第217章 推翻统治的分数dao爷第一(3/5)

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7yaDBpfdaRETthcAyMo/a/x4BOy9+sC8IPog+Jt5Wys+75o6JhGa0fPmMdf2wmSVSRKWZV2fn0j+wAGg1KGSRuhitIeKZEKCn5FlyCtsiGrTYeZaARmr2cH/4hBF+4JDlEV+OooNX2+6Ak+qTPODIn2QJI+MMZB640limxb1WKxAsThfH6DlPEyExat5x8pl2xnqddWDlGySfqe7NrIeDQxzorVpsGh9r45J/+1fcsp+PqGcmI8+ZsP9cqBZQgSZEY3DhwCltOlwRqbrRIJ7j/HPfvXnEUdwWd7ySwNAOKbVOdcg11e1n84T7BGoEST2uVrBsLD7LGxi96cJhcQ6zQlwpHd/uORPE1XXC5gg2tvFuuScqdVkrsceUMK6QvUdz7QrR7UznETRAEG5rClqK0UeW1RFGYeYgNYz6nLK1y+MCG4Ti1FHowRYA5uKBSNxmlGFDeBMF44yOxodAC9PUQ7qUNfUkPVqxfBKm1A7A1HrGsM94vnPrcevY0JoHhaHtXoDs/62I2Fp5xdQPlE7exwI1o8irJ4i9Zrreah/9MM6VPOPeQswFdwVhPUysR/4BwwslITo7E0y3HLvS8j9KV88WachmLqywSkjVDGsIuWvQox7ZBko394BRjZysfjbWk6WHXVmBc0ZbgYhfZLeMS3ESnhPf0IS5a0wdbmE/rWyz3knWlnsMFEIHKnr+hQ1frIzHbuFavK5NeXtMDJM+AEYkFvC7jBLSpN/xZ48V6bDNsk8IctkmoByXDwh6MbOuZco1irQn1jcVOh74AOC16k/SBjIskaTJ+Vw6sc89J8uTH9ieTjIgEiFlOSuvDrysx61GmKoOuqIW3qmqUWB27VBajm5KaXl45ZaNVFHovOWVMDD4RIhJ4ElJJmpGh7dOErYNQ2ywBzsE8ayxnSHcgTGCI9dDyp3W1TvTcpHX3HSWNy2KJUVgafU42d0kHIYRqiyWacQke0h41WtQFsVvJkZDX16yap01N3bJWRCdH4CgwYaya4pRb2VtdWbEoXbSk3X00TbjvexEXEENBwApF7mpRUiTxPyAsLd1sAqQaQ+32tkMlW7XBUaK00Tkrq5Wx5ZO/oxfAAQtXZxMcGZCo3IibeT09rM2BwJLlcvyPWl5HQlrNv0CvtbmXz4nni5MWTHoBt+xC4Uo5ZSIWO6FT82uSZ/gEhKBa/2jGrTtd12oA4yu8dDfnd0v6Py2uNqV5/w7nrXpVwPtl7zAiuMhawfo3sO0nZFllZDunbP1maT7w0xalyC4P3OQf1ob0+6/FXqqQI4kyTbbNtvxeV593PaT3S1ssp51wykCS90yLYnksmAvbdvbk1tmcthX1ipoZ0pz+DevT97ZzQ3EY4Xrwe0X8PCwOFou/qWNo9m+RHUm8/bvEmEggA9vgSe9Zjoq4rLb4wiyQnlG4QccR27qTw7j3dlxHmqtIk4rXKwxMxuaDu7ZEHpcWxb2XeNsPemljP555T5xwATza+1sdO/uwgEHMav0zJZWQF7rg/HQtq9HIVpNA7XKQFjdDVXCe1KGIVa2BEn9Fmc/9Ss9I558e088AbEXQqayip+yDdLsKwsVlZaGryd0kfWxyh2dvHyS0yROn0zJuKODYWoyIti01e+iyoESoXeDxHvkJxu7soDLk0GGp7nlhkI1lkqVGhNn7WCJYnOVCvbVGxPS1kijcev5ulHeqGtYg6pQ2XrJIuO7nIeNeBvEF9BFOyIlYAQey1+SD1JW4/Wi2vqB/IOZhAPmVxKZ9OKstxSTDBYY5EYcxbdUqH1Kacz2dX1ECQglvG0I+RW9YvBSq5K9sUuX+8LLdUTOj4JzI1