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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 24 5, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 24 5, auto;}
}
div.testarea{
animation:rwdcur115923 0.46666666666667s linear infinite forwards;
}
