@keyframes rwdcur140328 {
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6 8, auto;}
25%,49.9% 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) 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50%,74.9% 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6 8, auto;}
75%,99.9% 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6 8, auto;}
}
div.testarea{
animation:rwdcur140328 1.3333333333333s linear infinite forwards;
}
