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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 13, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 13, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 13, auto;}
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85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur169900 1.1666666666667s linear infinite forwards;
}
