cssAudio - Activefile-genericCSS - ActiveGeneric - ActiveHTML - ActiveImage - ActiveJS - ActiveSVG - ActiveText - Activefile-genericVideo - ActiveLovehtmlicon-new-collectionicon-personicon-teamlog-outoctocatpop-outspinnerstartv

Pen Settings

CSS Base

Vendor Prefixing

Add External CSS

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These scripts will run in this order and before the code in the JavaScript editor. You can also link to another Pen here, and it will run the JavaScript from it. Also try typing the name of any popular library.

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              <div class="wrapper">
  <h1>Image to Grid</h1>
<canvas id="canvas"></canvas>

<img 
     
id="image"
     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XVtzhY/HycwC9+L+juJH06bAWert/fpsP8A01NyWTBknwZATI3wxvh4pfo8MmPneWy4ojJD5P0q14f7zqN+t3T491WQ3/NP8UYfW7pPdtzf7E/kKyam/Vhj2O3OdAktdvjd4QR9BOzH+qwd/SHEQRDtxAn85vt+k38xaJ5fl/8ANZh9C54zT7/9F1+q/Y7Kqup2ZNtdHpzUyt20OcQXtP8AX2qfTrPUxgNzrNugscQ7cCN7fc36SB9XbqrsS/p4e25uI+aXHWa3HdU73fnNV/a1vADR3AEKrP0GWI36T6Sf3P0P+amrqY2kNfP9Jw/rL0+rJpJdDXWVuoc/vsfG7/yS8rysazEyrsW3+coeWOPjH0Xf22+5ezdUp9XDeBEt933LzP644no59WSGwMmsSfEt+i7/ADUMkeLCJdYH/ms3KT4cph0nt5/y43AShOAnVMl0wwVfNr3V7xyzn4FWSokAgg8EQmrn/9Kq76wfWjBx24FN1lWNW0elea2lwYPzPV2/R3fv+9b3SvrD+0OgWXdcc034WSz7PayGPtLC1/qVM/Nf9OuxzPZsXDvvvc0h11jmuEEGYPy3Lofqt1PLdS7DGJTn/ZfexlzGl7Gv+l6dmjtnqqxhlxT/ABHm1uYxCOMkAXep/qtvqX2rIdZ1qytuK83NawBrmeo7W2i5u/8AP9NrPUXasufnYVF+PYaftAY8vbBIB/nGt3Bzd659/UuvXC9uVgNvruADGGA2sAFv6P3H3O3fTWl9V/tLOnvxcmt1ZoeTXujVj/d2P5r1NkBEQaA4fq04kH03v4ujTRk1B05L8iYLfUawFv8Aarazd/aXAf4w86jp7W9KoE5OWPXy7XHe8Vz+iq9R5c5jLbG7/TZs9lf+jXo4HZeJfWzMdf8AWTqeReJIvsrYD+7Ufs9Y/wAypQSySANde2jPhwxlMX+jq4rWusaexb3+CPg7m3+oTDmT27/RapYuNbk1W3gGKgS4AAjU+4u1b7W/yVCtwqtDpmdHDxjv/mqtI3YdKMSKPR6evMLato0tBH0RujcfZZs/O9/sROl9TtsryGv35XtD6bLYAdI9lX+Db70sDLrfU12wOIj3azt+i7ja/wCiFazcgfZWuqrYLCdjXPJnaAXbN3uf7nFV4kg6aEGwe1NwxBGtGJFEeBdGrP8Aq