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23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 3 2, auto;}
30.769230769231%,38.361538461538% 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84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 3 2, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur87630 0.86666666666667s linear infinite forwards;
}
