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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur42298 1.05s linear infinite forwards;
}
