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46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur25899 2.1666666666667s linear infinite forwards;
}
