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35.714285714286%,39.185714285714% {cursor:url(data:image/png;base64,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) 6 1, auto;}
39.285714285714%,42.757142857143% 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96.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
}
div.testarea{
animation:rwdcur101284 1.4s linear infinite forwards;
}
