第一章(3/3)
eEAkVft6dvykKCVXEFHDvQRLDVcGUxKnWWmUquRA0Y5Yb6Cseuatsn+ZfjIiXEJH2wUAIXZHTE9RIqJkzgXzvm4twADzFU/RZofTvU5rsjYOUyyUF7cL62ch0F19W8bviSiqcCEPEMx0s7mlT8Gm/Ddh3GFBakGDOd3RVGQZVUJJ+ZzCheFpaJ+/DKuIq9GIgzvurVg0ssaUeJ9HcMQ6OpvCHZ0k+W+taXN+PqLEadbTWf8g6d/WJd84rmchn6sAyhW0/YWEDZXvmbrVITmcP8eGbv2rKCswqPLrXiChdWZMHDrN7ZGPJBgCFJEnC/Rex6z3q+PgWUR+pXk6dNYbB6LvdVUHXJOUc8wf/8OxraDlfdVvnUmTT+LPCHwsaXau796XBYpOODkgzRqgBTL1bZklOEo1mMCNgbjcvoRZL6Wsomak4raD1txcX26EOmpBtiZhiSAyAnOY9LPHILhH/7pJNorjhGHREJmQeba7yLgtYCNJKBexIen88/UGa6WNVhEYbl1ikXqFbCwgTMP+DEw3XNRHZvJkFBn1tRRXPohrOxtIPUQ2U9/fUAO3ZMUjJk2tvcak0aTk4IUu+hLr1OqFfC9sOzg9DqKnoTq6ByZ23NAmUSEoAvcAwlX9wHGTgtsSSPl3nAs9mec7dyr9vFSG6yu8yoijjWLcktC01rjEQJ4O+rmBXIzmgWgPAL6NjKmC9LBlM+Mxd4S8JVzlATG5yUvb4FXGsgFr+gFlHEcj4ar+kWRvyrUtiIHfHLlOF5NTIWW1uDxAkxZjsu9qNh0RYL0XYFwoOqe8n08W1haeVNPfy0uypj6Hbth/c5JX4Xityaz3GN1hsJ+CM5tFY0MZULo2/yveJnkwHz3nGHL2OpGQwxaar1nqeIiKmkCEfm3uaejDxtFHudyvqHKxPVMdQ8W45TpdXgq4A4bLrz/zXfTm/bgjF3to2GxeUYtpSjRrz03qDtbcImc5FgBwJ05nRfKbfUtDiJ55mXZNoJDMitEzgdiVBrhpOOgzToo7BSftd8uYbWlAs2JSp2TjFvNUUSj7/zpgr+i/VNEDtm80NVf2ss59CXcMIy53x0bnGpehLLe/QIdA5qZerSt9DsJkFjBaE2laLw9c4xN3HJPKERPjYkMFOSk1R7Dy82WJQfe6TyOPqEwvERiAaj8NjG6QTOz9xqfDxoEN3n0c5j/EgfV0zHlHREYBscM/3bAE6IWiDRH4ZT+JmT8vSa+lrEIip+c4as277NvUhFV+FsvUtvBOsBgYQnzjHMrqX/pu/sQdizGpQBpGXCymALt1akTo3eImx+pEV8NL/n2LGIVl6XqDde44NbxjCr9qGAULDRnHFB1M8I7u5an5nEsf+yP8DehGF02hOtUwsjXyzAui8R9Bs5Gip/PH/UG3/uEZw/MyT4bUb+8HO3WEcuH25kuEvyPw50m0AEEwhD5SDAaicWXMiwQvejvZ8vwyd3gwnojszOblmKybEPIQd/XcYPB+sVQbNDn6PlYF8bBYdJt4eXluTw1LE/zZ//n8xv/2yiqwn6+XECU3BB0WC4365apNILY7go+Qg+M1M2gT2Sznaf/Ix+abr5QIfX3DoyOrnuncsK4F6zQj0J/8CXRvqMVqfXUM3FZ7IoQttvxIfk9SG8qezeR6ePNe/lqwkpkseLvZZ7P5tigXk03fYswC7Q87YqLAxdfvjOZEytdYZuluEG4ZUHHYwy2B1t9/1R16KVhL7YVvWgA5K0WHHfZX7LJpFjZLqnwgWAbjLWCU17GDxTZAA2wVnKNyt2wBCuAZShyXnXEGrmASqtHO4pYVAMIDkUWsYuk4udIvtpb+DCbPS6K01d3SpPOlC6GxAv5hubPMoW7lqi3M7q3fuLTs05+XjIaSrjvNPBvNJX0qpl0/HpiCMqv1lpi4AtONMrNiyQTsGC302a7sRfQ+sKALojardmyWsC5KmjLrZSiD122j/ZlQir70nVxDSnTse42hXBsQ4FzffRD4+f++