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0%,24.9%,100% 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25%,49.9% 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31 31, auto;}
50%,74.9% 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) 31 31, auto;}
75%,99.9% 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) 31 31, auto;}
}
div.testarea{
animation:rwdcur252704 0.4s linear infinite forwards;
}
