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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 26 6, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 26 6, auto;}
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85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 26 6, auto;}
}
div.testarea{
animation:rwdcur115908 0.46666666666667s linear infinite forwards;
}
