@keyframes rwdcur204638 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur204638 0.25s linear infinite forwards;
}
