@keyframes rwdcur255790 {
0%,2.4%,100% 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) 47 47, auto;}
2.5%,4.9% 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5%,7.4% 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7.5%,9.9% 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47 47, auto;}
10%,12.4% 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) 47 47, auto;}
12.5%,14.9% 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47 47, auto;}
15%,17.4% 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) 47 47, auto;}
17.5%,19.9% 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47 47, auto;}
20%,22.4% 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47 47, auto;}
22.5%,24.9% 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47 47, auto;}
25%,27.4% 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47 47, auto;}
27.5%,29.9% 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47 47, auto;}
30%,32.4% 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) 47 47, auto;}
32.5%,34.9% 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47 47, auto;}
35%,37.4% 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47 47, auto;}
37.5%,39.9% 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47 47, auto;}
40%,42.4% 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47 47, auto;}
42.5%,44.9% 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47 47, auto;}
45%,47.4% 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47 47, auto;}
47.5%,49.9% 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47 47, auto;}
50%,52.4% 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47 47, auto;}
52.5%,54.9% 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47 47, auto;}
55%,57.4% 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47 47, auto;}
57.5%,59.9% 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47 47, auto;}
60%,62.4% 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62.5%,64.9% 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47 47, auto;}
65%,67.4% 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67.5%,69.9% 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47 47, auto;}
70%,72.4% 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47 47, auto;}
72.5%,74.9% 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47 47, auto;}
75%,77.4% 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47 47, auto;}
77.5%,79.9% 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47 47, auto;}
80%,82.4% 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82.5%,84.9% 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47 47, auto;}
87.5%,89.9% 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47 47, auto;}
90%,92.4% 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47 47, auto;}
92.5%,94.9% 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47 47, auto;}
95%,97.4% 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47 47, auto;}
97.5%,99.9% 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47 47, auto;}
}
div.testarea{
animation:rwdcur255790 1.3333333333333s linear infinite forwards;
}
