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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 5 5, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 5 5, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 5 5, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 5 5, auto;}
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61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 5 5, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 5 5, auto;}
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}
div.testarea{
animation:rwdcur246062 2.1666666666667s linear infinite forwards;
}
