第二章(3/3)
Nj8WeY7F8dlitb/1i50La9NjLupk6pzjqbdnDxdvkAovROjiHGh8iq8uFJxK6DEq1ZUExzaq3KZLgD4/u64pmAiZfivqKoCQOud3hGHRI1XOC8/ymYCVV4pg7wIJPgoXeoXesN5XbGgoi+1LPTUFGR/0NDRfuPCz+J/S1vspc6x+A2PnVY3DjzwU3dmpM7x8L4oIIoD8Z6ZUNKvLlglj2alIQRTkGSAtK5WSJvi8Q04h0uWUaAa5DXchqLVFrwKgqJ1elTAnJ+1QLHIYUlDd6bq3bXTu5R5X3veUKKs+QML1O86tMxU8zum4F9O2nUtk9FNiZ6Tqy3a5unV2FlhC9wrBhhU45IIR2zEducINQ6H+3yLnD+BJjl8ZsgnzAfz5qeuEEGXAedc5yYlYCvX4rAuvnbYwIiDL1N4SCWmGI8goToD575iLmQnA0FL984YEFpdJ17fH77WPzwq7rLkLV5iXASSsZ+G/OVDjlihjpEByfbTrGz+aaDbPMP8mdK3rn7oS6iMVfMU7vR4jMeMa8celtJ/1HGZN42c1Miel0PSezNgputwgxVABxKoyf6JZDBaO7njNOOdLWzOpzqXVmpaNhb+0hs3EXGQbSCpWXZMfWss1kIuRii3f97zNOQ91ATsv9indkVsfE+582cts7vVEjC3pbEuHT09l5/auTvLtdh/SQZtfknF5Et0R+78mI9NW1nhFx8oQBoGChVJzhA6zWxhMw4d1mOqkD1LpVF3/6fCaK12ck+q/XV7vnO5L72LBHHn4oMKCW4OJznmulBR2kdhPxr+dmgosqVUl/xWiqq34zSbAfswM9k8bXNcThoCxAuSAKgkVxKDHdeG/UkhvM/bSpKnBVTSvH5yhRU7xq62ckA8nBywebecKOXZRc9ZxC43TJanc3a4OrGfck+yQ8FjIZFeaLWMAwAlHWKprVTcGaS2gLmZVru4qG/10ILn8AlsMKk9MzCUzc6u9sef+zREsK7ceRgVF3JGjUHmP8BcJGiO8f7H/opklCJjvYzU1+Kj4jJ2wriwdw41C60t7n99dhYLvRGiP9EASTClP5ePN3AoooA8U/qwKOo7pr0OR+FmCk4nneXeDu48n7RKz+1QHBA0uMlPp+SGv+IfuJ1u15gKkc1PThkIfFlCO24GkRfsaFCqGRc11LXiTMTF9baHWYmIukLxymviRc7cyXCZFXoOYBKbh6UaGlHbjJEIK8vM6i9Lyhj3YEpdP2naEmsJ8pSs7O5iep7nY7m4eUtZbEzKSG83TsCDxA+MDw4QktmzzShmB8kzskefA06BH7iLSfC69tYp8hFcOVewbFmGhOvgjnf8E/RKARxA+D2yVcRNIeGDN5FFzy9aU4xSE5704/wjNMEH9X9+e0TWe6Qs0qLOLvIMyYNr5TgF7U4v5jydFQdlCNa0IASs8nBElI/xZ5FyiI2efibrUUUwRV+wnwxkGg0hDxmlJNSYTyP9Konhe0cr+C4NDsrW7PHG1e7PYH7SdCiK8bCDh5AvLY9LI2fAO4SBiyhX7VS9UWIGdWIeXogyC691KqDqXgYgVtVcCYJMnGEiqPTZbcSN8GgBqzG9IgIqznVK7KyQR9gXHbRnaixpYhoVBHRwkDijlv5ruVdHLoV7bYN7nJs9SvUb4GHh/6IuOP2fu2CakXphawqCC7PtCaSPcQY8psZx6mcZgEGatOBK9M92q7rv7nUwQWE6Wo/+vUO6i34W83y9T0pmRF9iWTfkBLFX//soKYV89WHoWSV8S9rvDvyGqFThcy/EKbxiy1H4LQrVTB8jQYeTcCJj3TuGvYgFCIr4w8xyzIk5/ygEPjlTPRPbAFHFOQUrSxX6Dgbff1VLKANWQzVC4e8BfY5TYKLZ0uIshFAGR15RU3WnYYRoQYf9gnLsllIg5yrM3D7o0on0WnFEOrH3K/5l6sbyL33gxTZ4Zq90r4NOgBcv8ewPDboC0XF6jgPXWc5fpmCtRVJxvRfroNMcz8pZ+GcTzLtCNuM75B/wszNhoMt1wijEE5zwYZB9dlEbBpEwpncMy4QxTN7+SIkVMHY0E/ffA/gaMTDRDrlRL6DKc1BVZvBgmwTpBO1z4/CpZJZrvM5RvohGIkAUsU/4W2+yLW50mJ99b/aMQOGX+8sCR09WdfES9HYamDZ5vIn9Cl2FND/ksOAktR4OHcPxq5fDhIq2hz5b2Ps/aRR0W6/wxyxSff9Tu5SpOP4lPOZYjspg2iMiA5eoVVjqtZ5ZIsQMJEoNpR4qnxrIceGKDg3jg3LCrOAuYSUeIz3ldss8yvLWJRSTJN3ReHCtkleAH8IfDeItssTX/jrVElIdSWFGSq/cftLUlQvuYL8oG6t2dc7YhSbQZ5kR14DfZmOCQlNyr4FICAYamLJijoqIlSaKVlPJU9FqRqLF3G7dw6b2zl6RNg30bqT+SxsWPoLkCL6+g9i/qlfR3FgTa6X6d1AdEeEm/Pmnap3kkAmdcZAV3i5weoSbIPuR9PeKrnEJLLZDvfBPzf86VGa9+Hcmd5LY5L9L0dXKZakEoe3WkIb4YAe+QSs9TqcS7Jda1isB7Hp5gXTVb15eHra3IjtXXtQOYMFhE8CXc8NNNtnUqmPNdBbJt5cHjk6fQl96CB0Hc8vEGwwwouSVgdyIBTehgBFzLCYEwit1TGOGCuHigYKNeW1wpWGKfXav4GZmXwhHQ17aTtU8ZBkf85ICTQSEMuMb4crzFsSVs7ghV74/lUZldOhtrezFbKkXHUZeyjFAavpWOAYAzXl+NbVjuFIlrscJqga/TJOS71ySmnyeqK7wQkA0x78STgHwm2rOreLGCl6NnTr083CGhb7dvgrhOadkvSGJfH26JlW8WwU9AFDXpGh8RM4rVhuFMpzrzhouqWgMtURRRQQmhNhN24mkPilISa9rvML96JQZ4fHhnnPYZ+N17xII55wAFjaz5pXN6P9zTJkA3d/HIHpr2tWRAXjJfPF5cc6tBCMBciqXcn6eZX66GQOSbrw9zWt8Oawn/gyXRN+Dria++9v9egshqD0nAo2f2vLWBkkfurgiRbugqzvCbuCa7WCGlkCZKgGZjaYydZHg23oWk3KYeFDxCFcQKMh4yXs7GGjrWa9aFPRFxA6QZH/G/eI/PqwKCCk/Uqh/K9rf3KuWAVftBMq05hQBI7QgjIquBnc/9OL6v9hngFzMTFbGJCou2zkEkKlHQhb/FcRJv8N+3t0211JoPPnzXD/k084tcafM0v1rFL4H4DBrWGH0eMNaaSSzm0AXTKs5fWA0jVyZHLJYg510QAMRY94aWyUGplBFcbH3bUZMBPVMTXIIZYkemvHzfHEQCaJSs/4yHQzn7QHSSMLezN5wnJgw358XO2bZvfTILUfUG3fCosC+gkyD1bbAt69FA6pT54bKzYaCs0CvQxevMLm5B/kj3QgukHEcnXovU8hoHvAenY8t5E96ZDenET71HudPBV4CgyfHDmj2k1zNz1+uSmufFqb+A1soo9KudzvMA1iRwhkNJ92Wgq5aGK2DnPgKEuUMlRoQhzNHBod0D+y5kdfVBpV+WVoLQutPwtWwD8r6lWW1HRCsPb08HkEMFcga3lLj7CuPyBy31wl2KDrPaWolZor/67GlPvt/P9/SEfFmSDcCa/9FRlRFT8rP9Xuj0p5MXK8xCW2tAFlnJ/QQrTrAFy9h0ux3dt2tnx+bDiJK7DByYX4UFZEnG4P00ooV0PjxhV+QeI1Mj46wT2fFuFqZ/QJhkAHCOgsXZy7B3nepzAX/g8Yv0iLb/Mh6ui7MRwIvIef040SwQcRoiww6DQVY5Kmq/Ot0nfWPh2D8KtYiAlxvdE9TpDldJwbS/ojUY56Na6eLHQmfiUuktnoVcazsTpS5F/ssFomWsJJOyhPObA8cHITJ/syVTJFzNCdbO0NIvPBvcv+kcP9MfFBpYEsq3L5ihbqJ+G8mKkIUXgrm0bLe1hFjzb32+2nE76cVDk/w6qwUIw0S3XqBV+Je5J8ABbIN4Mn+01D5n3fYDu6aetXIBb8ETGeySD+DYWF4CWh5PDyp8443oDDaVdaRJivoXxj8EtAELmJDVGUMOmV+M5AjC2kPK8uc/dWdvQeJ1bXz+Ok3ycMHDFMNGWRoQtyZSQjxU1rQoT/e7PKQJ/uEZCLlAW6ynsiyvUls72KHDiz4d7HSdUh1O3St2RGUsxnqxV7sN6VqycMD8/En4Fd6b1+u7qzdKJQQQtkN8I3w/TESYEIThUgezxMgSdgjgM8THEVk/XRl6Sd4qo2fYj9Ia0btcZjIftayXjXw62m5ewMcO3eBWT1yT67rQhnVX7iyqUMZJ0z/dG2djDeZxZytGoGMlx5E4n573eVhzGu5cMGL5GiVryYl1c1xOfWIrkbZtZT4Xy2DyXf10gWRCgbTSBjsQwGEvVUnucswuoOy0x7B8DoWcqOgqoafns4NKfPSmdCJcLU0FWe0/BjsvHOim2xAbhIfk4ZZwNVagHy/m3b4o96RJUNycne1l2fohB+rnsgwil4q+8GyjYvvhR697EFRdOHM7T0mcET1kHrmv5KDoUNN07pSYa7GBsgVN5QJKvUTd7K9EbNH4vwIJDikgMTIGlR5+MePcMSiI9r5yVtbMwfmJVaaJR291jHWvqYCljvkHQ/fqjNQGAyAAcltiuj/DP+t2W41fhmg0CW3D2xHwx0Lb0zBwBBp2tHTa2miFA6pt1PPnUTPa2CputJKzleLF0ZmAEO72lerXkWJPYGV3Pfl2g69N7wBDTjydZWoy3iknBYJStoK6+Zwv/cmU2hZhBr48bDoua8wDcvWHZWqP0DvsAGXOqP0flcPid2mHDdFQT4j4Si3TWj7IF/1BdIDSCEFDhd/jk50sXKwkGXIr37D4cehnDdNDTqxN4vdO5PuC3tz641kWGQwVdVRsWnw2SAhBJShjEjbpqsK0RF+cqvhFWJdx50RyBxqSOTsJ3ILKEcIYyIpHHurUXwcaqdvYSfiT7fCBSdZSdL5k8m0niC0ka+bV9oC3WAr2nd/tXdcljygIi63IfoHYoNFM5LxHPKuBLWMvzSN/NdYzI7yHU2nuM+DigHtyaQHTJQUIrPhAP/Ibt9f0oA354AWfvVLG9dhSvZNS1q9buBHEuTvpl3PfDDJFzvbFLhWF3YpZXg0RMEsLVBiuihQo56KJk1PpB6eLFX0LTEUIH4P3alsjntk0esURlgCuc7h5Uf9XLwxrTY8nG3T2Hk0HoDltMHSZotCHovhEv+gJgVfEPx7Npfra2dhdrclGvKULDSHfPvSysg25f3tdy5M321FEpfWQnRAR0XVMNn50ktv9TYm2Hf9T5pZUZU4pxzhwgK9Qd78wcYdTCQu7+JN3qT2XKrm/eoZNsXE5YyZb34zCSboOTLnxAxT9whJTPsyqmcaAN7Z149iGMV82PSqoRU7u6tVoPxuypWdNvX+/NtXE36Fe6ftpvimacRNeZeh4u00ODyZ4cjq+UtYd6I/XQl8QMh4j/QlCTn6D7hU3DP9yxsQbmgZqMGBUQPyzKRltSAphwUEQfwBgNLLCaLCbtcllYtkTU2