chapter.2 强者吞噬弱者是世界运行的规律(ERT)(4/4)

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MjdGW1/dTP+6IuUmIlZo0f4ZWzt9uHlSbaDDB7neMaWyJrS98awAHKDlQVy7Zh4B3lfn7Az/sF88m3QGQw5mOWYEWHTKutbV0fOBw+vv6rqg6VNrRRpZO9XymtH8P+Ag+xO2OMBj+Wv0QfFkslDMJVKI8AQNM2/7U1rBfo9jiRteM6caFm9YDMOP0jC6VTtf7U04exrq11PReaInv/C8vHKPYwVq66I0eC7knTmqwTt3EzpGqMD47Og/gPFNFECoo06iP+gbpT06TtS5hvvlLFr8ZnvB7RgrL8FIUa4Ak4y/ff1/Oy6Au9bTv90hAGYXAnv03HOKsD5372dPgt9zjHalaIeW21kaj8GF7n0L2fJgOqbWLO0lR28zYEv3MQ4/0XGeZaqTHjf2DQbi+/d1MwdRAVeeAqisRbvx82lAl1eFFOXcdOJNLXD1h8Q/7sdqKvJkTLR6xoU7N/2PdZepgPD4CpHQ6Mt4hhYqZdO81hWXmeaRIo1Qi6IlG+wLUbuEa5uFvEr2F+M/q4evbK/2LsztS1zh+k1/UuLJLUGuiJHMUK52TsYn6fyHT99fX9H+JsUIYAPbWXpJTt012ASZlW++gYzfN/TZBT5d2TtUNxcNtr2792y1Y3zKH0hL6C6AJF3a5OZqMmszuGnQwuQehu3kX8ylKel/qHl7xGloLtEbJ4eZMOqYSIuJ5A6c3wXZmYF/jzS27R1HCTxiCDJayG5ghwCkJyAgfAk/abDV7SPLrN0dYvlQ0LEwCOz71qz0pIYOb23IXKHDyXz50QoV3bCJ9pDkRh8wpEjM077kGXZt8HsZqfQU4G6QWyMQcN21kDR3XoiNOJEoc2zSyIk4XD9AaWKIS7y+jMbZSm4rV5xlslgizs4Ylkn8+bgJRuFc+gnyL5mRpyTmsGf51YUNKL2cTvyYhjYcZRDiT+JvRUov6KP1JWx5K6/2YYJQtzNkz8UhiF0vs8WjKE1XSK35kIVzHTWZdm4h/OLVE4wEFY9XbKfB5g4jY3Q8Io6GFfwUCefvIonFsdigli644XJ+8dEBY/Bp83XHi0cD6RabRi6uxZqrlM1o1qYSw0pLItEp2H7aLqped1NL8U6++DOh1/Zjb5Hq4DlU7ZxGGBhbW3dtUDgCUYr9UvbtEfbYpGyO0LWTdTNpLJhhq9VoTVrQePRjK18ukjnh/t2OgBfmm8sQd0YFcTeCp27WOqbMqWdvaXeMG1oCcxtuqX9IuCAoeZlxUEGgemzEygUKt3Eu8COz/8k23dfbwIgPvZf5SHDDHcD+T3XIHdLNJ3gfYbfDnMUHVqdIu1UoTzCtGmyu96tFI1qGWlx804xFAJyVVm/9HW9PIHwyKNYuRZRMxbn2oEirNprBQBUzG5D3xtY1tCHMLpDbzWVu1cSV95CcPvbAwgir4cGLRNRNglA2PwCzoSGnUmzvwNu6/WtYn7K+iu0kbqwVUH2eJjogfYiME6Waj5mukaIrBiS6McgXRaZr1ZcjHC2DrdfIyFb3VK2v3sXM/WFBWQ0URI5yFovgj9CI8ZF865zenWJG1R5cEWSUt3h/pVPLj/9o+UYAp65Q7