@keyframes rwdcur224912 {
0%,12.4%,100% 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AuAkB9W5MlNHjFtEi2Wf9cty/xsWxO9jw/c9j1rsEF347+Vs+OdPT+uXz5q9ea/KYFbI/5leVK/XxBxi5Vt+B3ehBoH0bDk8KkTkEultAUFXiDPnRlUijponR8bvzzPzxy6WtdaXvG57LHbDxrmMDfXT4/3n/2xLnHRcZ8UbBoVgZ5xXiuTlgGAAMA1mF8cR3LX7z3nhh7umruyk+vPbUgKyg3jScWjipvaR7YlABiUaxFEePCsmLEBR87et+t2Lnvftg8UVCmjEa5iGqljsbKNL7/5Iv46cnT8yqPrzVXiLL3QzuyhVr1S19/8K497YGw68dPHiz/7Pmzv2K8OE7ReFMl/PSz64ZzhDrlF5iByeUSnde14rWl/X9sSsB6vSkalnWyWFj8lMqyyNUnML5QAcsC7ZkkHIwTV5YW0NzIY3pqHNW8tmFv5XH4ua88aifU/sXc8r2UYvLffeIgnjo9Vi1b5FntEkjzzeUPAGies4wTqGevHkd2Mtg4e+0r4qYELFbrmmVRv94VEwll2jFzYR1LiydQUy1s6xIQ8PqxtFbG0GAnOnvb4U000pzL8enx8Ytf7kl2sbWKiYMvPLX+7AtXeFPAN4NJenkj99Za/LeSPLCJPuAqviHG/rE7Mvnb42EPqwAr2Q3UGDtWKxI2SiV4nH48/EcfRVXTUVregIMWceLcJCYXlrBU0ubLpnnAYbdExk0XC6fJln+csakKAACDISjWJHaN5OBSeXC8C7u644DO4th8Fk+eWsBPPvMVsAxBe8qBlF2A0tBQ53GG9dB/FtIwr1AGLH0TdX8d2fT7e9aiSKGi/XtFZoqqqqOYX0OzIaKqGViTFGVWFx+UFPWTiqh/YqAj8+xf/vHHwXoEiKr6XVgYW7lkkMIESPH8TZH/5isAJmXIJv0fMht4N+W0hezUOspNRZorVatnl1e/I0+SHwPAPQ+0hbZ1tT0Iu4kCq/6sTsj3yhevvWG5XmxaQHXcJHqaEnS72+7t6EDa1k+yi7MvSZb2uEozxx09FP3JAyP06MDA98cvLt7zyF9/VWp6rI/Ik9ZN+fXJpofAwF1+zG+UzjR0YzEaDELw+jExnZvwRVJj04erBpFA52vl70eE0F3JYKoqMmTUbsNNu694U/cCAFCYVyCtWua2Qc/dQ+mW7abNRg2N3NZque1cqN2RizityG1d274xMZGjD5566Tt5o/ltcfzmmPB+F5ufA/4Xi2iSrtfQbNAY7OuOaTb9bwdT0b0tgtOzkK2sPnfs/KFFUfpXffXmTR54CwIM3VgpVmsGZePZsRO/QjgS4oOCf9/xC0vaoVNnHqiaxtP66s1b+lfZ9BC4SkvaajRkpb0tGOpMOCgsXy7ghz8/JT576tKXaS95TppG4e0M9HpxzRWQ17QZdSV/nqqO3duoNzG5UNfmxebPuDD5EcdRi8BNswvmdbn2IUAYgGehWDLO50rSnCh/z3Tgy0E3O792yripx/1vcs0CQFmEdXCsEHPDUZcPup3aFzbOmstrS1ve3m+Ka97KevG5ppKXtIULa2UUDPE/dZNc11dY14v/Ab96vY0fqaSPAAAAAElFTkSuQmCC) 3 4, auto;}
12.5%,24.9% 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) 3 4, auto;}
25%,37.4% 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) 3 4, auto;}
37.5%,49.9% 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) 3 4, auto;}
50%,62.4% 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) 3 4, auto;}
62.5%,74.9% 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3 4, auto;}
75%,87.4% 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3 4, auto;}
87.5%,99.9% 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3 4, auto;}
}
div.testarea{
animation:rwdcur224912 1.3333333333333s linear infinite forwards;
}
