@keyframes rwdcur134476 {
0%,37.4%,100% {cursor:url(data:image/png;base64,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) 2 12, auto;}
37.5%,99.9% {cursor:url(data:image/png;base64,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) 1 10, auto;}
}
div.testarea{
animation:rwdcur134476 0.26666666666667s linear infinite forwards;
}
