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27.272727272727%,29.445454545455% {cursor:url(data:image/png;base64,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) 1 1, auto;}
29.545454545455%,31.718181818182% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 1 1, auto;}
31.818181818182%,33.990909090909% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur42951 22s linear infinite forwards;
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