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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {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;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur124574 1.0833333333333s linear infinite forwards;
}
