@keyframes rwdcur107906 {
0%,24.9%,100% 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90 96, auto;}
25%,49.9% 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) 90 96, auto;}
50%,74.9% 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90 96, auto;}
75%,99.9% 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) 90 96, auto;}
}
div.testarea{
animation:rwdcur107906 0.2s linear infinite forwards;
}
