@keyframes rwdcur250131 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 20 14, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 20 14, auto;}
}
div.testarea{
animation:rwdcur250131 0.2s linear infinite forwards;
}