6aa/tPTr68jY03NrsJaHkS9rN79+1Oc36p98XLb/bH/AJNY31cy8fJbc3qdld9T2kUuYC0VOB3AF7TY79Lt2/S/8+LeqZ9U6rG2Czc5pDm73OI4+g+st9y6blsvuYYTIz8RGvBOU48UfT/g/wB15fm4DDmnjBsA+n0gaS9XD/gpuk9W+rWLnMdityqrLSKSbCCz3kfznu/eXTXM2WEdjqFxmfT9W7qCMW5lVzWbanS4Ae7fL/b+kdtK6jpWb+0ui0ZZP6Vg2Xf12ex//k1FzeP5coExZ9ufu/N/UWYpcQlHt6gle1r2EGYPICwOt9IZ1bpVuHtAuDHHGJ5FtZ31/wCf9FbzS3U7xI5QHVtZbXY2bC5+5pbwI8VDE6GPdZK7jIaEHcPiomNRB7g9j3CS2frfhV4X1kzaqhtrscLmt8PUG94/z9yx1TkKJDtYp8cIy24hbEpipwowmMj/AP/T2W/4seh/9ysr/OZ/6TUx/iy6GOMnKnx3Mn/z2utapKfiPh9gaQke5+2TyQ/xa9EH/anKP9tv/kFpdE+qeD0TJfkYl17jYw1vZYWlpE7m8NHuYttJDiP8gokncn7ZLQvIf8Y3S2YfXXPGteU77R/nzub/ANuL19cH/jY6Pbd07H6tjyX4r/SuYNZZbDGP/s2tZX/11LcSHhp5hOMkTiR3o+RfOMHMx8ew1ZTS7GeZIjdDgIbvr/PZ+ctO7H6flYdj8F7rPRj07Ht2kxq6v6LHP2/vrJf0PrjmtsPTskVjTf6T4089q3+mM3YNMzLW7T3gtJGo+mz+oquWo0b16urgJkDEj01oXMw+oOogDSDyO/8AJWkzqdGUW13ND6o2WMIguDhtt/sqh1DpHpg2UOnUu2nT/NVAufSCO4Gp8ByhwxlqFEzhodnrenXdJbmj12BmJaQ2+ykFljWtG1lzm+6t/p/4XZ71L6+5GH0DJq6d0sPfk2VtvsyrTvY2txc2tlFejLH2en77H+xn/Gfzed0H6o/Wjqt7duNZh4roFmXkNNbQ13L6qrdtuS70/wCb9Nmz/SWLv/rl9SMfr3TaWYe2nqGCwV4tr5AdWP8AtNe8B3s/Prf/AIK7/jbVbwZs+KBgMkox6AGt/maHMDDkyCZAMiKP7unyvL/U7N+rvX3/AGDqDbcTqTWl0ss/QWtbHuZu3Pou/wCBd+j/ANDb/gl3/R+l9O6fVbXg2utqtIc9rnh4BjbIj6O5eW9IwMrBpdiZYLL6XvrfWY3M93updYz6bd/6T6fp/pP0a3+mdWyOmWtvqAexrfTdW785pM7Z+l/Vchk5/NK4TnKUL1s9l/8Ao6Bjxx0lVgfovW5DBU17CJLTxHKC598OvqDQ+shwZ9GWn2vYf6qLZmY+fi1Z+MfY/wBjweWuGux4/eUgGuG/kEe4HuCrkJgwEt7cfJjMckoHQx6Pn315wMm3r11rWgurxW3WiddjDsc4f1dy5VekdRZUz61YP2geox2NbXfP51RLW/8AR3Lg+sdNf0rqmV058xj2EVk96z76Xf8AbZUOeFVLvo3uTy3EYz0BI/x5RaSSdJVm6//U9AZ1DEJ2hzieIDHnj+yjVZNVrXOZuO0SZa5p/s7w3ckx58SiAlWJcPQH7f8A0Fzo8XUj7P8A0JhVk12kBrXtkT72Ob/1QSZfvs9P0rG8+5zYbp/KlFSTbGun4rqOmv4NXI6gzGrsuvqsrppkvtdtDYHce/e7d+Z7Vx3UOuZfUsjcHOpxmn9DQDGn+ku2/wA5b/4HV/g/9Irv11z3Pvo6Yw+xjftF8d3e70GH+q1r7f8AtpYVATMkugFNrl8dDiJsnbwdTGyHHRxn4qeX0zHzAbHti2NLmgCwf2v8Oz/grf8Arap1uLTKvUO4LHbT5AwfwdX/ANQ9QkW2gSNRo811PCvxSa7wCHa12AHY8fyZ+i/9+v8AnGKv9W+k4+f9YOn15FQI9