第四章(3/4)
nVYYoTJvdOhosoWiqkKNunm9PM1oxIC3mcVZpd3fDE1zhA8NEXT73T5DGyn+srURbOnOLS/cfBQ2VJ2FLfP0Xbs+7jVzHMdvkLUCtPN1XzKMNmpEfwouCBjgZlXex/pUAj4tLa4BQhmbor8RlWycyKWjoTxZ2Awr+5KHayVZErgMUjJXks/zKEyG8JCG/lc7Kgs6e+3Q4HVmZYAh3Gfku6dqMqVCUJ9GIsugeZQo4WhZj3IKfqnTw1p3FqDCKv/WHhcmOgHcpBU1kMe4eNTnIMX17DdKSHpjeBQ6glPZF3SVn5rUupTCVhEcryUcEDN0sih0ZEtCBYIeLmvlWsfSaDXUTo/vfneVmRDQQ8M1m9gtYlKT4oy73wMiE8G3jDYfj85lbCeOzLA7S5tyQQ4CbNHuESlSUUV6TjUq2ppHwYXtgkaTo9xGl/wgCHNFbwIvpcX5mtO6P/fRYw5Rl/VZ0OFmNm8Xa40wS85NW9ZjF6SnapIRycPQWSVHGI41/dKK4gQ3iaumA0OOd3yk+YF+5ruwbHnc994m/mj3uG7ovMdLQam/uA+58sjVYql2gwfCBUkCUHljeTMpF4kRV6StMuIEM6KQF+6rgjKzZ3C/jq09ME9PvmNX/PkmrsUCD/DL7RmfO1R5JMGsHxkj0bVk7YpR4um1yZAWFHTOAJXlZDWtD1hFFSrPBKnW20uuJmAaW0eT2NeeuTpgbbY/TNhSduuEsNM8bgDPuakumAxEcXrl3FS4V2SI7u2g7SmE1GR3P7/9w5u3GuU7OX1j+YOYuAKPjGEWgYmxazpVU7OyYZZ4GpAPyj+rFcb1dedJWQ4lxGNcWFZAkjjeIjSIwJZ0kqzMeUf71zFb2pr1TCSXs1rR521Eq4NSg+gbtnBXeDskWyqAHvu/9mWgLS+FqEw/wQUY1VKEVKSFbdGXa6k5lqXjcposf90pEoXDK996ZmjfGu097KmqViPCpBVvbgYPCneZPfylpbS3HUIDUzOycR6irkZDSIE+7fDxHP0jJ5v2uZ2CqltBnNXfTWV9LMf6SnrRbb5OWVl68c2uTyer7PQlA0uUgXW0afHbtKqHo5J1wscttxSH0uUg5ZlbGpSEizxDXioyoyb9bqsZ//V4FUJyTLCfKgo8O59nBd7adAxGebTjqCDR9E/+M5/KXMC/EjbiMsmAXhUjWcVMelG28bvR/Xlz+LpuJu1dHgdAdu2sDFDlFvHWiqefVViWER7DABrpZgZKUx3pB/yVlnXaXZhHiZ9aUaTHUaVHaKGg++JNvBh//JdoSr2O7dE4qw4StX6+bJdDdGeKPrEIFQ+9y7oeV1v8MBrPLjmhWTLEwjiZDgJpib4RXLeF2xUAyneJ7i360FYD8xzSj+eb9Q6Nt2/VCp0PNAht6goYBYR9OSMVJ/7Hq02eJKgbTIFgkjvHjW5tlrDomwTcsLcAdyPfqQUi2GFkQwE7b2Oa1oll1+z0+GEqaVk9cXnQITC6imevL677oVjpsFydVsCsl8/mBwBskt3TEFw7Wi9ujHkEsGyRY7pIHhwqUI+hkq4Fj/Hffdbnl46RxQBUZRImsKrT4KeD3W09P7AFn1NnG/D2s3WmrDCmqvreUzxgcl+N+Vf4FPy9uNHhMUX7sWnN+osPFFlTB++GZ3FrL9bbltd8f0HdZr5UAdytcY53uEU360GjgPOOMojOVkYCmRRoKJN/F8OtiEgf4hA6D/2JT4Dw1pewGUt0Nz5Vw09EaaC+I8HHqfUvvRMxYuT9mhoayHf+ypzGtPsi4yLVULkFfGfGY3kaDqR33sVjLEgIN77zAEfJ5z6ii+iNQG9qVqtPxo+822Z3k59Zxejz8Pq76M+90GolU6HnBKlMDwt8HcXvPO3Zy/XvovYFf8H9L4em8tzjVvpwXbX8kB0jJ+0tbktDeaZeglzLESzle7NFuvHzqTCzNxZ61X2ppA07tfxQu/TCUi08SjvUa64fSpPzVK4d8Gt2kMPqpTmZjrrOB03u5gxgmCuYdqS06Du09I4gBaVEa35S+qEM/wJwFIzEl2K8zxrEvxeItRh5qQ0/AQVe712BVekPd2A1+0K1Mh7tc4FP3A8tkxqbz56JT+/WMwb5+jtxb+FcIf3QfZW+e+/TNFQPP4qcR4pMawzwIcvQXADVz35hkQ7+n/sPdkBZE5YQpSDdTmqbyCZKG1hmkDg+vxpSALLuIVOh1YLdSrM06m47kJvk2kRnlx7yn3+v1oLYw+0gOOE7g2Tjws4v8TzOp+kSvXJPkz010bf9pLHAm9umOiSQscqTosaktnfMfMc1PrjoyGzuvJYJQPohU8Tt7gmn5Dh/4AJhPMp3taxHAaFQp1vVh3CYT6RqTwz1yMMRnmrsowPzh/pGBZyN+TEdWOikZivwzTzzoVuX3nawJnsIAVAUcT401GRGFlTXKPagSvgDChkS+NLVc17pXAZ6cZB3yMeLxVwLpa6+F322iLM8g4xTJR1QpRwa2EY3m4gBte4dPiZtSIJRk1C/WgtE2y+FNeP8OAVCGYFMDw4P2Yi+dAkrOtCJGG2AVFhFEfCiJwQS6nw/ny+NNVJ8Zm8OXKAzHI7D7Ndwwgxy8XqAwUZnhiOuxtR4+TrkVu+toskFsoYR+0L1jEwrJnz5VOYs3vTDp1ZV3vj/k4sxOoRe5/1OXSWOYQUJK5t4ZGRcrqdbIMvrbaTkftypvb1Ew/SWVi56E/pKqUKc9PkJIAzpBbs6U70TPMC3164IAtBZ3MuUlKymKRQ1Eefc+LA+RdjUMnDALHICFmbmSdRwCoEXkS5EgfCCDXPQuVgkiVnDie4kPdiExcomvVLDDa5kXULbS3mAqI4pgPEfWV1GCpsK4dB8oI2aTvp8yo1l9HpQcP2FFxdqddQzh3bBdu9Cy0/mrvY565shrBkOn+dwYvOjNz4Qm+MQQltF+dsWleiCw8Pg1E84yy1zJgzb+pjEAX41CXZlmnIHSn0HEBESiyAK89KVzQsmGQqRAPexY5hDwFxR0wK45CcDHEZfbGd52caw3IMc6dMuZ5CoiaaYHe5YlnIHkVyAGCEO8T0k34BjiKbvGI9Tr/mm6E7RoTVLYczSQJBDIPE7rvufA9hwhJ9ZUb4W+4++skRFeA1+ue3bP4MlwhNJZvQVsJKfB0US2OXZdWJvhQlF7pJE4HiynNJtUBk4rBAMKD1X0e5rOruWIQ8IOeiGdJ8AH5KSx8Cq7nJoClO5lv6Pc8JbxNgoNxCFJGzdu8h5M/WtkrI6+Q6mtyGIHthXhMF+j4rgcM+uwmEyDhYqsIINuvFERrfXM69E+RvOWfDherRzzPhOcJu06PV0IdmvVNVyx2qUDKgiS9aDsippLeGTT3UX/GqQq/nKY2LqBEd4ebPGjLzehzC1NjuzLrulKFjS4+tjX4T1vqsmXHqqEYMKnSU2tM/qjwKtFYdb660/mYcgLtl9iRwMm3nQcLumPyF2E4zLp/PlNhyBcM3as8XeasGEjDZvHXN6xxigvu0y/yKG1lTapNj6hId5te5M/mWPo2KGpjnNTHESSz2bB3YsJBKRopXLmzi10KB8WdzvNQECqUAeQrUD8jf+bNTkcUqZFo2q9Eiea/xb+tSI24TuYoPxCC2nFoxM0cvN3YbLIX3yURQZaBOEY1SPfb9VMYPCS6wzlei4G2udhw8TEGM1SXznD96d5fvco3sxezQyEQxcwOLzLAXRIdHrrac97WCkn04AWSVjg5crszcMHomwG+vLup5NBaOBjOkCwjdhmh5OS0yyxVWhl8xOh7x3ABKHzuN0nGFoF/wsHYcaq+UMZohUFy8453N3tuJhooNpzrRn9cT7muaqLrWzANVpvdYgQNqzcqNHhe9VqmlqWolLPvuTVlw0crD5Kd1RnXWGBI5mmIVY1Tred+mcx2/R4cacgZGbYa98c3d+urA58gPbMMU0j1ExtpCEhaRTA6EXnT2n2JqBeRFmII3JYuvFUdWl1xQTPzwu2fWTAyKhcwTFbH65qSf9QRc7yCipF3RpK6+ycWjPVdEQ9iwbpWjjg8ICxMAfI54GIjz4XWUgwHb3ey7zxKRQZ5sATXhuVfjyqxGtHqn1yG5vqJ7xrBQRWTsdjvcL1d8t+/MU2ppcKkp4fCjpvEpd5i9xKNtGbijViurU0r8vT9vPrE2Ih3NdKOS8hI2MeQr13kJ4PriOCWrvNFw+KtIy2X4X1ieZ31CQi/CxE/Pqg3N8W5CQFeDqI3Hw0PKXkXzUdndYCYGdMUdYCZ3AWrG3K2defhs+E+oth8BmXHXUVAV8h2t9ve07iP11xvHRK4A8P+pGwepqhVd+euSgpKqSFmfyZwkvtT3C0j1sawNvZ8NPYR6EMzFjXtJnVLZvMh0IIXgCnIFumVMIvMuX/Ut9z30NsBTjiPtkrVjEZQu+7BLVSZQtcaYrQdRts4YHTPEzvPi+0t4Rl75IUPmvrh2WR8QE5uahypFAbztzfZz6xtS32bn2jo6N9F+fqxOctW6xyDTPXB0F+ZRanKQE/2w/DRHlBKXIz9+UthKSQs9wZeuPFD2bMIjRxBmMPjMbL3YotasdwSZFrqJvxGqBj1RlWu/4j1ik1kDtXs89aNoYK6I+uqmWFgs28kJfoHRsnGMnBzdrH8Qla711hEhds5q0/EJPTKs8/KKqoixgnaMGng302yzKhXWHdg+bi9nqz7lkw0PfuT2RQoC8Kw5q6LFoz7Xg8qmXnX+KMOVqW8StC8NQRBZsh10E5Z8/PxM2MOExH6EIp4ZHRPAeRRSKuSiedSuV1Inv7u+v64/Ei9Fn6DvFZgU07vFDqUnFQg2o1UVGlvIEfyFN+nWLCIAK6vFOBXepcxDkQC4q2ALDSmT7PAL5ZQpQHrsKZf4z4+GNy/hDq40D/04NrJ2dQ+BOvwIn8kalgwOknQ8MLD01TyyqCPQEb07tSBG35kxBF1Nf1RcPGsFuU5VvsJiU/qhw2Sp/Suz04O3OmOXyXN8xPmkfmf0pqoLkgTrgK+5ffbBJMGv4rZfTon/1L/4+RMYW/xkFf9xrpEQ1b5jnLcBu32Themz4j57IPHdtOT/1bTPM9dgVjTOwQ+pf9fYeS6Rb30j0MEgUXCaPyDvcoU4edQpy2l51BbnUp4nVaHtHYnyfip7loMBnTcILu4i0tCjouPKzRKqXfdKZFBNKhH32IDO2SO84frC7AaOTzd8T+i3DyF+Pal4gQyTatK0Tc7EHT/ApGmFJz1MnUaEhOytbprUrE84vJsVD6RaNGxgLg8fnH6jddQwJ21Fnt7+xFbE3tKuaEd+4ZorWXTMa5sO+WtsRY+WAOtFWM1Twq2Z0aL/9RJIXzr/n70XlkYfKoyWGpemTxuYdGZyJOMQcTzQYiwQ0/eE0l3qoKjySNHMpg3MuSbzoMofBGu2yUv1+2ueNbxxq5aJNJFB/VV/6nAd8n+ZkMHPyxDXTkMkXn6XSK1AXtZefSI6ibXYkqhYO4sq0I2pjqJ4qh/n2ou8rGPpPLj+CSJQqej4ZWGlB8UPrFTnha+t8wVvdZD3nWAEQusCeJUSURNba5/TfSIaCFH7hO0tLkr+ivD8+hlGmzMoo6d80gBohBHYzpIGjv+9Ysjje4y4Y1DbfMB0PGtwN1mhVeUDX3HMelsblGfBNxtbHptI9PRWowSSWI4A46upgbropQAZqWczNcv3393RX6q5ha0XcfBmgAZplPdUfmbsdJecCaTNqUr7EF5lJQWClWtTQvF88hPPBFhKh4zEegJmAjt19WqbzoCuFdKmtNygkL5odG9U6nU+Sw4XHCHPa6vdHu3SDpY9a3RaufBoTHnLk7rorT17UvDfD7jbJ/c+bO9+NTtwtNvpRwyvT72oJXGmzG/mj++6DKQzXtslvZ1KKXnuLQVljPkzc9XNCsDLmjvKof5TclZ8AykjxLT46b2QJKOPVStjgr1uodbq2EbZAvwiBddGc5aY5OOctQdIC51IsL938U76PkJQuCigKQttHHbnKaC9OYgVMA9ruOEDY6lrIwfA9kkuDQ8nT9N5FCzwBXY4z+jAyEA4/bnn9+PmZgb6TCT4rlWXLML+zpYFEQNuQ4zZVOrmh2KnU4chMeaZIUM1Rhxvd166Zqhah8HcAIINwfI+hRWs2cKao0exjRlSJVsjtPqX52HESaSlveLQbZ4o2J6Pr547tlYf29MCLnskqRni16tOWWFR83htAcNL+CccV+dB0sFYHLAsaRib83wpTsW+n4qs+oVUCFHwjAOmZQeQG+p0V0gaIFSkTdMuLi9JHgDscnx9u3eUsE3b2bcxtdm2stK0xEf5nUIKOcDZlO9jqXbbigRRTJD2N5YyQzHzjFMckyu1XpXRsGUyYnAQCskDqSYJSPBySe77TxcXV94gm2mkHUCyFsaSlV7sCV0jExMN/JTNQOxrLNZpQgPhjZDhF9dx9mF3vBh6AqZsi2lxs1bqyYbRMlOllS0GuPDZNkIxDwSbnb1gYUo5upYJLaHI6ypn0+2PoGoWaYgVV8wyXgJ0lh13eSGSBJIvjih6yGAn35ZHI6rVPqVmnkNPyYnpoMBNqJtnO85zFeukyWgsqgl5Lo07Nl794+EAc81ipWb5FBjO94uuciGTpwvJ7yKSNAjFHLp/4PzQ3AVRoZc2GxHj/t0yNRtw0HFj77YUesPhSpURZQMyozdirycwThTwPoTRxBmU3N4KvVYkN9Qr5KNUXzcrWSxb+epXWV+bdbRObMb6rgi9A/mplhu9IV4uT+fT2qxbjOU/84BvQd2Cb0rHtA2fdvc8bPJy4vt1NGj0numWVTt2LmeiDw4QRYNVmEgimfHFqGac0T9GmSZ0f2b2guIO2I0aGMbuCubJDDL4wJNIK9blEnJ2pKvFGyDdXubd5vhduaNTlsas7alFC7YhufXfZkY22oHRl5I3UHpjr/+Fwaahq8YTrRwP0CHnEWzzFzMJu4PT/SgBr7pCfvOAQ3Khl7IeHMySqFHr5XPg0SGSbi/eMzlD7HMox2kjic/z0fNympEDwK/dMb2//hsvdoOd/PqAtes6obcuIGXoY14icAVDvnfuqTFFLeBfNuoE7abikisSxl0BWq1Cf7FPi8MiwYm/10SAYbjBrjqTTVeOdvAl/G0qAoNmo3r8QHAkkMI7rKbtrlQl322oMEoMq9GprzgM8UWGNsAOfx5VhXM7EBMqlsT300BozwCSfQym55FBVOG4QTfb9UQkfGGko8j2H+ASekW6TpjVU1cWntU3SAbAM2I+5cWeYQIMORPYq0KJwaSKexsgSeN4PFu1zSxCEqNKwlYVyV9YG79KChHO8H/Vv2GdhgKALaKVqsP5OXvSjeVCZBLakO5nW4Xuqjj5ijOE0cEEdA/B3pozUEWWMyTRIF6oemmgi9v5IdX6CnLdmmSNX5v+CnSbUuzH8gMAd7uDLijpOD8lEiz51GAxF1WV3oKiip1aLI4EX8t2vWPFbCzSOvHsYiadO8vC0pzui0iZ+/ghomzWaemAHmuQ52mc5tREugPlfQkfg2BXtLcAqXN74O0JUGFDO80Z85i+/r5+0ERx1rAXNHG2fb9gJ4Dj7IhGp1HP+yNN0cPYOZHEzjbBR0phz/yzh/IHJjUqHGObrPEF1sNj4/dI2xDNdsrkQtJg8i2pTwgWrX+V+BUia9ICf3gpmqVkNOnSL23mGtUE9oxNBaJlca2vLvQL9INjH4z7iyBl1rpUTnwTMc/w/FQeNsarK8LhRQM7gjvC9+nytdloD1kY8XnLgNsDIiM2/of9eytiQnWD6l3PgKn/kG57qlJWpLy5SRB8gKvkQltakNICgH+L5rzFbEifhQ99ecM85n7bJbHK2BWyKb1/65aYKly/EoA1toz4Ncz6sGwM0ld8v2TSDlyCKiyNlepIMWa/eejXIzkgnK2BNinjRA4tm/vu4Lu8h3mJJHmmGoigXF3f/GqnWbepNawEV1sdEFgtYQMXHstC1bo0I+fjsOTTdFfTnFnT1d0ow1UCsiu8W5w1QYpAbi5NpDstQt5f15lgQ6rhOer56Rp3aSlBL79h/6QsHAe2BVNxS2EvrQZM7+blFw4dRxY5l9+T9wr0/7Na+Rc8gyxqyjssUore2nQyGMm/6aDkBJB7vDep+SWamaNcEa1Yk0Jz9VTC9miYHFVh9UXVfyM5QZfoR2VlXqSkb6P+zORcQT8jZ9fMexAPFkWY27Au4RyYoSaSEo7y1SP013wIYFjSOR1vBR/eDBU6iQtfKtAEl5rJ/Cm4DwsVcpxJz/fHBUP2VGxMUEGcTJiBaGiH/pYJ69ZuuYvBZTr0IT7ml9DGQGozdNflMRzil/y5+omE+M0S4abBMyIyy/Gtj2YFij4MVKXW59EiWLLrRTbfeHOUzJhWF0ix5PzA0aBDEBzJmDkGSbpPn/B0Au259S23LXTxr1e/SoE0/QZl3ETmSrhp7T54G/PFLzGsOs+xCj5bBD8QKvHy/sg4ZX3L59AY2OQkJltG/kxzBdunxs5WJrVYaeJvFvJbmHI5LfP9+lliwmsY6FzDL2OeeVoskRSCyr3mGuJbMnNSYhg9IKQSMgEkjSF02jXiBmZ1ONo96yc8EHZoqM7M4uVEfGQTzfa6vv8bz