@keyframes rwdcur91538 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur91538 0.83333333333333s linear infinite forwards;
}
