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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur73966 0.8s linear infinite forwards;
}
