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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;}
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;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur39724 1.0833333333333s linear infinite forwards;
}