Q5DA4GHCprrWts/4H1GN9v567K/GbkVCu9m6p59xb+afzLdpn6LvzVX6PSyvr1AFgc6p7g7Qj8yxm5u78381MjExlEjawyTyCeOYOkuGVf4v/SewP2osb7qxbPvMOLY/k6hyDlZjen41udn3srxMdhstdtIgDjb7nbnO+g2v/CPVuFwv1j6w7quacTGeTgYroJEgW3NPusn/RUfQp/4T9N/oVankEIkkBzMGA5cgFnvI2870jIyer23X+j6Tr8nZS1zpfZbkPdYdzYHpMra79JZ/wAX/pVPNyGYTd9xAj2mCCBBjkK8+mvFLcys+hmVhwpyGaPZLXMe8u1/Rta/3sV76uf4tca3pBf9YQ+zLzKztpadoxQ87g6p3u35n0PUsf8Ao/8AAbP5z1K0QMhJGnd0smQ4QOI8QPy6Vst9Q+o4mbb1HDdcW25Dab8TFe0sOxjXb7aSf53c73/6T0/6i6I3N1k86EFeZZ/1a6x9XOqV4mTcWYjC6/B6u2WioM/SOsbG5zbG/wCFwvz/APBLt+j9br6r05vUXk1tcXMFtzW1G01wy3Krqa97WV2P3e3/AEvqq9ys48Xs63XF/IuR8QhIgZ+54Zf9yy6hbjG2q7IA3UtsrqcOYsH0P7Wxct9bmfb+ldJ684BmRdUKMquRu0LvQsj+y9bXXMnFux7PTyqIaC4gPaHyPo7P5Sz+ldT+r+b0DK6T1ZzMbJh4oyXCQQT6lTmP/NdXYrObhIEdrGnm1uXEo/rACeEji/ueri4XjEinAMa894SIWe7D/9Xuv2jgM+nlUN+NrB/35N+3uhs+n1HFb8bmf+SXzikrUuDxcyHF4P0W761/Vpn0uqYvysB/6lAf9ePqoznqNbv6rXu/6li+e0k30f1vwZRfWvo+tZ+ZV1PPy86l26qy4NrcRH6N1Tasd8O9zdzmf9NDpcJPl/tXlKSry+Yt/H8sfJ9dsyqcVgdaYLvoMH0nR+6P+/obesZNmjYqHYMEmPOxy8mSUOTi6beDZw+3+l839b5X2CnOva6fWfJ5lxP4O9qHkXNZYHtdtuad7S0SQf3v6q8jSTMfHZr/AJy/L7VC/wDmbvsV/X+sZNJx67nU0vADxO5//CNrvj1W1P8A5X6f/h0PEx68dg0Gg0aOy8hSSnx6cd+Csfter26/rVv9X1HreUaMR94P6QwyryJPP9lc9Z1vrln851HKd/154/6ktXHpKxy18J4b31pq85wcUePhqvTxV/hfM9RbkZV7Cy++25jvpMssc9pjxa9zmqIaHAA6wIAPAA/NC5lJTHis3d+LDHhr01Xg9P6bfAfcn2rl0k1L0jmwVBy55JBc/wD/2f/tISpQaG90b3Nob3AgMy4wADhCSU0EBAAAAAACwBwBWgADGyVHHAFaAAMbJUccAgAAAgADHAJ4AY9CcmVtZW4NVW5pdmVyc2l0w6R0IEJyZW1lbg1Gb3llciBNRkggKE1laHJ6d2Vja2hvY2hoYXVzKQ1DbHViIERpYWxvZw0NVmVyYW5zdGFsdHVuZyAwOC4wMy4yMDEzDQ1BbmEgU2FudG9zICYgSW5nYSBNZXllcmRpZXJrcyAoRmlsbSAnVml2YSBCdXJlbCEpLCBTcGVpY2hlciBNMSwgTWlzc2luZyBMaW5rIChCcmFua2EgRmVsYmEpLCAsIFN0eGxlc3Vja3MgKFN0ZWZhbiBNZWljaGF1KSwgQWlyIChXb2xmZ2FuZyBLbmVsYW5nZW4pIHVpbmQgS3Jvc3NlIChlaW4gc3R1ZGVudGlzY2hlcyBNZWRpZW5wcm9qZWt0KSBzb3dpZSBkZW0gU2xhbSBQb2V0ZW4gU2xhbSBQb2V0cnkgQW5kcmVhcyBpbiBkZXIgQXUgK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">
</div>
            
