@keyframes rwdcur248841 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur248841 0.33333333333333s linear infinite forwards;
}
