@keyframes rwdcur52559 {
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;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur52559 1.1666666666667s linear infinite forwards;
}
