@keyframes rwdcur19771 {
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;}
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;}
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}
div.testarea{
animation:rwdcur19771 0.83333333333333s linear infinite forwards;
}
