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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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}
div.testarea{
animation:rwdcur213121 0.6s linear infinite forwards;
}
