@keyframes rwdcur52941 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 17 29, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 17 29, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 17 29, auto;}
37.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 17 29, auto;}
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}
div.testarea{
animation:rwdcur52941 0.8s linear infinite forwards;
}
