@keyframes rwdcur222508 {
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:rwdcur222508 0.25s linear infinite forwards;
}
