@keyframes rwdcur92338 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur92338 0.33333333333333s linear infinite forwards;
}
