@keyframes rwdcur170421 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 1 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
}
div.testarea{
animation:rwdcur170421 0.66666666666667s linear infinite forwards;
}
