@keyframes rwdcur204641 {
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:rwdcur204641 0.25s linear infinite forwards;
}
