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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur77496 0.8s linear infinite forwards;
}
