@keyframes rwdcur83049 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur83049 0.2s linear infinite forwards;
}
