@keyframes rwdcur202249 {
0%,3.9%,100% 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4%,7.9% 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20%,23.9% 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24%,27.9% 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) 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0 0, auto;}
}
div.testarea{
animation:rwdcur202249 4.1666666666667s linear infinite forwards;
}
