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11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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div.testarea{
animation:rwdcur221757 0.6s linear infinite forwards;
}
