Pile of Holidays

index.html

<link href="https://api.fontshare.com/css?f[]=satoshi@400,700&display=swap" rel="stylesheet">

<!-- days sourced from: https://nationaldaycalendar.com/february/ -->
<h1>February 2022</h1>
<p>Holidays and Daily Observances in the United States. Try clicking one!</a>
<div class="previewImage"></div>
<div class="container">
	<div class="physicsDiv dayContainer g1"><time datetime="2022-02-01">🍫</time>
		<div class="dayDescription"></div>
	</div>
	<div class="physicsDiv dayContainer g2 "><time datetime="2022-02-02">➰</time>
		<div class="dayDescription"> </div>
	</div>
	<div class="physicsDiv dayContainer g3"><time datetime="2022-02-03">🥕</time>
		<div class="dayDescription"> </div>
	</div>
</div>
<div class="date">YOU GACHA</div>

pile-of-holidays.markdown

Pile of Holidays

How needs a calendar when you can have a pile of emojis?

A Pen by Jake McGinty on CodePen.

License.

script.js

var oranges = false;
// module aliases
let Engine = Matter.Engine,
	Render = Matter.Render,
	Runner = Matter.Runner,
	Bodies = Matter.Bodies,
	Events = Matter.Events,
	Body = Matter.Body,
	Composite = Matter.Composite;

class Sketch {
	constructor() {
		// create an engine
		this.engine = Engine.create();
		this.width = window.innerWidth;
		this.height = window.innerHeight;
		this.engine.world.gravity.y = 0;
		// create a renderer
		this.render = Render.create({
			element: document.body,
			engine: this.engine,
			options: {
				width: this.width,
				height: this.height,
				showAngleIndicator: true,
				background: "transparent"
			}
		});

		// create two boxes and a ground
		this.createBodies();
		this.createWall();

		this.setupMouse();
		// run the renderer
		Render.run(this.render);

		// create runner
		var runner = Runner.create();

		// run the engine
		Runner.run(runner, this.engine);

		window.addEventListener("resize", () => {
			this.onResize();
		});
		Events.on(runner, "afterTick", () => {
			this.updateHtmlElems();
		});
	}

	updateHtmlElems() {
		if (this.htmlBods) {
			this.htmlBods.map((bod) => {
				bod.update();
			});
		}
	}

	onResize() {
		this.width = window.innerWidth;
		this.height = window.innerHeight;

		this.render.options.height = this.height;
		this.render.options.width = this.width;
		this.render.canvas.height = this.height;
		this.render.canvas.width = this.width;

		Composite.clear(this.engine.world, false);

		// create two boxes and a ground
		this.createBodies();
		this.createWall();
		this.setupMouse();
	}

	setupMouse() {
		// add mouse control
		var mouse = Matter.Mouse.create(this.render.canvas);
		var mouseConstraint = Matter.MouseConstraint.create(this.engine, {
			mouse: mouse,
			constraint: {
				stiffness: 0.2,
				render: {
					visible: false
				}
			}
		});
		Composite.add(this.engine.world, mouseConstraint);

		Events.on(mouseConstraint, "startdrag", (e) => {
			e.body.onClick(true);
		});
		Events.on(mouseConstraint, "enddrag", (e) => {
			this.htmlBods.map((bod) => bod.onClick(false));
		});

		// keep the mouse in sync with rendering
		this.render.mouse = mouse;
	}

	createWall() {
		var wall1 = Bodies.rectangle(this.width / 2, this.height + 30, 1, 1, {
			isStatic: true
		});
		Body.scale(wall1, this.width, 60);
		var wall2 = Bodies.rectangle(this.width / 2, -30, 1, 1, { isStatic: true });
		Body.scale(wall2, this.width, 60);
		var wall3 = Bodies.rectangle(this.width + 30, this.height / 2, 1, 1, {
			isStatic: true
		});
		Body.scale(wall3, 60, this.height);
		var wall4 = Bodies.rectangle(-30, this.height / 2, 1, 1, { isStatic: true });
		Body.scale(wall4, 60, this.height);
		this.walls = [];
		this.walls.push(wall1);
		this.walls.push(wall2);
		this.walls.push(wall3);
		this.walls.push(wall4);
		Composite.add(this.engine.world, this.walls);
	}
	createBodies() {
		var htmlElems = [...document.querySelectorAll(".physicsDiv")];

		var bodies = [];
		this.htmlBods = [];
		htmlElems.map((elem) => {
			elem.style.transform = "";
			elem.style.webkitTransform = "";
			elem.style.msTransform = "";

			elem.classList.remove("abs");
			var b = elem.getBoundingClientRect();
			elem.classList.add("abs");

			var bod = Bodies.rectangle(b.left + b.width / 2, b.top + b.height / 2, 1, 1);
			bod.htmlElementOffset = { top: b.top, left: b.left };
			Body.scale(bod, b.width, b.height);
			bod.frictionAir = 0.2;
			//Body.setDensity(bod, 10);
			bod.htmlElement = elem;

