@keyframes rwdcur241294 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 18 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 21 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 10 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 10 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
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}
div.testarea{
animation:rwdcur241294 0.8s linear infinite forwards;
}
