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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76097 1.8666666666667s linear infinite forwards;
}
