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11.538461538462%,30.669230769231% {cursor:url(data:image/png;base64,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) 23 24, auto;}
30.769230769231%,49.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,61.438461538462% 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) 23 24, auto;}
}
div.testarea{
animation:rwdcur228949 0.86666666666667s linear infinite forwards;
}
