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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur237714 1s linear infinite forwards;
}
