@keyframes rwdcur47409 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 28 22, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 28 22, auto;}
}
div.testarea{
animation:rwdcur47409 0.33333333333333s linear infinite forwards;
}
