@keyframes rwdcur179481 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur179481 0.33333333333333s linear infinite forwards;
}
