@keyframes rwdcur105840 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur105840 0.5s linear infinite forwards;
}
