@keyframes rwdcur40326 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur40326 2.0833333333333s linear infinite forwards;
}
