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0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
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}
div.testarea{
animation:rwdcur48568 0.83333333333333s linear infinite forwards;
}
