@keyframes rwdcur214510 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214510 1s linear infinite forwards;
}
