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Here you can Sed posuere consectetur est at lobortis. Donec ullamcorper nulla non metus auctor fringilla. Maecenas sed diam eget risus varius blandit sit amet non magna. Donec id elit non mi porta gravida at eget metus. Praesent commodo cursus magna, vel scelerisque nisl consectetur et.

            
              <div class="wrapper">

  
  

  <aside class="loading">
    <span class="text">Loading</span>
    <span class="border"></span>
  </aside>
  
  
  
  
  
  
  
  
  
  
</div>
            
          
!
            
              @import url(https://fonts.googleapis.com/css?family=The+Girl+Next+Door);

.wrapper { padding: 30px; } aside { margin: auto; width: 200px; }

@hueRotate: 10deg;


.loading {
 
  font-family: 'The Girl Next Door', cursive;
  font-size: 26px; padding: 3px;
  
  background-size: 130%;
  -webkit-filter: hue-rotate(@hueRotate);
  height: 50px; line-height: 46px;
  color: white;
  border-radius: 8px;
  text-align: center;
  box-shadow: 0 3px 6px rgba(0,0,0,0.4) inset;
  
  text-shadow: 0 2px 2px rgba(0,0,0,0.5);
  
  position: relative;  
}

.text,
.border  { 
    z-index: 5; border-radius: 10px;
    display: block; position: absolute; 
    left: 4px; top: 4px; bottom: 4px; right: 4px; display: block; }

.text { top: 7px; }
.border { 
  
  border: 2px dashed rgba(255,255,255,1); 
  clip: rect(0,0,0,0); 
  
  animation: maskBorder 1.4s infinite;
  
}




@keyframes maskBorder {
  
  0% { clip: rect(0,50px,10px,0); }
  20% { clip: rect(0,200px,10px,0); }
  35% { clip: rect(0,200px,10px,190px); }
  50% { clip: rect(10px,200px, 50px, 190px); }
  60% { clip: rect(40px,200px, 50px, 190px); }
  70% { clip: rect(40px,200px, 50px, 0px); }
  85% { clip: rect(40px,10px, 50px, 0px); }
  90% { clip: rect(0,10px, 50px, 0px); }
  100% { clip: rect(0,10px, 10px, 0px); }
}



body { 
  background: #bbddee; 
  background: radial-gradient(ellipse cover, #fff 0%, #bbddee 100%); 
  padding: 50px 100px; height: 500px; 
}


.loading {
 background: pink 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') no-repeat center center; 
}
            
          
!
            
              

  /*
    
  Stitching effect.

  Using clip: rect(); with animations 
  to create a (unique?) border animation.
  I've not seen this anywhere else on the web 
  (I'm sure it probably maybe possibly exists?)

  I'm no good with math, 
  so the animation sequencing is 
  a little asymmetric.

  Would love to hear feedback :)





  */
            
          
!
999px
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Console