          
!
            
              html, body {
width: 100%;
  
  font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
  line-height: 1.4;
}

.wrapper {
  position: relative;
  text-align: center;
  h1 {
    text-transform: uppercase;
  }
}


canvas, img {
  display: block;
  padding: 0;
  margin: 0 auto;
  border: 10px solid #00b7ec;
}

            
          
!
            
              /*
  Hello! 
  This is primarily a proof of concept. So there's much room for quite a lot of optimization.
  ¯\_(ツ)_/¯
*/
window.onload = function () {
	"use strict";
	var canvas = document.getElementById('canvas');
  /*
    these are the knobs to play around with!
  */
	var frequency     = 8; // the x distance of each line
	var angle         = 45;
	var stepSize      = 1.5; // the steps on the line. Bigger number = dots instead of line – this is the factor for the velocity vector of each line.
	var linesPerFrame = 4;  
	var minSize       = 0;
	var maxSize       = 1;

	function replaceWithImage() {
		var image = new Image();
		image.src = canvas.toDataURL('image/png');
		document.body.appendChild(image);
		canvas.parentNode.removeChild(canvas);
	}

	var process = new Processing(canvas, function (p) {
		var finishedLines = 0;
		var run = true;
    var image = new p.PImage();
    var htmlImage = document.getElementById('image');
    image.fromHTMLImageData(htmlImage);
    htmlImage.parentNode.removeChild(htmlImage);
			function Line(opts) {
			if (!opts.angle) { opts.angle = 45 }

			this.startX = (opts.x) ? opts.x : 0;
			this.startY = (opts.y) ? opts.y : 0;
			this.velocity = new p.PVector(
				Math.cos(p.radians(opts.angle)),
				Math.sin(p.radians(opts.angle))
			);
			this.velocity.mult(stepSize);
			this.position = new p.PVector(this.startX, this.startY);
			this.finished = false;
		}

		Line.calcY = function (x, angle) {
			var y;
			if (x > p.width) {
				x = x - p.width;
				x *= -1;
			}

			if (x >= 0 && x <= p.width || Math.abs(angle) === 90) {
				y = 0;
			} else {
				y = Math.tan(p.radians(angle)) * x;
			}

			y = Math.abs(y);

			return (y > p.height) ? false : y;
		}

		Line.prototype.run = function () {
			while (this.step()) {
				this.draw();
			}
		};

		Line.prototype.step = function () {
			if (this.position.x > p.width || this.position.y > p.height) {
				if (!this.finished) {
					this.finished = true;
					finishedLines++;
				}
				return false; // out of bounds
			}

			// this.velocity.add(new p.PVector(
			//	1/100,
			//	4/100
			// ));
			this.position.add(this.velocity);
			return true;
		};

		Line.prototype.draw = function () {
			var pixel = image.get(
				Math.floor(this.position.x),
				Math.floor(this.position.y)
			);

			var brightness = p.brightness(pixel);
			// if ( p.noise(this.position.x/100, this.position.y/100) > 0.5) {
			// 	brightness /= 1.2;
			// }

			var size = p.map(
				brightness,
				0, 255,
				maxSize, minSize
			);

			size = Math.ceil(size);
			p.fill(brightness);
			p.noStroke();
			p.ellipse(
				this.position.x,
				this.position.y,
				size, size
			);
		};
		window.Line = Line;

		var lines = [];
		function init() {
			p.size(image.width, image.height);
			var line;
			var y;
			var startX = p.height / Math.tan(p.radians(angle));
			for (var x = -startX; x <= p.width ; x += frequency) {
				y = Line.calcY(x, angle);
				if (y !== false) {
					lines.push(new Line({x: (x < 0) ? 0 : x, y: y, angle: angle}));
				}
			}

			angle = 180 - angle;
			for (x = p.width + startX; x >= 0 ; x -= frequency) {
				y = Line.calcY(x, angle);
				if (y !== false) {
					lines.push(new Line({
						x: (x > p.width) ? p.width : x,
						y: y,
						angle: angle
					}));
				}
			}
			p.background(255);
		};

		var currentLine = 0;
		p.draw = function () {
			if (!run) {
				return false;
			}

			if (finishedLines === lines.length) {
				replaceWithImage();
				p.noLoop();
			} else {
				var lineCount = lines.length;
				for (var step = 0; step < linesPerFrame; step++) {
					if (currentLine < lineCount) {
						lines[currentLine].run();
						currentLine++;
					}
				}
			}
		} 
                                init();
	});
};

            
          
!
999px
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