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12.5%,24.9% {cursor:url(data:image/png;base64,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) 50 0, auto;}
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37.5%,49.9% {cursor:url(data:image/png;base64,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) 50 0, auto;}
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}
div.testarea{
animation:rwdcur21844 0.66666666666667s linear infinite forwards;
}
