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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur2278 0.66666666666667s linear infinite forwards;
}
