@keyframes rwdcur158987 {
0%,9.9%,100% 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) 20 0, auto;}
10%,19.9% 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20 0, auto;}
20%,29.9% 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) 20 0, auto;}
30%,39.9% 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) 20 0, auto;}
40%,49.9% 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) 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60%,69.9% 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) 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70%,79.9% 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20 0, auto;}
90%,99.9% 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20 0, auto;}
}
div.testarea{
animation:rwdcur158987 1.6666666666667s linear infinite forwards;
}
