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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:rwdcur62757 0.53333333333333s linear infinite forwards;
}
