@keyframes rwdcur234807 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
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}
div.testarea{
animation:rwdcur234807 1s linear infinite forwards;
}
