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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:rwdcur149802 1.6666666666667s linear infinite forwards;
}
