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              <!doctype html>
<meta charset=utf-8>
<div class="container" onmouseover="lasthoveredcube = -1">
  <div class="snow near" id=snow1></div>
  <div class="snow far" id=snow2></div>
  
  <center><input type=range id=angle value=0 min=-150 max=150></center>
  <div class="camera" id="scene">
  </div>
</div>



<script>

angle.value = 0;
threefaces = [];
sixfaces = [];
transformbackup = [];
hoveredcubes = [];
has6faces = [];
lasthoveredcube = -1;
currentday = 18;

// Init cubes
for(i = 0; i < 5; i++) {
  for(j = 0; j < 5; j++) {
  
    // Color
    hue = Math.random() * 360;
    
    // Transform
    transformbackup[j*5+i] = `translateX(${-50 + (i - 2) * 125}px) translateY(${-50 + (j - 2) * 125}px) translateZ(-150px)`;
    
    // innerHTML for 3 faces
    threefaces[j*5+i] =
    
    (i>2?`<div class="face left"></div>`:`<div class="face right"></div>`)+`
    `+(j>2?`<div class="face top"></div>`:`<div class="face bottom"></div>`)+`
    <div class="face front">${j*5+i+1}</div>`;
      
    
    // innerHTML for 6 faces
    sixfaces[j*5+i] = 
    
    `<div class="face back"></div>
    <div class="face left"></div>
    <div class="face right"></div>
    <div class="face top"></div>
    <div class="face bottom"></div>
    <div class="face front">${j*5+i+1}</div>`;
    
    // HTML
    scene.innerHTML +=
    
    `<div class="cube` + (((j*5+i) >= currentday) ? " disabled" : "") + `" style="transform: ` + transformbackup[j*5+i] + `" onmouseover="event.stopPropagation();cubeover(this,${i},${j},${hue})" id="cube${j*5+i}">
      ` + threefaces[j*5+i] + `
    </div>`;
    
    // Hovered cubes
    hoveredcubes[j*5+i] = 0;
    
    // Has 6 faces?
    has6faces[j*5+i] = 0;
  }
}

cubeover = function(cube, i, j, hue){
  
  hoveredcubes[j*5+i] = 100;
  lasthoveredcube = j*5+i;
  if(!has6faces[j*5+i] && (j*5+i) < currentday){
    cube.innerHTML = sixfaces[j*5+i];
    has6faces[j*5+i] = 1;
    rotation = 
    [
      " rotateY(-179deg) translateX(-100px)",
      " rotateY(179deg) translateX(-100px)",
      " rotateX(-179deg) translateY(-100px)",
      " rotateX(179deg) translateY(-100px)"
    ][~~(Math.random() * 4)];
    cube.style.transform = transformbackup[j*5+i] + rotation;
  }
}

angle.oninput = angle.onchange = function(){
  scene.style.transform = "rotateY(" + angle.value + "deg)"
}

// Snow near
snow1x = 0;
snow1y = 0;

// Snow far
snow2x = 0;
snow2y = 0;

time = 0;

setInterval(function(){

  // Snow fall
  time++;
  
  if(snow1y >= -1500) snow1y = -3000;
  snow1y += 2;
  snow1.style.top = snow1y + "px";
  
  if(snow2y >= -900) snow2y = -1800;
  snow2y += 1;
  snow2.style.top = snow2y + "px";
  
  for(z in hoveredcubes){
    if(hoveredcubes[z] > 0 && lasthoveredcube != z){
      hoveredcubes[z]--;
    }
    
    if(hoveredcubes[z] == 95 && lasthoveredcube != z){
      window["cube" + z].style.transform = transformbackup[z];
    }
    if(hoveredcubes[z] == 60 && lasthoveredcube != z){
      window["cube" + z].innerHTML = threefaces[z];
      has6faces[z] = 0;
    }
  }
}, 16)
</script>

<style>
* { margin: 0; padding: 0; border: 0; box-sizing: border-box; transform-style: preserve-3d; user-select: none; -moz-user-select: none; -webkit-user-select: none; }
.container { width: 600px; height: 600px; background: #135; position: relative; perspective: 500px; overflow: hidden; }
.camera { position: absolute; top: 50%; left: 50%; width: 1px; height: 1px; z-index: 1; }
.cube { position: absolute; width: 0; height: 0; z-index: 100; transition: transform 1s; }
.cube.disabled { opacity: .5; }
.face { position: absolute; width: 100px; height: 100px; transform:-origin: 50% 50%; font-size: 50px; padding: 20px 0; text-align: center; background: 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background-size: 100%; position: absolute; left: 50%; transform: translateX(-50%) translateZ(-200px); }
.snow.near { width: 1500px; height: 5000px; }
.snow.far { width: 900px; height: 5000px; }
@keyframes rotate {
  0% {
    transform: translateX(-50px) translateY(-50px) translateZ(100px) rotateX(0) rotateY(0) rotateZ(0);
  }
  
  90% {
    transform: translateX(-50px) translateY(-50px) translateZ(400px) rotateX(360deg) rotateY(0deg) rotateZ(360deg);
  }
  
  100% {
    transform: translateX(-50px) translateY(-50px) translateZ(610px) rotateX(360deg) rotateY(0deg) rotateZ(360deg);
  }
}

@keyframes open {
  60% {
    transform: translateZ(50px) rotateZ(90deg);
  }
  
  90% {
    transform: translateZ(50px) rotateZ(90deg) rotateY(90deg) translateZ(50px) translateX(-45px);
  }
  
  100% {
    transform: translateZ(50px) rotateZ(90deg) rotateY(90deg) translateZ(50px) translateX(-45px);
  }
}
</style>
            
          
!
999px
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