@keyframes rwdcur10029 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 22 23, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 22 23, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 22 23, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 22 23, auto;}
}
div.testarea{
animation:rwdcur10029 0.53333333333333s linear infinite forwards;
}
