@keyframes rwdcur29190 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur29190 0.33333333333333s linear infinite forwards;
}
