@keyframes rwdcur105772 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
}
div.testarea{
animation:rwdcur105772 0.2s linear infinite forwards;
}
