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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:rwdcur245585 1.7333333333333s linear infinite forwards;
}
