@keyframes rwdcur21598 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
}
div.testarea{
animation:rwdcur21598 0.33333333333333s linear infinite forwards;
}
