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0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 4, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 21 5, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 25 8, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 26 11, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 27 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 24 23, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 20 26, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 12 27, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 6 23, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 5 20, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 4 14, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 5 9, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
}
div.testarea{
animation:rwdcur3729 0.86666666666667s linear infinite forwards;
}
