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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur134885 1.05s linear infinite forwards;
}
