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23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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}
div.testarea{
animation:rwdcur171406 2.1666666666667s linear infinite forwards;
}