/yAZhtWIlrGVTsng3ivEJoPnJWYccyJhAw2z7wBhrMzTCjI0TkkLDdVURQDdfaxrjjNK0GXY99jSikxR8QBBJs8qwhTPPqPwu0suqCGubZjbodcsbpDXqPzsqJ4c/OjXxLwTeOTSRk3swIUMYC0jyIxXB77dvAUBCUk+4A6HFaB2C3DT4Ll8n+MojAKNF3tO/2A3D/3gTuxUUiZ6TK4k/JevOmxNXyMyXXRfnnAzbisUJoe/Ct1XGGjIezcI4Ej80+7MOWYa5Oelv3yPMXWcx5/Aa8McdP/l+tqRkYaiBJ7nvOWpIW9nOqnE+nDEaOAPsPJdpDd4ekyaLtTIR5HS8Voa9LBCRpBG1pRYTyuJdZVejhD9T3OL5EyIGS1sVf7wV4mu2Vds+AvHppsGpvgIaHwfXimkQ24b2peBR7ti6p/BcK0MYs2dtlm8trGTZaLOPtiAPdY8UI28oKS0hYsbRhvHkoZBFw5JlFneFO4CO6/A8wsmwX9JOK221qBW54JFAk8UoRhyn0By20oLtP01XcQGqmY0vz0SnuaU9ypPKvePiH/r86/sidOzO4xujwg+ZLQNsiabRjeUFHRcUuV8QJRYFnaxAoOL4LRwwcxaooZX5lutchKoVq2NkF1g+dK/KGHS0j6ghiQXBImDBPHEwfxFTDkbCwOT4yoJfveW5KUeWCUAkMGEH123k0tIFbR+FMXE1TIkXfYjMiVQsTlJ021XHlbXwNUvMSw2x6F4A2DpPmtEzlLro6CiJEepK+d/PJuXoyVf5LMReMdf6BrdlnJ/CkcB4jwokXQZOCPn9zZiI+w0AIGLLCDPy7hckmDsoQE+TrEaFP59rro/2TzXSunSTjiKGsBAKWdsrS/iX29CizBaZ3Cwirhqi2Nq/CqfS9L3br9C0hTM9Y2GTzBRk7s/+y0zpn6iioJCCwLfQH6EEuDbJlcBS+7ilgByhP/VBGrNKoEvtXOCQNlhT6zchArd7TqpUvqMTF66NSm17yu9k/OKTC7qT8oAk2P3a9yuMVbwCW0+luR9UxKMh7xXZ1hiY2Y+v1dtbwNncXVR5r5gJU9gJQS8bJK+t5SfFjvLbKtmINv3U1KdvzNHwm89/44k3PpErH0FBYp+HJX5FAT5+/kmfT7taXw8gI1WoUzVXErG3tOF8CSGkpxhn+JUlEWkIaMeUhp4rMEiEFx/2gmwoVzHLccBj53jESzk8BH5lqvg8Ml0MJ8WTQZXBgnPtM5h3o80kus4zhddzo5IBUeTjbac1HIQ3Lbg2UML9QmrpRUEovr5cf1lQvaEOEaWAIt/jTRekWQ42YZWVppUnG9fHMaWfYItHSgOHbyQSCdjF4NhSw51r2PDyQ+YMzVWiHFi+Fma1tuCJyPjclG/gDscBmY7ysR1sJiHAuTHrbU7srI87U2f0WfUXwd94JCSwQhnJWxAurqquNs/uHIiOyn32PG2ieAXTfrjknGRzW3nJ0FIhw8n355Jhz9c2Dh3Af/X0TykFD7dRGEVHYgVsC19gch0APZyefojIJ8mdHu/1wBWoqgcuLprUMsRQxcFFdjhu3q4MjhBogKwon3xJ8M4ltTFjjWYkv7Q3PMt0Ga0n8sEbLYe4qnEzqLP6qvjmjrzVMy5MRC73cFNelOwyi06ncGgPnh+FDmrH4F6VorwLyvFCanfaTp22CYno+GAvOnreyDptQTBVrmexbJfu1W8YYBDN3Yqi226