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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlklEQVRYhWNgGAWjYBSMgmEAWCjRzESh5Uw86goyA+YABXZBoTAeRb0Bc8CDn+9/yHHyGwyYAxgYGL6Ic/IYDqQDGMS4eE0G0gFS4py8A5cILXUN+YS4eCkxgjIH2Jqa3+JgoqgYoBzc8K/4T4l+ihPhj9fvKdJPsQMePXs8sA64/ePDwDrgIeP3K5SaMQpGwSgYBQMKAKieF67PXd7jAAAAAElFTkSuQmCC) 0 0, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur221143 2.4s linear infinite forwards;
}