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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;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur157729 1s linear infinite forwards;
}
