@keyframes rwdcur15486 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
}
div.testarea{
animation:rwdcur15486 0.83333333333333s linear infinite forwards;
}
