@keyframes rwdcur248831 {
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:rwdcur248831 0.33333333333333s linear infinite forwards;
}
