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

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" 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" 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" alt="" />
-->




<canvas id="canvas" width="1000" height="1000"></canvas>
            
          
!
            
              body {
  background-color: white;
  margin: 0;
  padding: 0;
  overflow: hidden;
}

canvas {
  width: 100%;
  height: 100%;
  cursor: pointer;
}

img {
  display: none;
}
            
          
!
            
              class Particle {
  constructor(params) {
    this.x = params.x;
    this.y = params.y;
    this.r = params.r;
    this.g = params.g;
    this.b = params.b;
    this.a = params.a;
    this.h = params.h; // hex
    this.s = params.s || 1; // size
    //this.vx = 0;            // velocity values - unused
    //this.vy = 0;
  }
}

class App {
  constructor(img, canvas) {
    this.img = img;
    this.canvas = canvas;
    this.context = canvas.getContext("2d");
    this.particles = [];
    this.nx = new SimplexNoise();
    this.ny = new SimplexNoise();
    //this.frequency = 0.0007;
    // this.scale = 450;
    this.frequency = 0.0027;
    this.scale = 250;
    this.ti = 0.005;
    this.t = 0;

    this.lerpTo = {
      frequency: this.frequency,
      scale: this.scale
    };

    $("html").on("click", () => {
      for (let i = 0; i < this.particles.length; i++) {
        let p = this.particles[i];
        //p.vx += Math.random() > 0.9 ? Math.random() * 40 - 20 : Math.random() * 10 - 5;
        //p.vy += Math.random() > 0.9 ? Math.random() * 40 - 20 : Math.random() * 10 - 5;
      }
      this.lerpTo.scale = Math.random() * 650;
      this.lerpTo.frequency = Math.random() * 0.0075 + 0.0001;
      console.log(this.lerpTo);
    });

    $(window).on("resize", () => this.size());
  }

  lerp(value1, value2, amount) {
    amount = amount < 0 ? 0 : amount;
    amount = amount > 1 ? 1 : amount;
    return value1 + (value2 - value1) * amount;
  }

  start() {
    this.size();
    this.createParticles();
    this.sortParticlesByColor();
    this.tick();
  }

  size() {
    this.canvas.width = $(window).width();
    this.canvas.height = $(window).height();
  }

  tick() {
    this.scale = this.lerp(this.scale, this.lerpTo.scale, 0.01);
    this.frequency = this.lerp(this.frequency, this.lerpTo.frequency, 0.01);
    this.t += this.ti;

    let context = this.context;
    context.beginPath();
    context.rect(0, 0, this.canvas.width, this.canvas.height);
    //    context.fillStyle = "rgba(255, 255, 255, 0.1)";
    context.fillStyle = "#ffffff";
    context.fill();
    context.beginPath();

    let center = {
      x: this.canvas.width * 0.5 - this.img.width * 0.5,
      y: this.canvas.height * 0.5 - this.img.height * 0.5
    };

    for (var i = 0; i < this.particles.length; i++) {
      let p = this.particles[i];
      /*
      p.vx *= 0.9;
      p.vy *= 0.9;
      p.x += p.vx;
      p.y += p.vy;*/

      // noise
      let x =  p.x + 
          this.nx.noise2D(
            p.x * this.frequency + this.t,
            p.y * this.frequency + this.t
          ) * this.scale;
      let y = p.y +
        this.ny.noise2D(
          p.x * this.frequency + this.t,
          p.y * this.frequency + this.t
        ) * this.scale;

      // center
      x += center.x;
      y += center.y;

      // round
      // x = ~~x;
      // y = ~~y;

      // diamond
      if (p.s > 1) {
        context.moveTo(x, y - p.s);
        context.lineTo(x + p.s, y);
        context.lineTo(x, y + p.s);
        context.lineTo(x - p.s, y);
        context.lineTo(x, y - p.s);
      } else {
        context.rect(x, y, 1, 1); // so small may as well do a rect
      }

      // square
      // context.rect(x, y, p.s, p.s);

      // circle - too slow??
      // context.arc(x, y, p.s, 0, Math.PI * 2);
      // context.closePath();

      // fill if the next particle colour is not the same
      let nextP = this.particles[i + 1];
      if (!nextP || p.h != nextP.h) {
        context.fillStyle = `rgba(${p.r}, ${p.g}, ${p.b}, ${1})`;
        context.fill();
        context.beginPath();
      }
    }

    requestAnimationFrame(() => this.tick());
  }

  createParticles() {
    let tmpCanvas = document.createElement("canvas");
    tmpCanvas.width = this.img.width;
    tmpCanvas.height = this.img.height;

    let tmpCtx = tmpCanvas.getContext("2d");
    tmpCtx.drawImage(this.img, 0, 0);

    let data = tmpCtx.getImageData(0, 0, tmpCanvas.width, tmpCanvas.height)
      .data;

    // create particles for opaque pixels, with a bit of randomness
    let alphaThreshold = 240;
    let randomThreshold = 0.65;
    for (let i = 0; i < data.length; i += 4) {
      let a = data[i + 3];
      if (a > alphaThreshold && Math.random() > randomThreshold) {
        let r = data[i];
        let g = data[i + 1];
        let b = data[i + 2];
        let h = b | (g << 8) | (r << 16);
        let x = i / 4 % this.img.width;
        let y = i / 4 / this.img.width;
        let s = Math.random() > 0.9 ? Math.random() * 4 : 1;
        this.particles.push(
          new Particle({ x: x, y: y, r: r, g: g, b: b, a: a, h: h, s: s })
        );
      }
    }
  }

  sortParticlesByColor() {
    // sorting the particles by hex color means we can batch drawFill operations in tick()
    let rules = (p1, p2) => {
      return p1.h - p2.h;
    };
    this.particles.sort(rules);
  }
}

let img = $("img")[0];
let canvas = $("canvas")[0];
let app = new App(img, canvas);
app.start();

            
          
!
999px
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