ZUKigQ7nTrE4rQPCT1GOwYAfB118uxrVCBW3lT7pvvL9MpwKjm4fBq/l6xXPIvlVKq2hgMMT/kXBt0tKlt1n9JnEyroY4lnPd4RvoppMzaNp6xtYhJd9/oJZwfllzzA+8Rhko6TGHM5W9tbo9t6aDrrgZC5bx54a1JZuuz858IvOEEVmvQczU0Sl4vlgCP0uwNxJgLXyp5zloogRSlXTlvG3KOmWek/pQW5nU1lKLasKusZyg0Hs4ds6oX8IWqolbG4AfSjHz8zpWMLabK8msIGuNuIcIHcjkPThXumaq3zJwWmpdVGqCL+LudKijV4d4qUlIFtFCLSUIRKe/aHlA4Bilykib9ujjlFZsJ4i67dluMuqaWQ8/23gld2HJYj2VbAPHTlP98BvP/H211vtlKPCfc/rzn2T11Rt7w/bo/wTcc5BKjNDnLGDMgx2SUrnob1GnG01U9eL9k6Ean3zPuxKhSUtZFlp16bmD6ol+KlNzEebkGBif/6SZcIMJ8k6SY+1sYtOjkGvGBJ0a4oGDNSNa86xt0QOWF+s+F5OWF0Qng2VS7Xq3bNnQZx8bt2yJWQEDwie4G0xYnG/WaQ3oVy3mMDchGvyBf130dj62BzMnFF27AVC6jDbDC9kUnRILrUX4vyPJbPwI5Eb1/+1BHIpDN4k8qabvKj2etowYifFEiHGeN8wIUHHjUp9NYXmDIuAEu/NzofdrtrOItWNBrXF3mQ/B+pHPCIm1Ag7GKgnRgy05c2zDLYYH9pVb6sE18GvyD9dDgoZcQvYGk/osU364PsSwiBEHLBpS/gtqS20Bin6E8HfLh/QviZ3ydQa8RvH78/pJReUgBn36i0hWU+5kBRFujpwdUGKhwSDPpatEGzVMA6J/gAlb9h+DDRCCmc4/PIVaiq0Na8dR3IFnIbZKS1Nwxm4TcYZq0kH9zx8bJphB4fBUXak0JVKLcs8UQyZspIICnsLZCVAhtZBSGSTsg+8XIauVw6lyDErsebkQv0t9utIyVjoktshoeXEQwxTAHUmYYq0ZFr5QujsY94E77Y5VrYXr3cUygFr3FfWPnqDLnZphaGYZH2oEASQrR8YM1Auhf2+LAX6zWlekGmeiC7D/tHGwZv8NEHfxphKlQj9ppH4b8uWwFCx/se6LQrqVW/e++M/mPnXmU7iY82Ih+pXQy/1RAWGlvpLGKEv/PVkuTNvZA5CTKFZq0JVWHEMMiIbJ45lfdYSRA+EH7bIvgNXRQaQxG4HK1yZ0Aw9Jybqqja0Hwh5tES+JCdvPuvoZhOMbMYTUxqw1IlNhrmWPeaaNMlX9t8qXSmsJxalEReWtKz2294sOGXnPwMK/FsyNqUabIYxfKDQfrwHaGYNu/xqHh8qRFiyPqvCgK0ocvvoYeljgzPVNM3K1lxno+ZwezKFZX3a8fyHO1S0TdXRTLLjqfGOpOhDEanKkZexH+EjUeGEx3LVT8khwMI/l2SqCw/ZpKoEvyawS/aG8GsaAZ5KzBKEA2EENmbHyiLe24unBhcXjgPdtr7I3+jWwD67+2QE1gWKTf5sI0d3yDxEmW6dQwJhImgybk4bdYBYj4+MExMSGuS1CGYndarDvR0i21jzdVcVntmqVyOp68BSZFjyaPPfAjbBgTxOht/e1csWfMHNJGu1LuXVeSMEA