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Pen ID
Unlock Campus Themeforest adv

 

Code

Drop image to change source.
CSS
body {
    font-family: Helvetica sans-serif;
    padding: 0;
    margin: 0;
    background-color: #eee9e9;
    overflow: hidden;
    -webkit-user-select: none;
       -moz-user-select: none;
         -o-user-select: none;
        -ms-user-select: none;
            user-select: none;
}

canvas {
    position: absolute;
    top: 0;
    left: 0;
}

.info {
  display: none;
    position: absolute;
    top: 0;
    left: 0;
    padding: 5px 15px;
    color: #eee;
    font-size: 13px;
    background-color: #1A1A1A;
}
JS
/**
 * requestAnimationFrame
 */
window.requestAnimationFrame = (function(){
    return  window.requestAnimationFrame       ||
            window.webkitRequestAnimationFrame ||
            window.mozRequestAnimationFrame    ||
            window.oRequestAnimationFrame      ||
            window.msRequestAnimationFrame     ||
            function (callback) { window.setTimeout(callback, 1000 / 60); };
})();

/**
 * NoiseSketch
 */
var NoiseSketch = (function() {

    /**
     * @constructor
     */
    function NoiseSketch(image) {
        this._particles = [];

        this._colorDeg1 = Math.random() * 360;
        this._colorDeg2 = (this._colorDeg1 + 180) % 360;

        if (image) this.init(image);
    }

    NoiseSketch.prototype = {
        image:          null,
        stepMax:        15,
        stepMin:        5,
        noiseInc:       0.005,
        colorInc:       0.1,
        color1:         0,
        color2:         0,
        _particles:     null,
        _lightnessData: null,
        _noiseOff:      0,
        _colorDeg1:     0,
        _colorDeg2:     0,
        _simplexNoise:  new SimplexNoise(),

        init: function(image) {
            this.image = image;
            this._lightnessData = new LightnessData(this.image);
        },

        getParticleNum: function() {
            return this._particles.length;
        },

        setParticleNum: function(num) {
            if (num < 0) num = 0;

            var particles = this._particles,
                n, i, p;

            n = (num | 0) - particles.length;

            if (n > 0) {
                var width  = this.image.width,
                    height = this.image.height;

                for (i = 0; i < n; i++) {
                    particles.push(new Particle(
                        Math.random() * width,
                        Math.random() * height,
                        Math.random() * (this.stepMax - this.stepMin) + this.stepMin
                    ));
                }
            } else if (n < 0) {
                n *= -1;
                for (i = 0; i < n; i++) {
                    particles.pop();
                }
            }
        },

        render: function(ctx) {
            var image = this.image,
                particles = this._particles,
                width, height,
                p, latest,
                angle, ar, wr, hr,
                color1, color2, ldata, c, rgb = [],
                i, len, j;

            width  = image.width;
            height = image.height;

            this.color1 = ColorUtil.cycle(this._colorDeg1);
            this.color2 = ColorUtil.cycle(this._colorDeg2);
            color1 = this.color1;
            color2 = this.color2;

            ldata = this._lightnessData.data;

            ar = Math.PI * 8;
            wr = 1 / width * 0.75;
            hr = 1 / height * 0.75;

            ctx.lineWidth = 0.3;
            ctx.lineCap = ctx.lineJoin = 'round';

            for (i = 0, len = particles.length; i < len; i++) {
                p  = particles[i];
                l  = p.latest;

                if (p.x >= 0 && p.x <= width && p.y >= 0 && p.y <= height) {
                    j = (p.x | 0) + (p.y | 0) * width;
                    c = ColorUtil.lerp(color1, color2, ldata[j]);
                    ctx.beginPath();
                    rgb[0] = (c >> 16) & 0xFF;
                    rgb[1] = (c >> 8)  & 0xFF;
                    rgb[2] = c         & 0xFF;
                    ctx.strokeStyle = 'rgba(' + rgb.join(',') + ', 0.35)';
                    ctx.moveTo(l.x, l.y);
                    ctx.lineTo(p.x, p.y);
                    ctx.stroke();
                }

                l.x = p.x;
                l.y = p.y;

                angle = ar * this._noise(p.x * wr, p.y * hr, this._noiseOff);
                p.x += p.step * Math.cos(angle);
                p.y += p.step * Math.sin(angle);

                if (p.x < -10 || p.x > width + 10 || p.y < 0 - 10 || p.y > height + 10) {
                    p.reborn(
                        Math.random() * width,
                        Math.random() * height,
                        Math.random() * (this.stepMax - this.stepMin) + this.stepMin
                    );
                }
            }

            this._noiseOff += this.noiseInc;

            this._colorDeg1 = (this._colorDeg1 + this.colorInc) % 360;
            this._colorDeg2 = (this._colorDeg2 + this.colorInc) % 360;
        },

        clear: function() {
            var ctx = this.context;
            ctx.clearRect(0, 0, this.canvas.width, this.canvas.height);
        },

        _noise: function(x, y, z) {
            var octaves = 4,
                fallout = 0.5,
                amp = 1, f = 1, sum = 0,
                i;

            for (i = 0; i < octaves; ++i) {
                amp *= fallout;
                sum += amp * (this._simplexNoise.noise3D(x * f, y * f, z * f) + 1) * 0.5;
                f *= 2;
            }

            return sum;
        }
    };


    /**
     * LightnessData
     */
    function LightnessData(image) {
        var canvas, context, data, ldata,
            i, len, j, r, g, b, max, min;

        canvas = document.createElement('canvas');
        canvas.width  = image.width;
        canvas.height = image.height;
        context = canvas.getContext('2d');

