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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 2 2, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 2 2, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur14961 0.43333333333333s linear infinite forwards;
}