第六十四章 吾将上下而求索(上、下)(3/7)
etbNgnj6hs05FRBqlHuMKw/YoTsO9pbMO/rwOisOps3apE7m7/W8vLbWtzXIu5M42/99/5xXHsHn4bJ9NfeNBXeCAnObygyNHXRl5M23UBtXF4IsebPtya89jeql8MWhCh0IZgvQLvEM8TqyrfkdkuXvTY5YjYPcx7O5Oh0Nf0d0V0hH4DGolO+fzjKVRjbikOj2+Shu7HfckxHtjuV7kqLW1eYF1/PAszZPpTMuXJmolyRKajkn6uKLP4yF+MrhRLf4bO5IdnIMq+urGtKNJIKEOzBqTfFhwmMiRpIVU88ZLig6GkJq/z5ymCaTyHPEHBzocGfXMPnNNek5s1wBELqzAC4JlD/5Ro6Ikpey2PSTMAzD0ObFdr3lP46qnP/Vw4QPqS6H7PZPPoQVhoJyN0KQJF9AuMstDHD7oHPgveLX6WyrS2SrXlZKyOlRiA1HYVJ2LkJBEomZRhCXReB+hSTQPA5FJpZujfcwuMSBn0nm7PD77doOaABiPSO2UrXW33JbWQFJQ5qvZ1xNAzjLtg8K7U32sKKib+QXs4tBg17R8m/Iqt0FT+m9oeYEPILP/8TIcUfb9fxuzxY0Np6Qlexe7/k11E1ikcfY3SA9LSlMRzKJGbIBriZC6kV4kLPahyz6kZQTIPuf9CndIPVmwS0Di4vnNC/+gzE39AP6utntIEhwx2TENzBHypIzRGjZSXg44RaWBEBIxx4EXeBCSZ771jvmZW0LROT6OJsqbZE/hsIRw3Cr5yW7ek54oO2G98e7wUCD+md9Wj4hH3axAp8fuR8srGHHj0knk9471mEf4/c2r3xzCtlefPJ1fteql4aBuiON5dk3RabmzvREtTBZ4JCm72TaS2TVybYFACzbHtSHKfhW+miPxr9iWlxUxopxNP9bz4Q0EYROeN8vWLCeoHzTNfwb/192Bk/Nd2xOyaDwK+lhjWkSL7TglbGc4mlN9tijfBI+yxM0A2wAzcISWTG2xqYSaY7UbISH+lhTDHIZoB7ejwJJk6sRnHmfXnjDAGGDF7gyoxT7aSv69AXJmXhubuTDtZMfnWlFjwO5NvpWNY+Kwu9WL4v6txEVPvX0CNK57FP8PjDLjQk9dY5bKnuOLke+LypaHezfgnXSeej6CLlPLcoLX4KkoZh9RIkVDvLhuTNsRXWT7V+/GYG4/30D+9bpifO3XRmHE51dASxn5uIcfbJkls8pZGiiAdTwnrgMteTC4/wwtS7Y2ZniHBkgK7uMJRxbbIjHMqGncn7mG3IWPw8jeU+/OizwaW/znbYejIKm7dHQCrp6K85cwXd21AfA6BWKAeQ8YgAZ/TzRpw6C3bs6cfed9dJZMefSM+r1cg15NbJLako4QHktJqIZ06BtsbVOQQwvJcd7ntjG24Ebma/pmwVVyFq98Th5Bkqk+mnecVePH1r3GLWEfH2+XA/GfGG0jv6tFEkV/ZtSiz/UVJPNfZVcmwBsdnGBI7bI38xYAaXFK2gI9uu1oBQJcYNRj8PyiexZSP/GEaC0fx17cm+2taQzPJdGNLsNN9IgdsT4Scan+Vss6vMb9f8A3CPt24qGYeHPQRq7WE9K/Hd4rEbhx1wZQOzxJ4b3Y8j2RjrB8wwcGBfF5RpWUQffNTuHZT8lFrLSrkuBXhnQqybuNde/Rmrg1yrIKK7XEMjhhSPPsIdLwf/nvcMYQMELA0cT6iXDr4u+IopdGfdT7sdU34uSacrlx34MSLeejilhmWcomZ48oE9h9bvK1fJiwuwFGUuexmGLMRsGHkgnCBRCqxSSvi15SaAQmvVMXM8CTrMPKCsjqFM3W6yRI6QQf5GtvKb7TI0lZdr3hYy7FwYYgymnj9l0kgLgly/UwCjEwUwnszBWgybp1yxVBVUoruouZ/XVbtcd3z4hsnKTi2x4vYCkq7stwB3mTxJ4KPJdgb0KbExcF2xThP+tzf3AbjQzz69SHWjhWEaP2nxd94NLiSWkxprrL1UJ5vd+EtTgv4fUbX20NUibPNwWnjCx10vcafBG9grqUiFVv63FnwGRXmBtFk3jMAcBKIQAe9VSjGvcWCnqy1pcrD0wdzpkOUPmvc4PRpgfPP3VatiQZoDbPmR8cOLBrh4OflHG/JZXyg5gkngS6kkuj9ifSiD1nkNfVSkfuhFKMd/SySQaad7iZBcccDkFj5OLuxg/xp8vb9rEMagpf3940XwC9ODw2KeVPbiGnjDuCzo6CcjhMzzlRBBgkP5SP5QtMldSrWZ6zYrCsgfFaBFow9QCwVlNRZMNxsFK+sdKW8fkA2SM74Kw/bpJsnnm0NF+gEtAdqVlpoPQCo/el3r+q3wa8XUKnn1gEQig8K1lVgLXs4MdZABQZ/VHF7+2stiiPY7l8fyZzGQsUPoHcftXfh7+de9RS7URK5yU0yGWKstBgCLsI9FCCqN+dAsR5PDj5tqcKAyqmSyUhVJ5uNi6iHvtQcuJErNHnhi0PZXUNgTHpATwdBmr9XW6cXLrpdgrUu3aOyMorwAbh3PXtjN+bf2VYDTPGxUTVqtxGyJZVbeIrjYiRytgA0R+EPNTmoq/mOwGCak2yNmE4GLGYUuUlt1ktz9E0NlEXUdiKAdIifvlHtuYou9nXI6GEaXBcHOQwNIIFmW5J6Y/pBfkwMARZj4dG+Rf2j4/GvKcJR9/tjDSBzzlBVc1jN81nKfvAJxh36653CiLOtFo37Jk3lp5n3NkTQ+0oLx55zzWOIjo5c4O9krM/uHt7gcAO/7Ol3/7UAX9NHUrG26QTDUxzdXuMgcWVzVQcVrtE7xN513tm7OW8l96AhPheve+t4A4ceN0S6Y6dR3b0JF5HAiICZ8bWzI5cau1Y2PieRxP1E6wggzRVjBB+mXg+P8+cwbZQOg8yCCQpSBmjiq298P8gpvyuKE7VySSgE8Py0VNxu/dcDHvU1jSy986brd50dYv+Qk1tXAq33wbj5K8YU7jChb35XzBB5IssdF5awRgrnVDLL3h4mZ0TMEz7adLEpicACQB2ncc4pakFyFP6jOgM6M9Un02jCQSXUg6UrFWP48C3k4zfR3dzSUyLC7LGruyllMqYnm1i+wJIvTCn93puIu1yQAODc9dFijsME6QhODohYE84llvb7etC/T7HcPbYHSaVzneR3B0yrtCKQQRpMkGXNUBUa48JM/BtaK5Ihk9CHe6agqOctyN5XlGLkBgDCeNnPTayXDC7Ew0FBHlXpnN8zhRhUEa0fyEefGWDPQl7wWbk4QK3vA/hVz4hxKg29JD5PO8KeS0XYlEhXdjX8x3M2Y6f4Bbj3/gw54XaUk7OTH8T7dTJMSe1AHyDcZIy0W21kCAxsM06FE771Vdn5jS3IXeodSqM7mexG0oOf8FHU5RmzfV24VS60+yT6YeYlFHWnAZBp4gqAcNCfX5jV3BsxcY/qTtMAQrXgELk3gUJX4c1MnxIHr/fL9pshIPjQcGynTwxAOnMNYb/Ra6IXelC5+sxtd8eh6f+W8rxk05eIdtukssOPBZzw8a69iBSYdfIzDVG8d5Fxxk7GdSmKfMMrReN3cfGXMIjoE27+nLd8qoKCAGYJibQWNA79muVU8CT9/7IJMheaxYR6QMvUJny8Cag3QG8d4uoyoS8oumqYa3C8X8pXPsDpqvmW2zXr6vr2obsBwf6I37eGXaCs0Ii2gMjvzKF5Dg4fh8NVYptip+MHQY5+ETq+ECKxoa3oiww+yMJgGdzeAJxQnm2WsPYugBnBMUKBgOri6P9WSKlgmbYifdXjZ7NDYBXd/S5EbpPJT6ea2oIAGy7c/Gs42AuFCxHkS3iooSxBsZkX/dFjZvBP8/puef4VPtSKDjet2YRaa6P31mfBSZOV5Hbh5pLU0iipuMrs6XIvDtBNiT3Xc6snD+dE1DM2fuIE5Zox25OVbSXLi/AH1OSzSpQluhD5VjdEHJ+7gYQaH6rTSFoweq4Sisb2yNmOsE9f/XIHiEnqG61HFACG26ePDXwhmMjZBQaAQTBheNcWJG62M3Ai/eszdeeN4Q5Ndfyif47RimuxpSH2Q8zZtb8WuOgWXgxNR45bk7VuofKFuWmGxGeUSK4ZV80SzF3W9g80GBfCLgxQI3leD8J1p260PTAMNetot9S3NzdaKsdb/hkbByN8gUje0UNIz4HS4BIu0qmFqidWjOV5ojAOnQ+JI9IKztKhkP4Pvw8WwoHgmXelFy0CAXVUCkP/uz4+dimVBBE01kyoA4Bu+lyZWGeJ4LSPtl7S+/tg+NVh+qtG6bC94cCpQhGjVrm70v8eFZ0kU7KvJ3h6191rm1evgkVBVQE9hhT+WrMvHDUGg9YDdyKQqEkk9ylx6UVrMunvhn79GlzWSjV2DGEKdoPw9XnptmvhVI8D0th4jm3JBA+k913srmuIIVK+ymGUdWm/2Iu3ND9K6e34vgWqeoenl1NJpztmTXAVhxj9qFkQPy4KUnV0M5Wye0ijzYoKeZRM5Wc+TqI/6YYFXtG6KlA+y6A7uOpP9RZPDf5LZgsGOcGLUJrqAnxWA4fASvIy516N1RAwoXqOYfJSvbDGgF2tOJA11NkaNRg0tOuB1JRu8wpw4iKpMLbHqRnbvr5WglW5b7Rfgoh9vFWxcQCet8zqLbBQUANx+znHYGY//6/4qiaGfkVLadn/X3+NuVgfHd3daSYYTYNlbfJEBCN7vxwsUMOyfmF3y73wc6SC7jjc183Cj9lMAnPZBJXd0E0W6GDLUgGs1YwZp8ubSMb1M6dA0TJfJG6/cjnCcb1k/VDYXr5rsUauS6233usvC+w3s3AoI0i7OBddweoqBEgbJjnh0lMTbbnlSjVhTpDyzPLDsN2cSgR7z2o/dZV48NO8XnPUOc7vosoJd1hhXpjm+vSP7m0d48rUYFbPqXNZ3d4YlbAnhr4y1MwXfrtHVOAgZoJHheTRH6cciwGnpd6qig9U9g4mrNas/gjZMbmRaOrln3x8faogZf8yOxYdlbE/ImX8WjQ3b1j1klG8gR7RD8cxKs+N4SDk4qqMw0nG4/AeCn4IYQ2xEUeGToPWCbME3iEmb6LU9BbDadgAx573JGZecN+aDhU9SEYZQ6RWcRdjcsgAzgp40C4kG6CzXhltH5k1PrQK3CLTvyI0AEog6GiQMKJKhFvfHqr64EBUoKmH4YaUQbKtGDnntnl6xbJZHrbO+zLYELdjmtTzOEiQB6Z21VYOjHr+iCMfvgYQ+LlZ4+KyLfF8wlLpB3KgPmjzEhRySZZu74L93SRokZv2hA/0nuD8Q1nF617FJOwdVrBognELbcmsXi/Tdl5nmlIttO06JO80nZv8rJEsipFz5bZHUMtHCHpWdZP+f4v31I4p1cHpIgLJMGUGpqSUFr3eC/mst/0DPLuEel2O2sbcsm9l5TSoceNk6iCaAApBg0YUCEYPtLeXaCJFme4cUn+Aga+er5AtXpWIe6jr1GpEWHsawn8IeD9jxwuVysDr21Y4rLOEk2nnC2+zHiMIMn8Wm2hPa8XEt7VQKonfGHtDlJNCQ+scEDTGUlbDC8jBdiIjt+Kba09Y88t5QCPE0c9v7s6Nervlv2/2hZkD4TKy4in9W1KMQKd1Lq77s5rFOFtA80nh1N3K/e/iJGmUqFQ6i2pc9pmiFjbiAngMwhAQ/g8nFC/CkTgcUbitngTJuG71cSKvp3r1ajPJx/H4kDHJH+KupTgCcgG5LNvfxcODu7TFCdFj1kwfcZOt88TgFRD9