82oZ+v5Hr7ZE+dMtEOtat6ZYHGG2btacYWrao1hB9nFNiATj/EjP2YlICAo9MSVFTBnIectIYSD29XwWbBZrNqsKvCh0jiX1h4PUHM0L2Dr/7SKsrzDfIsg0Xh/ag1iV9xhEcN/GQGII7ouihrRXWQ2DgwbNweyAgi5ptIMRbMkzI1X2m95amaJotEBuvH/k6ciyIQOjcawMetOdm1Up+uygIaI4DRWHcmAmw0eb5JOVb1MIy190y9h8WDJBa4roOfoKUbpddgeOwAK9MFKZdRfuokZvHsoMHooCJpKXR5a1y2/mM73LEPRYOCEtNcE+hCKkmAxsn2P6ndBQGRR0MENKbwxDxkRnFB5PybMJY7QjFbwzHjfvJcGak33WAJ54JjHPeBlOiLUyzPuzH8hCTQCVXVsf5j4rOuKnFeco5DkpDRZDzU4V15cWORr9BPjtEFxKyGl8tYMNVGGwkvoaIlGFO/7G4DN4R+Wiu0aXDMEMDC5LLrhU+jxeoGgHs+TXgFl8g/eDrTIBIhxGZss05Axfc9cnauHnUtnAzxRBSMYSJt3sWU/heEkauZrkcJYoIpHnc571OeNnvGTRtzEYiwWT2LNxaHecOQ85IWrHiPhFBRaMULeQ25QBTmLTBYVhtdlb545bpmrtwjrj5tQcIrSE10C4V6SlFtpcQuuuBwbFoLXhDQTBRNrjObW8vzq7sB5EGcNWOOPt0Mw3WSRUg+1OQPC+iFN2NDjmzGbA/nQtf3m7MLMlNBcMfdIA3yuCLaW9N5FStNzPSy3Yspslz7asDHjtjF9/MiLcB+H+t2NkGR2jtGs+N8k6ZHdKONaBVrP/1MV6CzMdqrAsU/WOHKTsuTXUnNJJ4abEw7a5b+sVtrFsj6hh60lQPjccqeuqi+qVMNGUQcjtMX9zjEmamejtc+6Ydsdr4F+3qB3EOggm4UD1lGQq9KZoBUaOAtCtjyDcfPCmmJ/y+VVzhAtvQNxkutA9uSR/z1E1LZSH6yH63SDcp78ct/XeMsLHhdQF/NiWn/YQG21mDdyv+bJgpDl6e7KXSukYu0ymWDJJXUuyEH20hB/VXk7g83/GqNxCqxV0Z3WvB1jNjkLZQPdApJpMEd+uoJDRz9TqGBxEjTEep7Do8MbeZCaqDP9oqiYCcASzyaenvfce/Lmklkqy7gT+GZh+ZDuzO4QFVMLKiSeukYNa/GVX/1y8Kobw6JTQJpNDqJnhg4dG1Kdy2JJEeT3EsyCyPQk2otGV2h2Vq39OjWyMOqwgVnr7IBCJlPzLouD/ixmIvbv+gOXUL8B8ltz9kgJv6mCsldUP+U+njhhv2U3cgZhpsLqc7UwwMy3M1Szf8ZebdmeeG/BD+8jmj5bQzpkz7DNKojSHm4KUa0xX+09ckTjuv5ZeD/J0BNomOFK4Bo06TNssPfsSDoqojEPt+WN13p+LdQU4PCljHf1GmwSEfDRAMvTUvAXZ2YfUPby+IqcVGtPehSgx+rb75hbJX/dzI97n3j27zpI8YsW5yR5nXw0MgHahHaIdRm8ArrIDRjezd6090MJSOI2rtRXEFpT+Dl/wVv5mTLX+djTUfI7tzlCgDADCfOEIy8gClii8zLE5MAZRTdeNrAkqNrzqijRXEZZTngHCeNU0qFu703Aw9WXyvBFZElsjRXq6fmHscVH7t/IdKAUbLlJQGOB2dd7ZhUE88jqkkW3+/sPeiRWXZlc2Oda1GlYdD8K66WdkDXOOBHUNyH9zBzR8xCitv/zMYfSttwLeUL+JurAi00D9fxwPjcsvqkS9GOtiK347ip2JNkUwaAElHfKV46LsM7xyRtTgNOj9zcYEgkb03RRB2WtcTXxplnyDyZmXk9wDRysMTmilJgxyYdFrHhgoGJYwIWfzcOVJCZUSEktdREzf4J625/gEa9W3Y4UXTK1VL30fuwZl0xxiu7H+s8hjz139E7anmkH2C6Vy5t4fCPX+za/+x8ljIDhhFyL11yRWLLjzu0l8pNGkNkKzvdxO0JimtXSextU4X9kkb/Uy6VRcnqnDRsi8M6Q+r6Itght55JatkUC5wYi6oG9fjcxVFfeRJt4mJAhiFlcS95c2dEdZdL0vP4Ia7GkR1qHjNtWAl2tko3o68826sklgveUpNDxmS3q6cUARJeidyg7jbZHFEwXRqYzZT1BYuk+Pn6wzupJvQP6D/yJ3pOTw6FC7sj6mzWaXJI14HT74P9EEDhF3nE68cXsMKGMz2hm+703uTFULYX6GaEIh1F/45wBzoKIkbvU/t5DKhjQYYrns7dsYlPUmoFG4eu/6kqnlvYqVDtHMySlvnNHATMjPKTNWE9juXw6/KdaUyzVVU9OEpFVv//YAATbFVY7W2E6uj1AQtG2QA1/lDZ5z18kJksJIOWs1KV+ohVGMp5b3RjOBy6rLugy3lN2hWDBkz7WEsWCM2y4q2l3k/w/X8PyW6s+Zk1Xdzqeclgg1nGLfxjI3TX+Drd/7nrR2z/QQIaiOE25ci9xsJEiype8IeLk+0auUew5XC7xW2s954FT+sVdk8hvZ6FrSCjTJ3NXFDiQzFeYo/+18RoACVZYrrbR0PJyMo3fwNapv8R3PfRbw4m4dmPLrjQvmDu0XWj823c/xyIEm2JvyG7DegWkef56y91nqzlZJBBOLofwgz9umUG4ikrk5BsGowi4W/mN/tDnmPWtx6AaF2Ee0l11sjIfVUVTiBRdbpXHaoeGeAu5u2ItHxEvNoA2pVcQ8WGdZNpgNKUaQSaFeEKBnLdR1uWuR6Z+WP+OTKdkGeFAt1NUapbynrLmFJzAOwBcJEwJ59ooQe7SXnron/ZBHGo2c2/bTmjh33ZyFCKG5rcSVYiNFj9cDc4NwCGbFXUg/KG+2Hpr9GPvs/FtSBPQtNT4P4agewC9tt3q9PN0/o5cpz7YamFyyuT9+Cu4H0lpsMqhRUONNExe7AL0JPKKr7ijLRrxIAAz4OPYI3OPN6/GrjiJWXo2lL5H5onCggxx+skkqZJ+zWPqcL0vPk75EByDVqqNevyGo83DxZ0YaZbsU6LrLS0ASEauBn4A0zzDfqJLWTToczfVSCKQsa7XS/CZxLsoYrtDb+bhFd7AqJ2aIav4BUhXxnmMRgOYH/qHRimrIy1PVOmdmQx+CdHdavRhsXtti4D7GtO+avxJadfkaDolKLhKn9ECA3jMiZbYIK533NIeK3NPnxnvHslraiXkDveqGMep/NImx/znXpM64VziO0OmdrWCI/X8ZnDhRloz4vysQ4rXEqJOxzrHRsXtM0e2Nlml4dOukAUWfUJ/he0EYNvw+fXbgy1JE4jpwL2JidNqkLwFP2AyiyRC1UbslLnbyDCZ6KbDYjRxoRX/j5PwdG+dRrVG1vxU+rxOXS58vJKZUKHBrtyEQoGBAcvI4X63zq7QqWYLPLVnpb3MBNN1CQNPWPyM5KXnln0bHEvFBzGwWg8mD4AnKMHUoWfZe+jkIQrDRyJdWqIcCg15/yeZPE/yrJXx1Z2TxrwNUT/NIwENHd6jleNMIeVL2PW3r8PlcQXv/+rFV8EQkqCSRqGLVoI6NkCAV1UDbLXhFNK3V4N27vYT4/CwoHlehYKRvzBQLvqiQ0J1ZiVTpgiE2R9I5jL9mGO9hiUogm3tcGbm+RaDiPd9GP2QPjec1xXzDl8Hnhp11z2vPD7Fy15AcNlrx45TWiAd75FyMssiM4PszetF94wqBfAz93HEhhZPuh9Bt+OJgKQ3SNQKPHbQVAhQx8tBi7vgyiIm3wHHE64ZX7oviQEpKRowFnmsBFGN30LnW/MJGjeGJp1j87d1OKEXzcu/kGZZNsRBoLX/Fd5KBBo3yyJnatlMabEIZl1Zdi61yeD0HJIka2Yf0BORC3N5UcBpME9+f1+sqQzBuWuK0Yzkupjcl4xSvUK8YYWd/7J097ZHEKxKNWf6fsnrDhdpfzpitt/2Ya0V+NJeJu8Bbu5oMumcF/cNlasgaOTb1NovMJ0KuPR0yLX8khg76I5EIrJjf0bRN54VcBaku/15pUSO4Q9WIx9xDlsr4ZgjcHPNNXPk98IR9pGUgZ5APQfBQDLaxOZxU3duxIV7mW92JRwQvpqcabtYlZs1bxBkFw0jmju8MwHx96Re+OICj/35U3QCX+XLMOHzyopBxjXrXSbU8RIHkyPP/XQtD0a0KdjHtcOwlOr7xRoZ/HKow8ciMrHqR83SO/5mZDjKy+GpuEPSCKkxaenlS2dNnNcTrvYDfroKsBwiZFjqdy/z4Fqt9Sr5iPWabqJ94xFe6o/4uOFcY0eI0c+CNUvd/0laAeJjUXz42omH0wKwC/AcbUPcRh2RwAMGYPUSsdXhOtpSSvXI7q+tm6ozBZlU2tmAZxJiyavt0FPn8jclzUaG8wz3vrHonC6WurSf9Z72HRiPG/g1eBHJzQM479ePRk+bXKSi1RzxQmRAMYCW+ZYXJcHF/PD2YDkYkPFuvANAgh/dKHoXHgQDqia7y4P+/v9GC/v6QlQ6fWwQCVIUBUg58WpM1qWnlujefPz7soCynRCTIWNVJZ1Va0im5W8GJa5jr8hC6oG5i2FK0loPPa0wkQBrb+d3qPtDetibJquuw0i27Lc315E85xsPfeP1dGWmZ0JgKM1TWJm3abo5YltgmiPLtC51bX9E0zExClL0Xj73sg6SBIovXlaYgBXz0vjBPacsmPj/CyOwz8/0kE/NxU8iL8AufWXIAUxKYEJyBQTTYZpDvvOnZi3Squ0oEEptLfhxWO9S804UiRaqJLxCz907k/jAzvkdyWE25sKMe642Kb35jvzFOxtJBy3MjCxCvq5HkA0yXIFqsXt62QmulBAqI4Q3vBsnfmaGpkhZztb29XA3DSBsg76/XJ2YpMLaQvXTP28WbWrMgel+9fwD9Y0pUPpMD9wFIGcSWMMZJlkDzbDc1fjqirs6T7A+bM44cePN6Qlkm8JTOESQXqMwNs7trxV7bqW5V9A3of02oUowh/9sDrema+