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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur129502 2s linear infinite forwards;
}
