@keyframes rwdcur47664 {
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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) 0 0, auto;}
}
div.testarea{
animation:rwdcur47664 1.0666666666667s linear infinite forwards;
}
