@keyframes rwdcur122639 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur122639 0.33333333333333s linear infinite forwards;
}
