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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:rwdcur71252 0.43333333333333s linear infinite forwards;
}
