@keyframes rwdcur158825 {
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:rwdcur158825 0.16666666666667s linear infinite forwards;
}
