const l = this._cards.length; this._previewContainer.removeChildAt(0); if (this._previewId < l) { const card = this._cards[this._previewId]; card.show(); this._previewContainer.addChild(card); } else { this._previewId = -1; } } _iterateOverContainer(containers, callback) { containers.map((container) => callback(container.getTopChild(), container)); } _placeCard(card, parent, isHolder, isColumn) { if (!card.wasShown()) return; let index = 0; let l = 0; if (isColumn) { index = parent.children.indexOf(card); l = parent.children.length; } let isCardPlaced = false; if ((!isHolder && !isColumn) || (isColumn && index === l - 1)) { this._iterateOverContainer(this._holders, (topCard, container) => { if (isCardPlaced || parent === container) return; if ( (!topCard && card.value === 0) || (topCard && topCard.colorType === card.colorType && topCard.pattern === card.pattern && topCard.value + 1 === card.value) ) { isCardPlaced = true; card.transform.x = card.transform.y = 0; container.addChild(card); } }); } this._iterateOverContainer(this._columns, (topCard, container) => { if (isCardPlaced || parent === container) return; if ( (!topCard && card.value === 12) || (topCard && topCard.colorType !== card.colorType && topCard.value - 1 === card.value) ) { isCardPlaced = true; if (isColumn) { while (index < parent.children.length) { let moreCard = parent.children[index]; container.addChild(moreCard); } } else { container.addChild(card); } } }); if (isCardPlaced) { const index = this._cards.indexOf(card); index > -1 && this._cards.splice(index, 1); if (this._cards.length < 1) { this._cardRotator.renderable = false; } if (isHolder || isColumn) { const topCard = parent.getTopChild(); topCard && topCard.show(); } else { this._previewId--; this._showPreview(); } } this._checkCompletion(); } _checkCompletion() { const isCompleted = this._holders.reduce( (counter, holder) => counter + holder.children.length, 0 ) === 52; if (isCompleted) { this._cardRotator.onPointerClick = this._cardRotator.onPointerOver = this._cardRotator.onPointerOut = null; this._cardRotator.interactive = false; this._holders.map((holder) => { const children = [holder.children]; children.map((card) => { card.onPointerOver = card.onPointerOut = card.onPointerClick = null; card.interactive = false; card.callbackBeforeRender = this._endScreenAnimation; card.transform.x = holder.transform.x + this._holderContainer.transform.x; card.transform.y = holder.transform.y + this._holderContainer.transform.y; this._sceneRenderer.container.addChild(card); }); }); canvas.style.cursor = "default"; } } _endScreenAnimation(element) { if ( !element.target || element.step > element.distance * 0.9 || (element.transform.x === element.target.x && element.transform.x === element.target.y) ) { element.target = { x: Math.floor( Math.random() * (CONFIG.SCREEN_WIDTH - CONFIG.CARD.WIDTH) ), y: Math.floor( Math.random() * (CONFIG.SCREEN_HEIGHT - CONFIG.CARD.HEIGHT) ) }; element.step = 0; element.distance = Math.floor( Math.hypot( element.transform.x - element.target.x, element.transform.y - element.target.y ) ); } element.transform.x = Math.floor( interpolate( element.transform.x, element.target.x, element.step / element.distance ) ); element.transform.y = Math.floor( interpolate( element.transform.y, element.target.y, element.step / element.distance ) ); element.step += 5; } _onRotatorClick() { this._previewId++; this._showPreview(); } _onCardClick(card) { const parent = card.parent; const isColumn = parent instanceof Column; const isHolder = !isColumn && parent instanceof Holder && card.wasShown(); if (isHolder) { card = parent.getTopChild(); } if (isColumn || isHolder || parent === this._previewContainer) { this._placeCard(card, parent, isHolder, isColumn); } } _destruct() { cancelAnimationFrame(this._requestAnimationFrameId); window.removeEventListener("beforeunload", this._onBeforeUnload); this._stageContainer.removeChild(this._context.canvas); this._stageContainer.destruct(); } _onBeforeUnload() { this._destruct(); }}AGL.Utils.initApplication((isWebGl2Supported) => { if (isWebGl2Supported) return new Application();});
External CSS
This Pen doesn't use any external CSS resources.