lszVRIsjDhOt+4uIwBtLQ/mBmzbX6wtKFY5y37P7HXGc8CQf8THR6CDU8Un67iq2QrfCmqubvaDB316foSZPmSkdO+qz6LzWA09xfm1cbXJe7fUzHM2/nNiAcOnwP8TPYAXx0cHpCYSSan90ctSD62yaVE4ULcOiMlzrn5pSg5tuPWHgXBBPOj8nsPpYEDchY0EaKk9ItHp4nggSsT15rgUJ2wB+MvmACAasUrgnvi6JjyWGj3F+4MOd+xT9cLsPiBr22ktk9fGW9LytA37B4jmZ3z84KV2yRX/1e9cfqaJNGNodSlNpvkCYQ58fv1b0Z83wfXeWjkh5ghl17ED+Cv5BfuGrA/MZ1YK6YWjMRNMGMkbDDSLS19pMAmbBSJyjfnSa7QtTWhU5mFSTQdv0Vm3xl4TRHj3Q3rRYi82cNeIAEsIAKf4i3QblsS6bp1uTkbi4lK83TX4zrK+XhlBJTtSUERK7ZWho/zkko+yNH9RmHJwkNaO1yOMEaMPj+yaW6mUFRAqwBD7Pj86KjZIdjLn5jlIlUNrXOKNhZ5SET434zgb8GnkzthMaLckrGJrcEoUan+O/dve8nCYqw2wzP15JPhoIUEKu9EU0ZqzKf/MlhCF4x7/iy0yPOe1A/Kdw8+Wdbo/fPNtE/0/m4qTZNquZdKxgVZgZ6kQkrk7Wa6Y5TZQ+VrvtadJk062hw79K2Uj+K/qPRYvkeNAhgOUX+ZeJkVaxgkNdoO91Vo2LMiLaO2vg2nYgm+hfAEZJKWtRzA3K8zx/9nxce1C6aa05Ik+qdC+lyMF9CVcbnDOYp0uQR/UpEknJ/fQ0ZTE1615qt1UwNumaPWpWjs8ZSXdisWm7FHlvRSzK41y4fJzyCbHfeA1pSN9qwhroI5Bf7vH+Pvn2x5dvvCpibGGyKs0LrcPhHhchdeOGvy3qcKYAVYpbusxm5BEgzaUIrPRPfTJINDyfiTxvIXJxxiuaJ9ZgnqgVNuJtt2HNE/xAG5PmoBwH6ViO0oBZHO+WYJVKS18zFEkEp1zKXbJIbiV2bJ7qYSYsKGelBqkT2E/em8d/62E1UivMhvZY+0hlwxaknhijbrd4jWu8o+rJvZIeQNMARbEEVdEA25o9dFGB4bR+MXe6LHShZLoJG3BHoXh0fv08PHWwy8zpsL4cQg63hYR/xy/mOJL0chb7XG9t1euEwUINVBL2y/9ZbpEINDES4OW7CkRqWBzXZDgZ0tQ/o1vLci8vQv3+OhaUQLGwA5m4FvAuMSmbSJ5j6sl4bIvKC71/ihxErImx+ORLfyhxaLuOx0wa2vgXrc6o2fDz5gSi3ox/nAUXTIxftVXClndLmW15uBQBtRQxG6VlRq4y+a+qWhLNZN1JQqiVT1TKgqfkQg/PVgMdvcJjwkoebKgByBoIw9K0Kn6+pFtYaiTVWb8D79/6MXlcKOQG4myYUWDa7YLYf2ufiGIUrvQucHBrHv05bs0TmrHNYFAVG8v01e3XmWiU5t38JmgPOe9SKbWHghKsJpBJ7xNM4mCd0LycX6hqlaOe2lLh7qLuoJ1H9Q9sn5rm846WmDfw3kibHmf5+7k1WEGqilK7SVTtMllRC4Wq0jgG04yyTWf8zYa26xk7MCqvUBKpixZoRxWqmmVozGO18fWCWmP85llfPmf+bsbfsxOQgutrAOnGJ3114SXc9hq8Q9Hl12rZ0C+QEG48pT8kCWMf2UxJwe1FSKcHxEGaSqGgiM0aHRU7Ka5EFKYF5HxOY9GfnlMXQLd7BjoXaXW/SsBjQfq+w/nu/G5PZ2kVF0o9zwDhhgPhXp1uxlOqD+rkah0vyM1Wh+EuPGS5AjTJFU3BbfEakl2iy8sHI2WHYHI0u66ZDKwkbTCI0SBS3O4chvjfXwBQ8S/dF8waR1hmYHzHEQqRAumosT3AJjOt7lRWSicDQIbo3tZre79FQ1IXMm7wWMnUzaxcFbaacnC3/zqdD2TITmU60HJWTww0YMIDQc3iU+TvScKF+fj96Dfw+3Qtth/2npamznX5chKx6Ux+Jf0qVf/9vYzqEENopY2+Wbp87AK/WSsUsJRLN2qOIGJcA2QC9Xj0rJq6TtcJuThJZoPz/Y0TDCpKsyqODXBw701wx7kTipgylYR1C/+vTqQ7GxYB3jayE3Dw02QnFZL4kU68k9jD3vkvuBJ+Gvgjcosg0ev5oqF0ViYzVqxms9mDHKivkOZwxrxvFYjlgjLHZ70D/kx7rxo/tbdnVXyHvbVEsT6MhKO6j9frXSrEWWaoHt3vA8VrPJTD5fAeMLiX6T/LHDxvBu7sx/1nLkeMqh0gVoEe8M7xgZ4sKApE2t0je9nDjdfVY8+V6abWDk0L/3t7Mpv9I93H08nIIOKjM9erCArnNA4dY9dzA4K4In452v1rpccH0UYJsVLINK4kvwwlVF6W/sESsOUtwBvYAY6UXaTNC+KSDNo+Gar5bxdh9uSdvFTd2fadfFAjn6sa+O9cK+Y3vxBzMXQlkhzYapnxlaHWouZ7LiDxxQXES3UvZF/q5Berju3tB/prMiILUf7dHhEL9p6qpVO84/Gw+BIaVPkHS54E/g/emShxgNjOkG7M4nXhIj1esocl4wPBf+WjzoPnZeqSRsgJVieV8AAbux3xHqT2myAlBGqAenf3a3BE9qi5GzmiCEcoC2mVuUiJhCEAjpWelRjCZ7qKKsT+5n2Ki7yOxRIn4ejCEjO6dBZopHhO8sO4HsJOCO2CPR6zRfLF3m6AIJPg1q4oC/IQgWF3A/wQTgg/E3I8/MVFHk5zVAn4AAMQrx3LpPR1XH8MJYeitEVUMBoi4X+3Iv5lqs8s008zozNNI6bASq8Igu6in8bGVD+lPm46h1EaeQukkdvYFkCegtZ2Rs6EBV/ubA3E92xoPKdlnjQYM+RY33c83AuKj46e5D+uMN1wg/jZrOB7dXQqb13nuxWsQbr7ojMNli4KDa/+U7GwpysCqIm2eRBw7ykWWeFN6/GkOqUe63edy686RGJGGMo92k7fjI7/hjFoQ0bPAhGbo68r5Zn4Cr5a9ZKyQaxf6kq8ZcA7te3ailEZbRUsPAHwoc3MeqvMFgs+TrNVH/E0cwEbpvl5G81J6yE83tCaThPz085/ng1LccoVYBWrrgv4XkRH0D6ijp4utgv4G5+BCsi/qKmYeULXEYa1M9gclUO0Bj92IEigieO0TkPXS1s0ZUyIxCGuTdnWY/dbCi+0SrsAn6kMev0VU/eDCZisUc0AHY0snEcYNel/lWwzMiOFDNury3jUAH4cj3KA3AhjAf60r/dQRlbOoqtFm1VCrKDAE393AooHFSlE=

章节目录