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

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              * {
  margin: 0;
  padding:0;
  overflow: hidden;
}

canvas {
  display: block;
}
            
          
!
            
              var c = document.getElementById("c"),
    ctx = c.getContext("2d"),
    cw = (c.width = window.innerWidth),
    ch = (c.height = window.innerHeight),
    paper = new Image(200,200), 
    ink = new Image(75,100), // Dimensions of the viewable area, not the entire sprite-sheet
    numFrames = 7,
    n=0,
    data={};

window.addEventListener("load", function(){
  
  window.addEventListener("touchstart", function(e){
    e.preventDefault();
    setData(e.touches[0].clientX,e.touches[0].clientY);
    setTween();
  });
  
  window.addEventListener("click", function(e){
    setData(e.offsetX,e.offsetY);
    setTween();    
  });
  
  drawBg();
  
  // First run, generate a few drips
  for (var i=0; i<5; i++){
    setData( cw/2-150+200*Math.random(), ch/2-100+200*Math.random() );
    setTween(i/10);
  }
  
});

function setData(inputX,inputY){
  (n<3)? n++ : n=0;
  data = {
      "frame":0,
      "x":inputX,
      "y":inputY,
      "s":75*n,     
      "scale":.7 + Math.random()*.5,  
      "rotate": ( Math.random() * Math.PI * 2 )
    }
}

function setTween(delay=0){
  TweenMax.to(data, .45, {
      delay:delay,
      frame:numFrames,
      ease:SteppedEase.ease.config(numFrames),
      onUpdate:run,
      onUpdateParams:[data]
    })
}

function drawBg (alpha=1){
  var pattern = ctx.createPattern(paper, "repeat");  
  ctx.globalAlpha = alpha;
  ctx.fillStyle = pattern;//'#fff';
  ctx.fillRect(0, 0, cw, ch);
}


function run ( data ){                          // Thank you @Shaw for help with the random scale+rotation - https://codepen.io/shshaw/
  ctx.setTransform(1, 0, 0, 1, 0, 0);           // Reset the transforms from previous draws
  ctx.globalCompositeOperation = "source-atop"; // Fade old drops by redrawing background texture
  drawBg(.01);                                  // 
  ctx.globalAlpha = 1;                          // Restore globalAlpha that was modified in drawBg()
  ctx.translate( data.x, data.y );              // Translate over to the mouse position to center your scaling & rotation on that point
  ctx.scale(data.scale, data.scale );           // Randomized scale
  ctx.rotate( data.rotate );                    // Randomized rotation in radians
  ctx.translate( -data.x, -data.y );            // Move back to the starting position
  ctx.globalCompositeOperation = ["darken","multiply"][Math.round(Math.random())];
  ctx.drawImage( ink, data.s, data.frame*ink.height, ink.width, ink.height, data.x-33, data.y-(ink.height/2), ink.width, ink.height );
}

window.addEventListener("resize", function(){
  cw = c.width = window.innerWidth;
  ch = c.height = window.innerHeight;
  drawBg();  
});

paper.src = "data:image/jpeg;base64,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";

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";
            
          
!
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Console