@keyframes rwdcur45630 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur45630 0.86666666666667s linear infinite forwards;
}
