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Google-like Thanos disintegration
<div class="item disintegration-target">
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" width="96" height="96" />
<h1>Disintegrate me!</h1>
<p>Click here to trigger the disintegration effect. It's shamelessly stolen from Google's effect when googling "Thanos"</p>
</div>
<div class="item disintegration-target">
<img 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" width="96" height="96" />
<h1>Disintegrate me!</h1>
<p>Click here to trigger the disintegration effect. It's shamelessly stolen from Google's effect when googling "Thanos"</p>
</div>
const DEBUG = false;
const REPETITION_COUNT = 2; // number of times each pixel is assigned to a canvas
const NUM_FRAMES = 128;
/**
* Generates the individual subsets of pixels that are animated to create the effect
* @param {HTMLCanvasElement} ctx
* @param {number} count The higher the frame count, the less grouped the pixels will look - Google use 32, but for our elms we use 128 since we have images near the edges
* @return {HTMLCanvasElement[]} Each canvas contains a subset of the original pixels
*/
function generateFrames($canvas, count = 32) {
const { width, height } = $canvas;
const ctx = $canvas.getContext("2d");
const originalData = ctx.getImageData(0, 0, width, height);
const imageDatas = [...Array(count)].map(
(_,i) => ctx.createImageData(width, height)
);
// assign the pixels to a canvas
// each pixel is assigned to 2 canvas', based on its x-position
for (let x = 0; x < width; ++x) {
for (let y = 0; y < height; ++y) {
for (let i = 0; i < REPETITION_COUNT; ++i) {
const dataIndex = Math.floor(
count * (Math.random() + 2 * x / width) / 3
);
const pixelIndex = (y * width + x) * 4;
// copy the pixel over from the original image
for (let offset = 0; offset < 4; ++offset) {
imageDatas[dataIndex].data[pixelIndex + offset]
= originalData.data[pixelIndex + offset];
}
}
}
}
// turn image datas into canvas'
return imageDatas.map(data => {
const $c = $canvas.cloneNode(true);
$c.getContext("2d").putImageData(data, 0, 0);
return $c;
});
}
/**
* Inserts a new element over an old one, hiding the old one
*/
function replaceElementVisually($old, $new) {
const $parent = $old.offsetParent;
$new.style.top = `${$old.offsetTop}px`;
$new.style.left = `${$old.offsetLeft}px`;
$new.style.width = `${$old.offsetWidth}px`;
$new.style.height = `${$old.offsetHeight}px`;
$parent.appendChild($new);
$old.style.visibility = "hidden";
}
/**
* Disintegrates an element
* @param {HTMLElement} $elm
*/
function disintegrate($elm) {
html2canvas($elm).then($canvas => {
// create the container we'll use to replace the element with
const $container = document.createElement("div");
$container.classList.add("disintegration-container");
// setup the frames for animation
const $frames = generateFrames($canvas, NUM_FRAMES);
$frames.forEach(($frame, i) => {
$frame.style.transitionDelay = `${1.35 * i / $frames.length}s`;
$container.appendChild($frame);
});
// then insert them into the DOM over the element
replaceElementVisually($elm, $container);
// then animate them
$container.offsetLeft; // forces reflow, so CSS we apply below does transition
if (!DEBUG) {
// set the values the frame should animate to
// note that this is done after reflow so the transitions trigger
$frames.forEach($frame => {
const randomRadian = 2 * Math.PI * (Math.random() - 0.5);
$frame.style.transform =
`rotate(${15 * (Math.random() - 0.5)}deg) translate(${60 * Math.cos(randomRadian)}px, ${30 * Math.sin(randomRadian)}px)
rotate(${15 * (Math.random() - 0.5)}deg)`;
$frame.style.opacity = 0;
});
} else {
$frames.forEach($frame => {
$frame.style.animation = `debug-pulse 1s ease ${$frame.style.transitionDelay} infinite alternate`;
});
}
});
}
/** === Below is just to bind the module and the DOM == */
[...document.querySelectorAll(".disintegration-target")].forEach($elm => {
$elm.addEventListener("click", () => {
if ($elm.disintegrated) { return; }
$elm.disintegrated = true;
disintegrate($elm);
});
});
<script src="https://unpkg.com/html2canvas@1.0.0-rc.1/dist/html2canvas.js"></script>
.disintegration-container {
position: absolute;
pointer-events: none;
> canvas {
position: absolute;
left: 0;
top: 0;
transition: transform 1s ease-out, opacity 1s ease-out;
opacity: 1;
transform:
rotate(0deg) translate(0px, 0px) rotate(0deg);
}
}
@keyframes debug-pulse {
0% { filter: none; }
95% { filter: none; }
95% { filter: drop-shadow(0 1px 0 rgba(255,0,0,1)); }
100% { filter: drop-shadow(0 1px 0 rgba(255,0,0,1)); }
}
/* == Normal styling below == */
body {
margin: 0;
min-height: 100vh;
display: flex;
flex-direction: column;
justify-content: center;
align-items: center;
background: #eee;
font-family: Roboto, sans-serif;
}
.item {
max-width: 60ch;
background: #fff;
margin-bottom: 1em;
padding: 1em;
border-radius: 5px;
border: 1px solid #ddd;
h1 { margin-top: 0; }
p { margin-bottom: 0; }
img { float: right; }
}
<link href="https://fonts.googleapis.com/css?family=Roboto" rel="stylesheet" />
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