@keyframes rwdcur206712 {
0%,7.5923076923077%,100% 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10 24, auto;}
7.6923076923077%,15.284615384615% 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10 24, auto;}
15.384615384615%,22.976923076923% 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) 10 24, auto;}
23.076923076923%,30.669230769231% 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) 10 24, auto;}
30.769230769231%,38.361538461538% 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) 10 24, auto;}
38.461538461538%,46.053846153846% 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10 24, auto;}
61.538461538462%,69.130769230769% 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10 24, auto;}
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10 24, auto;}
92.307692307692%,99.9% 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) 10 24, auto;}
}
div.testarea{
animation:rwdcur206712 1.3s linear infinite forwards;
}
