@keyframes rwdcur92980 {
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:rwdcur92980 0.5s linear infinite forwards;
}