			bod.update = () => {
				elem.classList.remove("abs");
				var b = elem.getBoundingClientRect();
				elem.classList.add("abs");

				var xpos = bod.position.x;
				var ypos = bod.position.y;
				var scale = 1; //;bod.scale.x;

				if (bod.isScaledUp) {
					scale = 3;
				}

				var angle = bod.angle;
				//
				var transform =
					"translate(" +
					elem.offsetWidth / -2 +
					"px, " +
					elem.offsetHeight / -2 +
					"px) translate(" +
					xpos +
					"px, " +
					ypos +
					"px) rotate(" +
					angle +
					"rad) scale3d(" +
					scale +
					"," +
					scale +
					",1)";
				//translate("+(elem.offsetWidth/-2)+"px, "+(elem.offsetHeight/-2)+"px)
				//aconsole.log(transform);

				var sinAng = 2 * Math.sin(bod.angle);
				var cosAng = 2 * Math.cos(bod.angle);

				Body.applyForce(
					bod,
					bod.position,
					Matter.Vector.mult(
						Matter.Vector.sub(
							Matter.Vector.create(this.width / 2, this.height / 2),
							bod.position
						),
						0.00003
					)
				);

				elem.style.transform = transform;
				elem.style.webkitTransform = transform;
				elem.style.msTransform = transform;
			};

			bod.isScaledUp = false;
			bod.onClick = (isDown) => {
				var elem = $(bod.htmlElement);
				if (isDown) {
					if (!bod.isScaledUp) {
						Body.scale(bod, 3, 3);
						elem.find(".dayDescription").addClass("show");
						// $(".date").html(elem.children("time").attr("datetime"));
						$(".date").addClass("show");
						elem.find(".dayDescription").addClass("show");
						elem.find("time").addClass("show");
					}
					bod.isScaledUp = true;
				} else {
					if (bod.isScaledUp) {
						Body.scale(bod, 1 / 3, 1 / 3);
						$(bod.htmlElement).find(".dayDescription").removeClass("show");
						$(".date").removeClass("show");
					}
					bod.isScaledUp = false;
				}
			};

			this.htmlBods.push(bod);
			//var bod = Bodies.rectangle(this.width/2, this.height, this.width, 60, { isStatic: true });
			bodies.push(bod);
		});

		// add all of the bodies to the world
		Composite.add(this.engine.world, bodies);
	}
}
var sketch = null;

document.addEventListener("DOMContentLoaded", () => {
	sketch = new Sketch();
});

scripts

<script src="https://cdnjs.cloudflare.com/ajax/libs/matter-js/0.18.0/matter.min.js"></script>
<script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/3.6.0/jquery.min.js"></script>

style.scss

.g1 {
	filter: hue-rotate(75deg);
}
.g2 {
	filter: hue-rotate(170deg);
}
body {
	background-color: #db91aa;
}
.dayContainer {
	height: 50px;
	width: 50px;
	position: absolute;
	box-sizing: border-box;
	top: 0;
	left: 0;
	transform-origin: center;
	display: inline-block;
}
.container {
	position: absolute;
	top: 0;
	left: 0;
	height: 100vh;
	width: 100vw;
}
body {
	//overflow-x: hidden;
	overflow: hidden;
	width: 100vw;
	font-family: "Satoshi", sans-serif;
	text-align: center;
}
canvas {
	/*display: none;*/
	opacity: 0;
	z-index: 1;
	position: absolute;
	top: 0;
	left: 0;
	height: 100vh;
	width: 100vw;
	background: transparent;
}
.dayDescription {
	display: none;
	cursor: default;
	font-size: 10px;
	text-align: center;
	&.show {
		display: block;
	}
}
.dayContainer::hover {
	.dayDescription {
		display: block;
	}
}
.dayContainer {
	display: flex;
	flex-flow: column;
	justify-content: center;
	align-items: center;
	width: 4em;
	height: 4em;
	user-select: none; /* supported by Chrome and Opera */
	-webkit-user-select: none; /* Safari */
	-khtml-user-select: none; /* Konqueror HTML */
	-moz-user-select: none; /* Firefox */
	-ms-user-select: none; /* Internet Explorer/Edge */
	time {
		user-select: none; /* supported by Chrome and Opera */
		-webkit-user-select: none; /* Safari */
		-khtml-user-select: none; /* Konqueror HTML */
		-moz-user-select: none; /* Firefox */
		-ms-user-select: none; /* Internet Explorer/Edge */
	}
}
.date {
	position: absolute;
	top: calc(50% - 7vw);
	text-align: center;
	width: 100%;
	font-weight: bold;
	font-size: 15vw;
	z-index: -1;
	color: #0004;
	display: none;
	&.show {
		display: block;
	}
}
time {
	font-size: 1.5em;
	display: none;
	&.show {
		display: block;
	}
}

.dayContainer {
	background-image: 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");
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}