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15%,19.9% 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20%,24.9% 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23 23, auto;}
25%,29.9% 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CggNWrV1NRUcG4ceP45JNPcLncOJ1OWlqaCAuLIjQylPc/Wkbu4ME0NzdTUlLCG2+8QWdnJ21tbfM8Hs/6H+On/VghgMvl8mZnZ3u3bNmiVVXtZ+bM/WeVK4pCUVERpaWlZGZmEhoaSkxMDAAmk6n7NKeqgb7Kzx/MsmUraWtrxWq18vnngTvdkyc72bXrS2prawG45ZZbmDlz5iMX4ndRSEpKMi5atKj70D127FjPyJEjV1133XW+Pn36dC/G1NRUqayslKlT75Pq6sNSWFgovXunybZtW+Wjjz6Up556WmbOnHnWAr799tulX79+ewDXE088IYDce++9Ehsbu+WfQv40DAZD1pw5c3yKokw+nafruvb888+LzWaT00Kef/4FaWhokKamJhk1apTcddddsmHDRtm3b5+UlJR0E+/bt6/cfffdAgw6/b7k5GTT1KlTPbGxsVUXy0u5FFEZGWmYTGbJyMjAbrd3n+AU5dThXeScNiJC3759cTgc5OXlsXTp0mDO/0fhonDR19jng93erCYnJxMSEkJXVxfV1dUsWbKEzZs3Mm/eKzz99JNompGXXvojO3bs4MMPV5xqZ8dkMmGxWACuvRQOlyTA5XKpKSkpHD9+nIMHD+L3+9m9ezfR0bEcP/4t119/A9u3f05eXh4Oh4N169aRnJxMe3s7jY2NGI1GgIJL4XBBL/RjcDgc3pKSEn9SUpLa3t7O4MGDSU9PJT8/n/Hjx1NUVERaWhqKorB9eym33/5L/H4/OTk5VFRUUFVVBYG/Cj8Zl7QGAEaNGuWrrq5Ww8LCCAkJxWhUyc7uz6JFi5g9exbvv7+UwYPzOHLkCJs2bWLcuLG89dZb5Ofno6oqpaWlOuD9qd+/pCkEUFtb605PT8fr9eJwOMjK6kP//v1ITEygra0Nr9eLwaCQmZlBSkpPwsICm0Cr1Up7e7v/UsjDRUTiC6G1tfUPR44ckZCQkBFhYWFqz54pmExGjMZgrNZQXC4XERGRNDY2cPDgQdLS0jh8uNZfXr6vwm63JxBwq/8/oKpqCPCyoihdNluEb+TIkb6UlBRfVlaGT1EUF/AxgT8K/8Zp/A/3qxzEEtqhcQAAAABJRU5ErkJggg==) 23 23, auto;}
30%,34.9% 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) 23 23, auto;}
35%,39.9% 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ggMjKSmJgY6upOEhkZxfbtZUREhLFo0UKWLFlCdnY2lZWV5Ofns3TpUsrLyxk+fDjffPMNuu7C6XTS2NhAcHAYQaFBfP7VArJzcjh16hQlJSW8++67tLa20tzcPNvtdq/8OX7azyUC6LruycjI8Kxbt06rqNjPtGn7L0pXFIWioiI2b95MWloaQUFBREb6r5IWi6XjNqeqfl/l5eWwYMFimpubsNvtbNjgf9M9e7aV7du3UV1dDcCECROYNm3aY1fid1WIj483zZs3TwB5/vnnZdiwYe7CwsIlt9xyi7d79+4dkzEpKUn27dsnkyY9KJWVh6WgoEC6dUuWjRvXy1dffSnPPPOsTJs27aIJPHHiROnRo8dOQH/qqacEkAceeECioqLW/UPIn4fBYEifOXOmV1GUsefjjEaj9tJLL0lERIScF/LSSy9LXV2dNDQ0yODBg+Wee+6RVatWy549e6SkpKSDeGZmptx7770C9DlfX0JCgmXSpEnuqKioiqvlpVyLqNTUZCwWq6SmpuJwODpucOefSETkkjIiQmZmJm1tbeTm5vLZZ58FcPk/CleFq37GvhwcjlNqQkICgYGBtLe3U1lZyfz581m7djWzZ7/Bs88+jaaZePXVP7Nlyxa+/HLRuXIOLBYLNpsN4OZr4XBNAnRdVxMTEzlx4gQHDx7E5/OxY8cOwsOjOHHiOGPGjKe0dAO5ubm0tbWxYsUKEhISaGlpob6+HpPJBJB/LRyuuAr9HNra2jwlJSW++Ph4taWlhZycHFJSksjLy2PEiBEUFRWRnJyMoiiUlm5m4sTf4PP5yMrKory8nIqKCvD/VfjFuKY5ADB48GBvZWWlGhwcTGBgECaTSkZGT+bNm8eMGdP5/PPPyMnJ5ciRI6xZs4bhw4fx/vvvk5eXh6qqbN682Qh4fmn71zSEAKqrq10pKSl4PB7a2tpIT+9Oz549iIuLpbm5GY/Hg8GgkJaWSmJiF4KD/YdAu91OS0uL71rIw1XsxFdCU1PTn44cOSKBgYEDg4OD1S5dErFYTJhMAdjtQei6TkhIKPX1dRw8eJDk5GQOH6727d27p9zhcMTiX1b/f0BV1UDgL4qitEdEhHgLCwu9iYmJ3vT0VK+iKDrwNf4/Cv/CefwP4z8bMJtk6/QAAAAASUVORK5CYII=) 23 23, auto;}
40%,44.9% 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) 23 23, auto;}
45%,49.9% 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65%,69.9% 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95%,99.9% 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) 23 23, auto;}
}
div.testarea{
animation:rwdcur188879 2s linear infinite forwards;
}
