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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:rwdcur104985 1s linear infinite forwards;
}
