@keyframes rwdcur255582 {
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:rwdcur255582 0.26666666666667s linear infinite forwards;
}
