@keyframes rwdcur258417 {
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:rwdcur258417 0.93333333333333s linear infinite forwards;
}