28qmxU2S2OOd4LR2szF1y2UpSRqObMDxWLIeWH2rPaLvVIkDANycnfeMHLtpHOM8UAOoL/d4bzkeN784ZvJzWr8sj4P4tImcl0jjOYXStyVsRLXLEAyIAtHm/Uxzy/lT2AaO8ZGBZ8N1UfSXUY9RNnYc7E/vKsLEJoxeVwgiizFZgFSao/5lSAZEAUShTeFqMXV2ydP6o2vMMWZ1jKMq34gPUVwADhAnf60AdJ2kBqMDPrhkvXZ8UIgTXCGQSo+w3OgIDa6pZoLk63GNhpmqs4obWYPTNJK2du+6OpR6T3kgzyHeyWDDF5tNq+inq4Mg7tV+ktVerUMM8wxTBEigWDfH2nFcZG46TK7pRdYz+Ec9w3eLQQ2dDInJbhY7BvHTjHLQv9HfzHTJ4MHo34c4sIrlC7I0wpxN2r8oDDaXpSFc88FhPncj2GKQl8HT3Nvq48mwz8civ6kZsIIXOtJo/I90cdDwPPXenSB+vZL7WHsJdKrhEePP/2MGr8OQfRkuSsuzWYSP+6BcjR8DU1MeSD+yeLMmvN9dg715Pc+F3PoNrcIak0jA4NvXVYgNwTzd5lKK1F4X0yqlCRHvoON//KlxHG9oF2fSnT+W6uRYsUO5Fzw++lz5qDTKYSmZ3KH1uQzP01k/6i96umxoUhxMAEeuTlO0z0XzAOlRGeTZDEX6MHt8rdvwP0kYYTVpyLm4GvmIHrPFMGTRg5AhbyngAt/MKpNNcE7F8T8TQ3+pE1eGtfL4ghiu5WZv0+3m0hA4DKPe7HW+0qiCFiKHukBHge7SE+klIghPYO7Z2PnKNi5LwwjevUyUcZdgTEkmnUyRZ2VEZ/m0SPbay+XEw0vbhDJfWLTBNbC0UaHYr8q3wc8/jTkJV3FDOPGHIR02xWH/ZbXrTLMomrBnIlBu/nwANWawdc5JN9cQFAtyGujB7FUS3OcYakH+hJ6RlGK1doLUbNF6gT7CWeNerl+zDm36Xl2Mo1bD3704kOG3zFRu8SM1lYtYTC58kfnNAjTmDC/jFYzWjaxjFVKA6Nv7I8fNzMPmnhfVTAq0WbFRcz5dgunNLIqXZ3YaIpdsHE39paekRhTTw/9E96ixiwEI42zRxzXg7sqLMhnyIRDemg/U8kruuCv1RyPSgI6bYM6jSBXOOxML3lbDVAvJ75d+6dZ4NdmdTcQxtIeZw4dtZlFWjy8l8YIMXynSKBPeu+3/gMhcR8++g+KPqloqCGa0yVdGOMQttoBbc/mgvNBmZtRaF/UPmWdJdU0eid+zU01uBbGUk9B6/qVhvRNHWLrhYXbamLvK2TY1ybkxgreLjslu9BiymVVNk2jyekjN1PRRSEv+ZzrEVy139PiY3TqAhSt1y8gSWJbWvaU6QHfVgY8o07K4uJC3bbp/4MU3s83y6hWK12b21r47mXQw/pnxypA3D0OUMeBcyRTB1JRSB87/uuI3hVu3nHV0692Z/TERkdiz5oBwl3N7cEHNgvR8a7WDm+gD6sfw9gHFs583N/qg6AdkpVFaDKk3ORaPdzIEYvOUo/FLSYrMrYX9gdcI3UaBT+RfQt/DAwNvUn1xdxuAntE4VbhNmXIfIvrCdlqUCItkFfMtPE+EAPMfQfBDRUMxVkeNsX8qXl2FwiFWCFa6cEq6pNSvnj0Tgsdx7CHstJ/nEgwObxbYWeJdLL4wL2HThFgIXSL7pXd1sFQZINjmjkPJ2rf//BSLCt63zOXi506LCA5OwYSAsvPwDOUWT90AOj2XpPZQ+EZND2HSDkGitmTwZ5pyQEmBjFLkW+i3CZcyoAHF/R81bJWGYq0gMYd3+t7ylH7aKARchDTHS3CTD+dYm4Ul7PTbHIvR6JuOnW8YuEEhv52+U1JxvokdRQC9/UO0ehLxMxRpc2bygQtFnSHrthnfLMdWEJ4Y1XOZpRmgBn6E5FBFADCHuF68RosDQLb4Pei/xGBGsa9t57lVKGcnyTSP9oInPr1I/K4VHO2s9O6iGlcRWbvm/Kpi6yA1QXAFCkl/tTtLS6SfedALskRVG+oTz2RUL9EXw2GWBm8vxlWMiGT1R9LlOC5wajqbJpGSLdLbdez7azD9HV9tjQ3jIo63BEVYRXzCUGcS4Mj070quxhoPfc3BAnpYXaBGWXSvwFrIsTyE0K/h/PDHh0yZ0sJLGBqGIoKXJCNVjSSyBQqVXDDPWlNWfKeeDhxLTdoJ2iHqJUeuRcVvVRSBItoptHXAsI98WxaNJBREJEKAA98tW9okx7RbWDjlTyGDCIkzaRGaz5//f8wLgnzbKnHVcYKxEcyAx/ubKnejaMftJGaQCgcEeq7manPGYD0uGRqKcxdcRl4s3dkL8wcg1WR7uJLBh2Qx+5n1VM0KTzxGJqLyKDZCjtiRz3NWk9Ck1ZeWdgkMM4+906NxqunGhJayBJDPCTwA4KUpkKaN+x4fkrDUpgKN8gz1IVk5YXkNXW4EAlwJn6TrT+yaHts3FfbM0MIPe4tdxlbv1cioNKo9HG14xrVMX9W2yHmTOOR0h+IVjCqN5F5JSBJQPWkylFIh71M2rgE23KQvsRTbl/Glj8RwRIX4+cezThaXEZ/e21W0H6zrl3iaiTh0Oqh3eHqDr65PLpLjqohlZxl4PuXTR9RvezCtmbuv4lQgrg4q6s4Pn/OkIhQWr9kRBWnCDZ3e9wlPXmi2TUa84IDbAyOhQBULdwvppZiiHrrHz3ScwmQRYN6nglasVtIxUCcodXNT6ilO3OQFlLtFJ1Kk/pzKHlAYmLE28tkQ/N9fk6oG2BwC0MEej9JYiVmMpakFR3nAOFqWFgGCrH6W6TZoajmzYGs7+WDra2jDLhIohWY0yWpNxpFmW9FEq3sf8+W172dDhcIk2IUfp2L+lzELMWXGKPS+4iFAVdq7EurMe/ED+PnppaUkQwXHfT9dsVlkn9olBTviRyQVOTz7g6eJ2f/GFdijo0GseTn/hsG7JzbELWqX7g13/ZXNgbbS4whn/cRMaOG7Izatd5ngHxpPAZKFvPH0OqCZCIPW9zVog31kuyjymmWFcK1jTk3fk1sgW4eMIoyLLrgZmdtt9MtChZnhxS9V7vw3+zRqJArnbenfsz1UGbti1BBFpK/qSC3ZHTIBaxcNX3NQAKtOgkPNLpsATNQ8XqCHPXNbyVIR6gvoqrJzH55PVwnFWjfJmMiYB3CcKfyGcZYOkHf+ZQVJ4017ed/lS4raHpAnhbnh/aEZRxK1OnCoIWk/Nx0EMpChZwkXnLlKCElCBpherPTHYp+ly7HY7nQQDhDKh6qJFyZj1LtrV4PFV+XCTE5WMn/ExiEaoV66UZCMEe01C2slMqSElrfbz9fcqsIrraTHBBVIJl5R7jb80aDRPsNuYOD+OSJZCjTBN03d0iuQuxyCrOLF7IV9P0CsCzy5WMgFgDWpBmy2GiUAhwJWibhrvJ6ZaAGEKPaL9KGCa/lJYbaxvKqno4xgrtrZwxO/PIaUn0Ax5ITCgoPXP5/SCe6P2/37RjkL+KQi4bOXnb9JM0fSLsV8oQfDvso2suIR1IHR2hwZfHu3eWWZbx/8E0bh0wfUk7irUhLEiIL0yrfokKyyRZhP0OacZsuP/ckjWzaokOehaodw19ncUecaKrl5iwVf+s1f1Qp3IOo423d2zKHhA1dxEY5N9Uqk10o/aeyaF/GNiO6AcA7ezEmkbWYy2qqu2Bwu0PA+Ru3J4jRUKIcWJopDDIR8TETqbQIus0xzFu5PgNKT4sTBNE0Bwof/fY1UY7ezkyJE+5HVsSyTgSNReK9b820ECDj8jhxQLdwnVHfZBoorMWo0tuR2YkBHkh0Sp4RgFj4pY1edycqMKucl0TFT4i5GHklk+NPscpUD8jHcE/9p23a/0Z+hIzF+OBeQOXCcG9lEoqo7et9oKztMDzkcA0QpFShSXkgXoffryv88Ytp63IYxdONvZGQPbg0jPlLOQ69fDH2tg5H1hh1FpsZOM+FZs7Yw2ZqkMcgOQnJOBNpy5XvGXylDDVHWN0hYtYWSx3PElpmfyPxUUKSIOKt0C7NshLcw/nlwtgJ9K1rsDoQpSLCcZbaTXGDTCqLmvcK0K55nEadubS07hn2zFW6Mbqef0DCoOYfMRF5ItdkIn3Lh0TdtAIr/7FkCl0i2mN4zMKQhYCap1Qo267uu95O5uYU2ZyNFKJJlpdUUTPEkP4mbnVJvIb7fUCzdf5NYk66rXlmYmccW2/bEUI5zX6K5bGw3Dqu/ngbEyzRjOF6osVG58Rc+71YAmIMGtsqkhuDsYovLV74c3FiszwiGx7lGMuXOOGTq/LMLlNKZthc2ittDCv+tevDiuLybSgVVcwSiR2Dns2woPf5LRlN7UwIREb0YOSMirSJ9UZf2BGz1Y+PFIO/fDEOxLsGW3BYwYuKeClA2+fW3cavFnEQx/G177v5/7uv9F0pCwvS2dYR86u3Uvvj2uOAZSAbsqbSFiDTw4IUJ74nJ425MzzUBk/4TdU0MRQwgrSvVwREjacgG77ZOz6kd/o4XP+F8Ff8bPFdyn7DsE0pwEQ5Wu2w+QjYxoy+SBjgRPcaX+9n/TsH8hw6Za+2J49e7cJnB+nxyckvLxL4r2+p8mGE+C0rZKptsTu4fqNFdrZvlGsyDgqiE3cBUJPQ+FOI9MZKPtGDMPvulbi900sCwPwI5PakOhWYOHIv7cxLjIdTi6G2Ej0cpxMURFWbyeR1t5NdYhhed3vxUoKvlTOj4kTX5M7edooALeVQtekI2M+LlysaHSKc1NjSEvFl1ZTpK72j9n/39ZLp4G5Y/k4ggbmE1bqbrzNWModYdEgtVBkjBgsBeiYphujY6UZ066f/TNmStuToBsstEV6y952RXJszBB0+nQMzLcA3eDzvqb/V5CUXiDG/8BEJBLLLAjjDLp3nSSLVdijSx+JCCphQYkEC6C7K++2yFPuiqqQmZu4FybUhgsCps6UmsaFabWWxHaM5Iyyxrrm7HNHq/FTadgsZR0GhD7JtDu0c7LWP9MufHCDVXaVsdBRTH8feTbUINHM8Hqa/ScqWzRZhDuYeTxLQq8P/KGaP+yPfhrl/A3SGc9A02MJatmQAnb4kRj8XHenbKRRjj1u1a0MBL/ggvuIkgmDQD7MiROgHGO6a+2znEfmv6Sa3R2fAiI/Mua5qBCLjYD6skzQgJMuP5mXArLpXX3RnEuPxhrRxwYEHVXX6pVu1yjxIyqLgr6OMY1aVlnE8Y0RkaTjBYlfoGND5Twr9BVaBIH1dstDQ0MszLAdyxi5IPuNH0FdBfUFLMPXwn5pdHNdbhplyynlKXq5zkxsVxnFqkLIx7EO5gslNRuz3RTpjw89GRlXny2svIR45mpxPmMFRf63a+OkVqSLGsldgtfrP1tcZwZ8O+Ck0ED62cAFp+l80G7IVSYFqhfJPqryImRDDdShUTAMvOH0cmwU+eUQtl7rdxlRLzLHTrll3bvzWMHvqms69g5nqQ0R3YQGZIsq5iX3utegDdRaUYaszmTsGhh0WTLPXhze3dgXK+ZxLCHBsl1zimn/xHp7Y8POob8BHHy8+ig0+2tC05PJbvBQz+5XGw1841b2iSCPJualWY7qPOzOLilamZ14NVzuKZxSNw1KuzTkVjKeAfS3FITV5XIfxvbXQvRICKuI2VVOcWojTVzqcxAzsULK8dghmUVrBFf8JGkmIP4zWXnURbCrwIeyMmdz5UfJl9o3xQy6PMl6xN7kZRBbEDFnf7HDWEMeLTN0Vk1ZekQ+CZVW2v7HVI+iYrZqd6goVhCb6JS9saHEe+037rC/5gEUztoKrxxpVVw6O9/M/n7S/i89j2Ti4r/F1Wv/3kmHaIiaqj+sfVsW4TOqmoSHWC7li0PLSQ3LziBsoLkirnwN3PfDlv7YGLOnDzjpF1sRn+qa0aRYu/ajnXWU6hYi+sOaGtXOFUkch4rbXfkynOIZ6ftT2zYlE0Zf3RnZw9hac6btp8oHaL1q1dwGm8JjH6PCGedRtQ09gvaTxlc1RAlvAWmGVYWMYI18VOFWmiRw==