@keyframes rwdcur235068 {
0%,12.4%,100% 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) 12 10, auto;}
12.5%,24.9% 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12 10, auto;}
25%,37.4% 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) 12 10, auto;}
37.5%,49.9% 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) 12 10, auto;}
50%,62.4% 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) 12 10, auto;}
62.5%,74.9% 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) 12 10, auto;}
75%,87.4% 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) 12 10, auto;}
87.5%,99.9% 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) 12 10, auto;}
}
div.testarea{
animation:rwdcur235068 1.3333333333333s linear infinite forwards;
}
