@keyframes rwdcur62121 {
0%,37.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,99.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
}
div.testarea{
animation:rwdcur62121 4.2666666666667s linear infinite forwards;
}
