@keyframes rwdcur206675 {
0%,12.4%,100% 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) 0 0, auto;}
12.5%,24.9% 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) 0 0, auto;}
25%,37.4% 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) 0 0, auto;}
37.5%,49.9% 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0 0, auto;}
}
div.testarea{
animation:rwdcur206675 0.8s linear infinite forwards;
}
