@keyframes rwdcur95830 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur95830 0.33333333333333s linear infinite forwards;
}
