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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;}
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}
div.testarea{
animation:rwdcur40890 1s linear infinite forwards;
}