        // オリジナルサイズを参照するために属性を削除する
        image.removeAttribute('width');
        image.removeAttribute('height');

        context.drawImage(image, 0, 0, image.width, image.height, 0, 0, canvas.width, canvas.height);

        // サイズを復帰
        image.width  = canvas.width;
        image.height = canvas.height;

        len = canvas.width * canvas.height;

        data  = context.getImageData(0, 0, canvas.width, canvas.height).data;
        ldata = window.Float32Array ? new Float32Array(len) : [];

        for (i = 0; i < len; i++) {
            j = i << 2;
            r = data[j];
            g = data[j + 1];
            b = data[j + 2];
            max = (max = r > g ? r : g) > b ? max : b;
            min = (min = r < g ? r : g) < b ? max : b;
            ldata[i] = 1 - (max + min) * 0.5 / 255;
        }

        this.data = ldata;
    }


    /**
     * Particle
     */
    function Particle(x, y, step) {
        this.latest = { x: 0, y: 0 };
        this.reborn(x, y, step);
    }

    Particle.prototype = {
        reborn: function(x, y, step) {
            this.x = x || 0;
            this.y = y || 0;
            this.latest.x = x || 0;
            this.latest.y = y || 0;
            this.step = step;
        }
    };


    /**
     * ColorUtil
     */
    var ColorUtil = {
        cycle: function(deg) {
            var r = this._hueToRgb(deg + 120) * 0xFF | 0,
                g = this._hueToRgb(deg)       * 0xFF | 0,
                b = this._hueToRgb(deg - 120) * 0xFF | 0;
            return 255 << 24 | (r << 16) | (g << 8) | b;
        },

        lerp: function(c1, c2, w2) {
            var r1 = c1 >> 16 & 0xFF, g1 = c1 >> 8 & 0xFF, b1 = c1 & 0xFF,
                r2 = c2 >> 16 & 0xFF, g2 = c2 >> 8 & 0xFF, b2 = c2 & 0xFF,
                w1 = 1 - w2;

            var r = (r1 * w1 + r2 * w2) & 0xFF;
            var g = (g1 * w1 + g2 * w2) & 0xFF;
            var b = (b1 * w1 + b2 * w2) & 0xFF;

            return 255 << 24 | (r << 16) | (g << 8) | b;
        },

        _hueToRgb: function(h) {
            if (h < 0)   h += 360;
            if (h > 360) h -= 360;
            if (h < 60)  return h / 360 * 6;
            if (h < 180) return 1;
            if (h < 240) return (2 / 3 - h / 360) * 6;
            return 0;
        }
    };

    return NoiseSketch;

})();


// Initialize

(function(IMAGE_URL) {

    // Configs

    var IMAGE_MAX_SIZE = 800;


    // Vars

    var canvas, context,
        noiseSketch,
        timeoutId,
        gui, control;


    // Event Liteners

    function resize(e) {
        centeringCanvas();

        clearTimeout(timeoutId);
        timeoutId = setTimeout(function() {
            adjustImage(noiseSketch.image);
            setImage(noiseSketch.image);
        }, 200);
    }

    function drop(e) {
        e.preventDefault();

        var reader = new FileReader();
        reader.addEventListener('load', function(e) {
            loadImage(e.target.result, function(e) {
                var image = e.target;

                adjustImage(image);
                setImage(image);
            });
        }, false);
        reader.readAsDataURL(e.dataTransfer.files[0]);
    }


    // Functions

    function loadImage(url, callback) {
        var img = new Image();
        img.addEventListener('load', callback, false);
        img.src = url;
    }

    function adjustImage(image) {
        var minWidth  = Math.min(IMAGE_MAX_SIZE, window.innerWidth - 50),
            minHeight = Math.min(IMAGE_MAX_SIZE, window.innerHeight - 50);

        var scale = Math.min(minWidth / image.width, minHeight / image.height);
        image.width  *= scale;
        image.height *= scale;
    }

    function setImage(image) {
        canvas.width  = image.width;
        canvas.height = image.height;

        centeringCanvas();

        noiseSketch.init(image);
    }

    function centeringCanvas() {
        canvas.style.left = ((window.innerWidth - canvas.width) / 2) + 'px';
        canvas.style.top  = ((window.innerHeight - canvas.height) / 2) + 'px';
    }


    // GUI Control

    control = {
        particleNum: 2500
    };


    // Init

    canvas = document.getElementById('c');

    window.addEventListener('resize', resize, false);

    if (window.FileReader) {
        document.querySelector('.info').style.display = 'block';
        window.addEventListener('drop', drop, false);
        window.addEventListener('dragover', function(e) { e.preventDefault(); }, false);
        window.addEventListener('dragleave', function(e) { e.preventDefault(); }, false);
    }

    noiseSketch = new NoiseSketch();

    var loop = function() {
        noiseSketch.render(context);
        requestAnimationFrame(loop);
    };

    loadImage(IMAGE_URL, function(e) {
        var image = e.target;

        adjustImage(image);
        setImage(image);
        centeringCanvas();

        context = canvas.getContext('2d');
        noiseSketch.setParticleNum(control.particleNum);

        // GUI

        gui = new dat.GUI();
        gui.add(noiseSketch, 'noiseInc', 0, 0.01).name('Noise Speed');
        gui.add(noiseSketch, 'colorInc', 0, 1).name('Color Cycle');
        gui.add(control, 'particleNum', 0, 5000).name('Particle Num').step(1).onChange(function() {
            noiseSketch.setParticleNum(control.particleNum);
        });
        gui.close();


        // Start update

        loop();
    });

})(
    // Preset Image
    'data:image/jpeg;base64,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'
);
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Term
Mon, 11/27/2017 - 21:58

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