@keyframes rwdcur255583 {
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:rwdcur255583 0.26666666666667s linear infinite forwards;
}