sA+5510gMO+xmLE23MhGv94RWod6kh3dICV/s1jPfwPSPMsUgR2YCD2IYhM83M8tm0wUthXgRIpSmYU1E383DZfQDuoW/6+WM7itzgq/s5OT0iE+I/4dnYPYnw7SbiGeNG1EDp3EXlUtDM9WkXk/hLqVKeWXABf9B3+SaI9/URXAvOlJaPJm8G/0Og0wv0bNWH8AqAJJcqdRN+D7ll/+iZLgvJUVSqsRC9qK6mqRTS4j4s69nruHG9EEBqurXAns2d0swhJ0nQJBjGD6GLiOD2iyPlFR6C5GB3S1oyl7ZGoynCn+hxGvui9cWxoPvidLNkdOwkk+S7R9RcQRdXs90ORYPSqahJybyL1z2CpgUZ0V/bRV9DuxhUzPCRaOJbXnAuwn/vP2APgR8ZihcOdUAg6VtCZTfpR7/h8dl7srcXRzVFjEqrtDiw70+0T78g0I9qTFss5CaB5X/hlVT1IM34SvSv89pCrykIJ0sAF71oEPm7XRxc4tlmEBrSlXtXi2aDSLnRahajI3PZ0sTipaTl7Sqx9NQF8gC/tuQPjYDtOlzN0OgQ0AKVcjIok9kYIA0I/Cfknb05RtaLgzyFlOvKuG/zO0GwpCJ4pT48O0eHTXW1r9GrqIqcPqv+y87zC9hzZi2+kfJ5Nc3DuILw7bG+9SZQ/mE3pRbjvev4E0PWPNcGEI2xrbx6x6JoQu0YT48K80AhmWHClq095hmKHN0voAxKMO6FcTriytRXDLsZSgIholDOGi3A4h+oko6Un2sEanxQ0qI9Ntcow5dcsUFJHZHxmIdLNOufTNd88ZNpDCIlIKSEUV1B7OpPJWv51bvaOsCHzPkKwfCYdYzXMVMOaL4Du8XS+nz0WOoUGpTUC+TIugSM49osr1W2zvvc8dTHTMwavNRLan2USVHrSv2e2EwS+KAcWuzTMMEVTyOsH0L5Kk6zAK320MKkqSkU/i3trTlO2F2zkW/q6ccy3eZx1GTNGAf7ffcSqW5N0aU/nUQ0stSTSmilwDyFJ9vaSDfJ4uSWU9jIfgFao5pcCBf1/UR+pc1rp5X6AoP/5le/hXkuEEo+ci/Tf+TglMsJHDdPJtTI3Xla8mbs6UC7W+8F9hLGq3aIrNy6NweKsdvbGYDLxfKQ6pEA8P0YkDRZMp6EncPuvETdns2UBvHUPWWl4nQp7J0dDnHVZFiRC0poWvyuNcEW/KK6z4XqshOPJuFxkLOVom9kW5h/QvtFMQP+biHrzqnyx7mO0ZVHMipSc1QYFOdkMa2vsmoEohNgn2RvdTNUuKLUpNRXAMJQ0SLwZJ7qBH4dyWSYZpvDkNEpMJV+CU3HhNTHjOaRr7xFo5+stIHF6LIp/0JeAQaDFQ/b9A0dZuT4XRBqaeQkDDPOytoxjHrRWyOx8RRSeNzeTj/eMytYPTHmh8UZgf2GHde2Av+yYLtb0MG5mZ85Eu14NTcWHKtCXjcSsTfjGNF2hV4NRTQCFyNfz/W6x+6PP6K8sjuCZtYpf0GrvH5XZuP9mhLJ7Qa/quEYi/qtaV+JSjzFt1heglB+Y6/iNf4PMdOLsbpM+jZTC/uHi5cxfa7Z3bZ5K5L8xUi0evjZzXj+Io8C1rjkgeCi3krwlG0DqtCIUNSEB7aWKReQnkwr3GpVqclqlTWog6/dYhEmp2z7Becf4rOmW8keD2QpjBChibmWH2Tag/b8CLnbkvGpOq0uu5cxjhYEFfpArBlLnW5Fk2kaIlSgep08WIYx8Uyg+KV9W4iCmIwQCHSEFcbHLZ8indOmupRwK6iJT9V9GF6ARx+tglSq3X2cJXdf9hvEoDVEv1V00Y7HQ550GU4YUO82+/at9BwJdbLOpfZnBPwR2DVfta4xC3UoyIJ3qNPU/+afOwk5A3AbAac5rl2zmwDf/pN0GqJv3LWT8aWSeCBgeqdmxzH7COEstYhLf/HwKLNbrYU4/3tXSoKylBmuzf3Ip7VNpuF1xOBEFlF9Ri6EH/PlClFIUGGb8gG7b/TlDqGvO/ttQjKltUlqbm3OqORVqWJmWdhIU9Nrx1wrGqmDFeI5j3Y51WdY19kEcPqNk8pI7ReuSGxBIKW55xlrRysH7/3iqGhXNe+o5bd9VMMcWLBW1pEBmJN1AaIMAG/9FXmlkOMArgKpcX+whCpZ03V5mZY1TAEkgYkuHthCS43mdxEo2tnT7JO0tv4ZgDh7KiukQVUeIP1sO5WHWgSSPlo9okN/a387bVoup4Mq1+zG0RZtF67PFA/b71pG/UOhZPBpKPnWkjR5KxIUS3Nq6qBmY+ppcgdmR/C0RveGermFYgo8HvPohkuhyIoYv1sdPzeQmTSvG1Z9RmPvr9ye/lydJNLCjeigg8Wc0ek3X9HB34v9HUcBaHtJ90MOXDTM967U/rx4BpRvv8p5xv9B565tkfU3nXEB9mMzQAgfpqFgOHQXrAWZFjkaRGWF6ps/P4tQeZxbkFvXvrpFFIS8lquuHUUO4Co1+q/avIwe4pXAiugQkMBKidPep5cd9q9lsR7g+dUBeLQ9rps5YDE7j6YdDL78bvLu3yO+eS2n9/unfriWp/zlnATuKw3IlN4k591mynO0u8XVgj5T0plTXI7/2D+54rNf3XDZ+yjLIuau3Qo8vrM3ByAkiDM9rSvuqdASfW3ndhHdgFR9THiZTveJfk/nHtrR3hzHDneABway2yulqYKHFBbp98CCJu9QwLaadByUV+q0VWcJ8ZR1iyI3sFz+OpUuQ13HeH0XxDgKjHywHFMwgHj/3R1ZvOyshhX9x7o+FMM6tVhlaMfkGEPFA0x+zBjD6pOOzzYU1DMSQ0cVx5mdX2Yate/PViEwzk1xNftwEQ/soyj2xfFrAvCGVE/UXO81+4sP9LYGRCOWCUltDpBfLES4rewaZm4p75aqZjtriOkNrxaRHAgF3BYKHQNx/eCfgEtmInI38QVqWm+QDVzswj/lXFK4s7voauR8GCUzruLY7bBn6DUN7m9aTKlCHhatoLf0U+DCKPDr0HHmifM7Q2p2hoY2uC3VJBAF9gk+i0oVWCJaetLohafKMmd6OTx/cijHZvNZszLAQOMf/+ZdVk8HOr7T7GcUJESVAjikqJMerpPJd8K59DsN6GFi+6fM9EuBr6QhTGbLds/ESdw1yWIl7c5Ii6jA9Jv1+3eC5baX92XUm/F7lqD8trUxgFmuuGYxP2UQamuiwxWzmAya9gu04i6h4zms9ACS9ogpaA6oseYQ4SQ8SZ81cSBXIcxIZGXau5tVpf/OH9gsVG5dnpqm1jq+mvDq8hXisVcpqlGUtW2cjVMg/QgRXnJybOhObe+vTYgvgrNbnI49zPWCt6t0VADMcg5XV1f2HHcgHQNPQgNhhyTkaNUIKQtvlomEaNhHcQUV4jOxex69L/dQNJLDEZo7fcjLxemd7kXICZpSc70IyARL0o8anFuibwSvIlJwQ0gsp4ceM2s8s3ggccNpxU5XKmMkGmtpPMUK5UKslNCrFnCn6K/FY3h+wRd8DQV5po48QO9snmgCr0OdOUAC/EW8nlXMZ07XWQxQlWo3yN9G0VX3CWNlHnvMwS3mEIAi2p7tZIavqlv2/9H58wlog5YNmKHnZZgbun+/hl07yRMLXqIPcqDg+FWe2cC/TcmDm0w+g5xh9R6e2XgDyRqyiiIoBevR7PFfEG27JxezWcAib5odsUyxNLbkMU8bEUy9IlEWNJamLjiT4NQ/U0azbhmCyy5jsu5mWaZup6AkcaX9mqv6aXsNsuTaZXJVBrnFJLeksiwOJ767d8x1gPVfJpPU54pQU/ieo9Pp10m2GXeN5W9eXCiUOFN0Isjvw7Awsg==