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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:rwdcur152224 1.0833333333333s linear infinite forwards;
}
