@keyframes rwdcur86038 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
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}
div.testarea{
animation:rwdcur86038 0.5s linear infinite forwards;
}
