@keyframes rwdcur25392 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur25392 0.33333333333333s linear infinite forwards;
}
