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0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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;}
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76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur59948 1.0833333333333s linear infinite forwards;
}