y7mSCQlpiBob8fqRQG33kIPBuVvtNf/kV1vvsHdsVADhNyNiLUGS9/JIZrpyGnun9RQjPhLcrqY62qQtRspdZd7kjuB9XBmc5B12nIzxWjyG09ULW8sZSf5fW6fp1e9zvj1XP8W8iZ9WsUVv2X2fXQHeO8XrVOC6evBNv0mYwqrDvvYSRmEryDLBMsjiyYBaXrBNCRDRVCrtM02yyjInL1Cz6RIfmRFARd5+Qpy1+/9GvoJEHZ2zdblTicag2wnW28iUzzYd1LYDw1tHH1dV5TOBv2dWIpPMoGCmYqOIbPwxnWQrRaNgvmdYA1yJfgTII06pp4qCO1yTOFWU5ya0wKnKcWl7uSgmRYOLu7qmwz0IiKel39ntKlC3amxr8iFEBAUSOcubq6xgK2IYewV9c7pjm5MBnFU8kv4EDhIF9FtfmDjP5QRS3nkxps6WpSqp7d3LimlagnsJTMiDTBDlYwF8vBLmA7VZicC8zNX2xC1fM/KgQ0M9//HUM512BLYdueIYV50VCxT/KbSOy5EHinSxi9MYEkTpMwkRmsQiYxjCjblJpiQzIe1HD8xGltvXtMRwGN1d0A7UcNg0hnfV+g66+IlAMO6TMXvbiD8IAEBlWC+Mr2WHx49CYH59/DRCXQ0vj9cwMc7PibN9RxucYp4EsWli8xg3JXbIytS1dRzN914JeJkpSXgxgJyKh1Q/iG+FHyKrzV8FaMn9MUSC9ii9cNP0ks6udU9sr980D9q4/Xjs0Jz1EuAqH3rfHcJ2cNA75QGf5S0m6M4Fr+dhGEv8uH7zPCNT3at3G1eS07Bpe7ca40N9mrwUbmR0k0VkQ5UcZt371/3P4J1cXekvb30sOGjn2OsBtKiSJPe7z/eqKCp+sbCMiWBPBZtmAseTllQ+JyuOqWVRbsO6HtoaRGXqq23doIYcoQv1LSJQsPxIVQt6cEnRKD9V0ek7LlNqoyw5bJwdZkI5KTuvFCICarbxzmPS5+UgpC/p4dl+TOk/pJ/PjfA3hjENCNUtIoEtD5+HsVMa1PF1/+18ALTPaoi232e7kRGdJelblJw+yvVE0xm4qslcEOYQqIJukjqodkEPynLEd0o0dKtlgr3nuzBd71/zyAMQ93Eve+pNiEoMGJRbI2e9eMGU7s+6n1EPh/4bWqsTDMyWk6kappYPGXi0wsXxwyw3gg5bWeprKU6IDDxwjUeb5PQ1NI+NRdwfOOBI+/6+F/q6utdqYJEv+0rUVl7np64LSuxDPhTXfmBhDTA+JkqDlmnjRFjprbt03B3Cbe/zRjpM9dkb/YZ0gF91Au0jYDXBcWqH1SsxmZ514jYjl6cWC6LMKUi58vc/L0DTl6VsfUyYpzCo/LHHsOdDhxKih+v4meQROjglnspF8UbcHQ5fVfdomz7Hx9RmFI5lxLvauKugT/sHsGp3j4gDeULd33D/IxwaSlLdEA/BBrQkrD8jy6MwxGypLFwyxsITkd6hioj8KCISrQIXQo+Zk49IeBp5d8VgtRd66GPDE1p/MdlqJML2MJtpdwbs41aBAaag0W/oE2+6gira/9IB9s54FdLZiQi0d/huST7HLMESXhJ/KOp82HHCgIgN+OtI5oJSsTUhbUUuFhzqnAzVcBQiYlA+GR5uHquzp5GOTy5j2djx5DWbHiU/ASei/NbkniqkIuP9h0bhPlY7ytGcIhg8J0Fjsd1+IOzP8q4Zdw+KcfInIUhaZ4i4rKRI5bYbKL5JZ+SxvMTqgt5dY7tutHr6zoa0vu+cn8hr+sFqtCQN7muvzS3Ox5+xmWaWZv3p0tvT1f2zZVg0acVs+Kw7oHuyKTjD6Pp7ubYXlf0bDkkEFpEyGtQU9+rmtsrCyE