@keyframes rwdcur19968 {
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:rwdcur19968 0.33333333333333s linear infinite forwards;
}
