@keyframes rwdcur107907 {
0%,24.9%,100% 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90 95, auto;}
25%,49.9% 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90 95, auto;}
75%,99.9% 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) 90 95, auto;}
}
div.testarea{
animation:rwdcur107907 0.2s linear infinite forwards;
}
