@keyframes rwdcur204622 {
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:rwdcur204622 0.25s linear infinite forwards;
}
