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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;}
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}
div.testarea{
animation:rwdcur188551 0.8s linear infinite forwards;
}