icFV4rahzEB7VfyLQa/XBLl1oJIkfummDuwD/EsSsIV4JXQhbbAt76W7FwaGH8fix8ozQT0eNXyyq8zhGJFe8iM9ZloaERoHIBk8xSQw1IAuPJt/yeEu8CqDcPNTMo2cHDhhkbzKwR430jqta8JoYl2/f2lGxt+gbYkQ93MHMRC6eNuoLXznvkY6vstvOveSBxyPNCEjCAHZweLLX7hO61Kgc6xm9vUsfwSE/OhkAxxYB7wp5v8/QamW+BfZk72GiRqo+pzMuC1aU/VXzbhs9bY/3WNWBSGL0umHc+Tr6oNJgWD9pD4TFzCuAtF57h4/iigQ+MF4BFxkZIjhzMZXYcX9WJwbHoWgkR0i+mIYBmDQUS0JenUOPEsBePg0ywIDWwyfb8nec22u18MthqriuLAFJBBH/cRs3S1dlSy1/YnZ4khhZJ8BJ21GAaOFPtBAI5exRf/Ei7VZ1BNnm9xNfV8xefJLDevhASsdwBHumz9+D/tClAmmYmcrXpJNkqoHnPbJPN3e2nhxAR0BnLQiwpe3/zsYneVCodRufswLbhLUlMpC8fqzCoI3dDvTUAfbZMI3sism0QHXjtiqtmJ9c0OiEpG6OcPNThUUyHK+YnFaeRlarY22Bd1Z9nQX32/JcH4ObO/DowyF+nzK1w1VwqrYnjutswq+StR7ZDQWiwmc1C++4AEq7ZTQbXlW9ON32Fq+AVPBHJje/XUWA+cZHirVqxH83+RweyEmux3JcKi5DWGLQuH8OTkf9Wtm7pgunyMPB2f8KHtRjmeIlBHxtzXrJV2zO+acOvpsxith4l2YTrGMHGL0dcG9BnZjjnWQ/sIj5jWhdbTagxJxKqRLTLO6NEscWhnE4nVnOMz2HSNGMh22W28yZuwWBkvp7GlfKdchSxt7p4gZBqHcqcvCBNlw19rLnz06rvlFjwVxMzozdPzqo5No442PUCoTnLjgCIeHr8Z6PfJcVQV+/WwIXipv+8L7zkB3qVVUS8QdRx9PcbxQ8DU7nvwj7NRATOze1nWuE7FetUAUYWU8xb+pgHLwD2jqzqyl0v1k5FYv5D6ONyKE+t0bt1sTNd7IzlzW3BPwpu+eeDabQdqcI5BlmYA6e5BpP4+RwAQx0SKxg9KXX/4RZ/fDmceqNl9WXmm8wPqs6M51N48gzPmMc0re7cH/SMgg6I65jy1MPfKT/gJeQ4zQ9GFqrw+RvEajI5+V/yK/XeqAp9/eDuBh0lhikNvblJCmG2tM+0he/4EndS96asZGAb1sCIWit19hDlgKpcup/PD221MRI9MZW/CVw4KFffuaX17MeqRDOK6W461RnYhqMY2vNN0M2+/8b4t5KxDihIi2d6a2anNaTGILbssFZjN96f7c0f53RSofZHCd1OyK3JZLsxUXoO+LP8EKl000s9cjYXaNPUx8FSBClz4/2etvLaljO0YHxoM+I/SyhTyTuDwBuJ+TPRjUyhT+EKz1kLEwmvrUZLqWDF2ikIpO4T8praRbL13TuFHnyjBlv4SEQWGVLUxmZFifvQh1aAobQ8FC9fEs0cZ4T6oo4uAu+jZgxEk3gd6AULdj59SMPRngtwGNp6oT/J4g1Ml7yaAbGpySRHs3APc8rc05/t/3X/GcVOWMVZJMRK/BV1Ba7Q7iz5QCTk5Ugb8x2lRXPD3W9mPlb4E0cK4nx3adzO52D0JtHNQTXopLTxe35DPmIvJyh3agHxSBIpb7L6d/8y1SE3GlYDxlutMdoCuHlWwcTE3W6CE5Jlaimuo0v4FyH9K7HNy6FWHMK3IOzOo2xZyRJbTvnKHaJ1MROKdWLTXA6G/gQB9foiocJh+1zqikNBURzk+9owNNS2EROs55paSHC7EkvzpVedeHesgEObTZ1yeTamg0dR/frb6vCCMrU8eyPBdiUcqNVONZVUMOtnhgfnWF++5gbxszxirrGDu+w57TAxcILY+0LwA7zywpWKTE36d4A5GjZopJExekllf+KgijP1vu5eo1D+S2UeCj1H6myHx9ObNzBZGMJ2ybmrAMdMwhJVsXJCBg18mRhWPr8PRCGwcVsnAGAXrGhGg4Zj4Wj60ji9Ycs0cm9SxGyDF3E3N53CcCq0BYfNIeAfPWgq7wfIQ0jwCXemnliJ3QLkAHI/Yq7Y/4kXFcu0ZxjRykcU1vxbCF8XkcVo/B2lmdM2Yvmv6wqXlQ6SuBYXrUlJJRYly8vvpqxBDdE387Vpwpv2vGb/xTSfqUlMS/I/4Ok3MzVmi/xvzO2UjPiEOEB9E+3YjSbh1DbmBVy6Qa7dULMKirc/KV05Znyw26mBeEtrxxkL/KcPi/ZTbDK+gUuFQr37zGFZmdUOXJGgUa+4KNS7gp5utmP1h3ywVMJUqPEBt/ZSAoRudJh2/iOwFNbBmShu773hN5OLx9n//EcHWt1scFX8Ouux6taTNZpISwAzjPXVQ9PJZTGdClKyKM12PefuWnnNmZ7txgb877Bnoz6QscvaEO2xLmB7ZdAVMvZ73cYPCteayef6CdI4580O4XTTfZTvaoSYiVT44OiYiZWm0AgM2sC/XvEfKAIguyQ0l9/9s/X0k22TBHneBQgnwOECDxfIYTpdq7dZSO+ZknP+Srl7tuENzCsDoBCtkhOPemcwRkhZ75BFBtjzjlcqxM2D0K99V3zinrfWMuiWT5ah4avgKgIlqOnB80LEFEsT6MuwmR7URdr4mIJSGng9bKP1xgctY8cvq36x20tQsbdPW3QGR88tX+USmtjlTg+NZeeJqQPZ377ycZb4r0UIN2EuSqUaLyjOtkxN3U4UTHkq05hrHEzd7xglTy4s2gpDgXMDCio1BiEZZkXmfEKZjjbMJxnZAz7k3c+z5iKbOGQZD1HtEqU7M1WywY4siP+/BYrewwvZDJmiw6jfg7TnK6sBHtaky2lE3XH8qIovnkJuPwVx3r38q/Iy3B4XjEOIM4U3sv3MHARIu91LlWmaurLfbRelgd1+2sK0dR/s2qoVRXDxFbPrvAKyjnZoRtC4I/Tm9GPhsPFSOUZmv/HtRfFzoOn9L/xqF4KL6rBW/AfGG3NRAxeXKklfM/6S+0SfIBJWCzISpsK7Wrx98z9nFp+fIjD4hh2YWsmQANfJvHQfkUt5qEB26EWKMKmkM+uMD0ii/d+r+y9nPjH9ic3tPZ+uobsV8YDNw0oK7dmU9d74iPvYyR/VO7pPkIWM/OlQnmkTVkM6zzTHfOFdvT87S7dxBtV09Ou3JKykjCYRqe9LK1/H5vacFFSZCRbJ2DAMyClp8+4GYc9n2NvlfKcpkxfNGInc8smFi0iMNhEJuL9KAHW/xMADPD2zqcUVrfNGNCQQlapnWB9ct51o1uzi4P4J9bXQhs7sTh5fhD6ccYfULhlYyz72IDabDMx4Jgt9/2haV0VO1K5itkhTzDB+joog2Zn4mtxMrcVAIe+mWdChYBBB22qSmA/IBxr6vo7dL+IMeo00j9nqjt+H2NvCjt9nXTwx3yUNE5JNMLggm96QJxaqDqZeEx/DgOL7pkFiEVMdxrSo4eF5GMJ3320lhhT/DHRpA2S8iwSZzcTMTF0ui8PT9q0uzG5WNnhBUwYEZyeYWQ4NJGLE6KQgrm7xHAsfuAwVbZXZ6gc3H0nLe7V9+a3D0QEnhuiaiARCWTZy4LeiPdDxKy96UEW/+M3tee3AQj4dccpodYKYu9xVVF5geG8r0QxWV4Gh3/yezOsOx/MffWzSqe2KCaNffseV+sm2EAOIbe+Rqs0tQ==
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