@keyframes rwdcur53776 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur53776 0.13333333333333s linear infinite forwards;
}
