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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;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur64281 1.0833333333333s linear infinite forwards;
}
