@keyframes rwdcur24031 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur24031 0.33333333333333s linear infinite forwards;
}
