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19.230769230769%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,26.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.923076923077%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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34.615384615385%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96.153846153846%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur54500 0.86666666666667s linear infinite forwards;
}
