@keyframes rwdcur204639 {
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:rwdcur204639 0.25s linear infinite forwards;
}
