@keyframes rwdcur224921 {
0%,12.4%,100% 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) 18 4, auto;}
12.5%,24.9% 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jwimmRXKvxmT5f4iO5vOx5df6U6x0jy74DQ1nPgUz0kcVC5ct7JmB/zK+sVRvXijIOqboFv9ODQNcYmp4UZnQKcqmMlqjAG/ShtyOFsi5K5xanPvv90ze/0puxd/hc9piNZw0T+Jtb16aGrpy/+ozImG8IFs3KIP/n6ac2bRkADADYgvH5Lax9/qEHY+ylmnmoMLf5wrKsoNIynl0+oxh7JoBYFGtRxLi+phhxwcdOPHw3Dh57BDZPFJQpo1kpoVZtoLk+h+8+/wZ+fOHSksrjK611ohz9wIFcsV77wlcfO3GkKxB2/fD55yo/efXKLxgvzlE03tJrsRdf3jKc49RFv8AMz6yV6YKulQBgzwRsNVqiYVkXSsWVT6gsi3xjGlPLVbAs0NWRhINx4vbqMlrbBczNTqFW0LbtWR6nXvnSU3ZCHV/Jrz1EKSb/7WefwwuXJmsVi7ys3QRpvbXrBwC0rlrGeTRyd35HDjJ7J2Cl1tAsi/rloZhIKNOO+etbWF05j7pqYV+vgIDXj9XNCkZHetAz0AVvopnhXI5PTk3d+GJ/spetV00899oLWy+/dps3BXw9mKTXtvM7eye6fcXcmz7gDr5Rxv6R+zoK98bDHlYB1nPbqDN2bFQlbJfL8Dj9eOIPPoyapqO8tg0HLeL81RnMLK9itawtVUzzpMNuiYybLhUvkbZ8nLFnFQAABkNQqkvsJsnDpfLgeBcO9cUBncXZpRyev7iMH33qS2AZgq6UAym7AKWpocHjMuuh/ySkYUmhDFj6/6PufwN7sgZ/B9aiSLGq/WtVZkqqqqNU2ESrKaKmGdiUFGVBFx+TFPXjiqh/bLi74+U//8OPgvUIEFX127AwuX7TIMVpkNK19i0R7mkFwKQM2aT/TWYD76SctpCd2kKlpUiL5VrtytrGt+QZ8kMAePDRztC+3s7HYDdRZNWfNAj5TuWGuSu7yPZUQG3KJHqGEnS72+7t7kbGNkRyKwtvSpb2jEoz5xz9FP3xk+P0xPDwd6durDz45F9+WWp5rA/JM9aufX2yp0Ng+IQfS9vly03dWIkGgxC8fkzP5ad9kdTk3KmaQSTQhXrluxEhdCIZTNVEhkzYbdjVfcV79iwAAMUlBdKGZe4b8TwwmknvN202anT8nqzltnOhLkc+4rQi9/Tu+9r0dJ5+7uKb3yoYrW+KU+2b8H4VezsH/DcW0SRdr6PVpDEy2BfTbPpfj6SiR9OC07Ocq268cvba6yui9M/6xu5ePPA2CTB0Y71UqxuUjWcnz/8C4UiIDwr+Y+eur2qvX7z8aM00XtQ3drf077CnQ+AO6YzVbMpKV2cw1JNwUFi7VcT3f3pRfPnizS/SXvKKNIfiXmV5WyqgoGnz6nrhGlWbfKjZaGFmuaEtia2fcGHyA46jVoC92zL89gwBwgA8C8WScS1flhZF+TumA18MutmlzYvGnu4af1sEgLII6+BYIeaGoyE/53Zqn9u+Yq5tru79t9d72gfc4cYrLaUgacvXNysoGuK/6yb5jUtYu8V/AQgitSQKLcfqAAAAAElFTkSuQmCC) 18 4, auto;}
25%,37.4% 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) 19 4, auto;}
37.5%,49.9% 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) 19 4, auto;}
50%,62.4% 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) 19 4, auto;}
62.5%,74.9% 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) 19 4, auto;}
75%,87.4% 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19 4, auto;}
87.5%,99.9% 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) 19 4, auto;}
}
div.testarea{
animation:rwdcur224921 1.3333333333333s linear infinite forwards;
}
