@keyframes rwdcur203526 {
0%,3.9%,100% 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GFAoWcjbDCzFo+wO5tE5FGgPSkVfTkeiiVA198Zd03O5d9ZvKzlzQndgMvSODeQMCPYRjkCwVyuRzAneeIP2OPbF3zHLA5kUyitcYJBBBCOJbpe75PD+J6xdjJ4yOVHmRoUFB1NERubwn3/EmUnYU0PV0jJF/PEg4oQqkh6FAM7wjTtbWOQn+UFLNpzueY+ekMlmViGgHs6KW05peZRowHLvvZ0PybDk37o8NXXDZDAnP9vmJaPZ3OALQ8snXNh+2XbXRdj3yhgJQSn21TSNSGgoakJpjBb2kqAi4BawK/+VUHB7tXMoSmMljOJx+ayJHRFLFRl96No6SOWciSBiJTIwRnavq3x+nqGiSvgkxY1MzC+/sxpEkml8Vyc98LWcbaEkOS7R9Q0rbSEoiMrffxlAdw7EPEn2mjxnYlpJScbDKb5pYvZWr5XCaWTCMqrmXnsz4ihyfRMDnG0eZLUJ1ZrpkdJ3qH5nQigdtXwEt4uO19YCVp3tpHvtbHZOsYu7eavLwzwOG3JKZhYudGCDT/YtrUQIl/UnU58c6e5+bs2tdpAmmtdQgY/3SMXEz1WRYBGN9AUlozeFR2//zBqrmJYIZMJkuyNYvfCxP2a1Yv6yAxEuX57dcxYWKceQvTvNbeTHXrKFZTNcYtJYjcIFfeGcEwM7jMYJHZwP7NBj43S/nIHqK9rxOQkpKKMDISOpbqjd0DxSDuLBTcWQAN6e0cYenytY2b6h/ZuubUBwB8QQiBbVlorXELBQzLmOimFaPtAVzPotSRuDmTobTHEz+bx1XLY8S1YtezkxB5g2VXlFPy8b3YpXFGO0vIz6gn1NlHlzudQGWM2bN30XnoMFWWQcgwsaIRPKXpq76c0zq0+s5Tj/cCGFdNW12i8omV85L/gkOCXhqEhzXpqmmrn93d9uJ5CaG1jZsmAk+GgsESJxAgl8uRTKUxLPTUeV3BO+9tYaS/nHv/7G2uaeznWFMd1ZM0DbMzvL2nkv5BSQ5Bb76EbO1U3nz8bepOK1LRS4jOr6Cts5KOY3W8+txlDIevJBWaTLJkMn2hmRytWEy7VcOgr/TtnSdePTgO0KIw1zoiYYREnBAjDDBxtkbOu2ra6t27214cPUv8tcBzlmXWl0ejCCEYGR3Fdb292Xxmxu/e0YZQgoapGUpKE5RXnWRSg4+pMxNUVSXZ90otmWwxjZNPQ2erwQAVGJkCA0fDbN9XzfHWAM1vlZBIapCSjC/MoC/CoBlkVGuShSwJN28f7Nz5cxjLxa1t3PSUj/QfXCZewy8yxHQ5LXoxORwF7AKGgRnALJ/PR3lZFENK0pkMQ8Mj2H7j0Z7e3j+aO9/g9q8cwCkZ5WTrFKbMbOOtnZdRXRcjEMzwxvYp7HghgNJesVA8etpDo9BaofDQ478x/4/v/2g0ni4gDZH9j4OPBcZjAOAbOZy57+hrFy3gdSJiiCt5iSFq5YiuWh5z5mJIA8cJYFsWwBnxwAbDEmFPaWIJj4GBUlpfm8rpEz4yz1XSfFCgMcmpAp4aRREbk6LRKBhLY56dvhRSKClEGkleF3cfkkLImCFFt8ToF1qkn/zBy3zpOzeegWNt46YIsN1HetFk0UwVnUhRfE22137tTOee55FMpYgnkgAbHtm65lt3Xvfne5LJ5JKxLVE8XUChQGsUGgEYwsCQpjJM2W4YRrfydIfWHNWSTtu2Y1qrfiW9/rqGsti8+XPjX7nvlgtsm5xv79udG4P4W+B2k5xdy0kcEWcweiNKKbK5HJlMFqAX+MEjW9dsALhl8T25fD5vFxNpAtOw8qZhNpmmdcjAPGJidRiW0VFeE216+BffyH4UYR/VLrC9CGsbN1UAfwjcCdQAIYpfZE3ARuDfHtm6xh1v/9nr79+YTqdOI2kJ+Eqb6mpqOjY8fa97ob7/386x/wT1XQBHpiEk2QAAAABJRU5ErkJggg==) 0 0, auto;}
4%,7.9% 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0 0, auto;}
8%,11.9% 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0 0, auto;}
12%,15.9% 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0 0, auto;}
16%,19.9% 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0 0, auto;}
20%,23.9% 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0 0, auto;}
24%,27.9% 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0 0, auto;}
28%,31.9% 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0 0, auto;}
32%,35.9% 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36%,39.9% 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0 0, auto;}
40%,43.9% 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) 0 0, auto;}
44%,47.9% 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48%,51.9% 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52%,55.9% 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56%,59.9% 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60%,63.9% 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64%,67.9% 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76%,79.9% 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0 0, auto;}
96%,99.9% 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0 0, auto;}
}
div.testarea{
animation:rwdcur203526 2.0833333333333s linear infinite forwards;
}
