A Pen by Erik Terwan

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What is a a pen by erik terwan? How do you make a a pen by erik terwan? This script and codes were developed by Erik Terwan on 04 July 2022, Monday.

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"> <script src="js/index.js"></script>
</body>
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A Pen by Erik Terwan - Script Codes CSS Codes

body
{ background: #000; overflow: hidden;
}
canvas
{ width: 100%; height: 100%; position: absolute; left: 0; top: 0;
}
img
{ display: none;
}

A Pen by Erik Terwan - Script Codes JS Codes

(function(){ var canvas = document.getElementById('canvas'), img = document.getElementById('img'), ctx = canvas.getContext('2d'), w = canvas.width = window.innerWidth, h = canvas.height = window.innerHeight, imgW = 200, imgH = 150, imgData = null, pixels = [], density = 1; function setup() { window.addEventListener('resize', resize); density = window.devicePixelRatio != undefined ? window.devicePixelRatio : 1.0; canvas.width = w * density;	canvas.height = h * density;	ctx.scale(density,density); loadImage(); } function loadImage() { ctx.drawImage(img, 0, 0); imgData = ctx.getImageData(0, 0, imgW, imgH); ctx.clearRect(0, 0, imgW, imgH); for (var i = 0; i < imgData.data.length; i += 4) { var r = imgData.data[i]; var g = imgData.data[i + 1]; var b = imgData.data[i + 2]; //var a = imgData.data[i + 3] / 255; var total = r + g + b; // max of 765 var a = total / 765; var s = a * 4; pixels.push(new Pixel(r, g, b, a, s)); } drawImage(); } function drawImage() { var x = 0; var y = 0; pixels.forEach(function(pixel){ pixel.draw(x, y); x += 1; if (x > imgW) { x = 0; y += 1; } }); } var Pixel = function(r, g, b, a, s){ this.r = r; this.g = g; this.b = b; this.a = a; this.s = s; this.draw = (function(_this){ return function(x, y) { ctx.fillStyle = 'rgba('+_this.r+', '+_this.g+', '+_this.b+', '+_this.a+')'; ctx.fillRect(x, y, _this.s, _this.s); }; })(this); }; function draw() { window.requestAnimationFrame(draw); } function resize() { w = canvas.width = window.innerWidth; h = canvas.height = window.innerHeight; canvas.width = w * density;	canvas.height = h * density; ctx.scale(density, density); } setup();
})();
A Pen by Erik Terwan - Script Codes
A Pen by Erik Terwan - Script Codes
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Developer Erik Terwan
Username erikterwan
Uploaded July 04, 2022
Rating 3
Size 26,016 Kb
Views 42,504
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Erik Terwan (erikterwan) Script Codes
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