@keyframes rwdcur204642 {
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;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur204642 0.25s linear infinite forwards;
}