U+oKmfZdCX+srQyUs8ILFX+fmzv7YajCNDTlPs4bhg5tYgBY1ItamBXVKrl2tJXnPI+PM2wtmqWub/hClfC3bOdwxWbBwCAJ35zNynYiRC0Y06QEAobZq91Pc5tyJLlY+wwT4LpjBgruorKq0Vyu19qdpyJhCYHB7+HQl65f16Bx9BoQZEbkBpytrEtpVRSK0cCS+DtF3muYsJ+oZP2EGIQl+FRONkXU8tqG8FwfFgEwXzHWtPRwQykAKscs1t+GAr9moZTEVr0caR1aHWFjH026SqSFnu4EipuricZo/Xpe5nC+tpsKqfMztvamVV2HUq2TNdTVig/9nr39DxXNgkbAYHaHFjrFrhLZ90mRJsOpHlEaC0OxSGXxTb3Sh6uOyDD0G5lBw9uE7J91wrZmeGabK+xJb57yEZz3KmJeEfYEvHPatOO87mNt3T342OXQt6YvnfLoB5jj35A+kPMyKM6GrPd9g/AeSGd10zhYXvyD6njiQNkaCzV5eGMUDEJbjqjNPrcrwH9XVscREWU+ymQOIKlIMcX4C4u9rDZl51LanHyKmkYfdXDHRBx11hVGG3dngT0Z7v526nryDyKcvJh4Yis7PUoCREBgmGhRSI3dhhCKb/8DdzEUBvS0Sm1HL/D2yMNjmc3gZOTmIT11rxKIgELP6B82vJvfc/LyP8i0P6gpeTueQFKxBTbUxjv80VgaPrd/8tm1DXjgJmrj7lECYLONN0oXq51YRE5BcRK+rb9zhmzcdOdqbO3TqM3nN0XikCRbuGq+aWKQbaoDcB2FM30WwATpF8iuRPloqF4i1VEkLNEx09me3Dm4hkXBXnIZGg7YCHOgBRguTV5FIExoFrJCTUXxroCEctVIyieSht9Y+74nOyNHGQVDPHg2bjYH5ME9ivFAf3iECYCt0fcyFdrzOacEz5xMefdyqBaA1P4Lepfzc6yaQvj9RCLzkgsJIGIfu0NtioeBcN0uXQwP31q/75xQzhNRH7kZGRs9qmyt2TV4DOJh9Nth7e/8IV0Ci+Pb1Z4CrSzWWSIXAHS6dfiBAOktblEBls6k5Xq0M4ULHQJ0WSLAhJ0CtvIKLkz8/dHPYJHAIspu+6Rs8yHWuO/YTVvcZTEm+27y5jSXbxdi43oo+nU/nQ5c+hpg6dfNlfk8E2So3Ct6qoRkFUxatwRA90mieKcZt7hOqM3eMim+YLTFBs0B6MKQ8BVJN8rdcIYpwNau5VKUVydFqx3N6y+SQq7F87EMwyaVjY6yU1ukY6XhdGTaNgF/kOEkFFRLfBiS94MGaYe5DzTGH4VIijdQ0P41kfr63y7fAefPYKyg2VdqDX5a6jAeqf5xjpXhC+JZMPPjnwd+nxnFEpMIY6Ziv1p4+Yjl1rUN5KVTNGNCWn+F+cr+T7c4YU1fHVKrdgBqQFrjGaLPsFdrpmSw0imYy/Be7l7NBUMvM1GXlJXt4tC7KzFbwdS3lhnMyBTd5y++W/dDNihP1YjBDKogO+hL7KL3fdM/go5mRY5Nb5r/9fhfGuMVV+scRAg44ON/I4iQ1SVOLucN7GsoQmwTgS/USiqRRULQFJbiiXm1ykKsXgzXkOULAWCG49j5ph/DKEI5pUGUhg98ZcXMR6nQ/epQmdWuFFegBCUfdeaoZCPk8bjcyEtvktPuU7skEh3BOFPAr1wDIgvD5Kw7i0kSWdatUOtsqyzDsiIJ8EVKvUjczegpqJYT