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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:rwdcur65912 1.0833333333333s linear infinite forwards;
}
