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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;}
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}
div.testarea{
animation:rwdcur79276 1.6666666666667s linear infinite forwards;
}
