@keyframes rwdcur206642 {
0%,19.9%,100% 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20 40, auto;}
20%,39.9% 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) 20 40, auto;}
40%,59.9% 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) 20 40, auto;}
60%,79.9% 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20 40, auto;}
80%,99.9% 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) 20 40, auto;}
}
div.testarea{
animation:rwdcur206642 0.5s linear infinite forwards;
}
