@keyframes rwdcur29262 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur29262 0.066666666666667s linear infinite forwards;
}
