@keyframes rwdcur126796 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 8 46, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 8 46, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 8 46, auto;}
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}
div.testarea{
animation:rwdcur126796 3.4166666666667s linear infinite forwards;
}
