@keyframes rwdcur50743 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 15 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 1, auto;}
}
div.testarea{
animation:rwdcur50743 0.066666666666667s linear infinite forwards;
}
