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15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur256905 2.1666666666667s linear infinite forwards;
}
