@keyframes rwdcur85749 {
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:rwdcur85749 0.33333333333333s linear infinite forwards;
}
