《优等生的调教法则》(19)(3/5)
C2IhdaQsj5mQ71wh299+T27focoDDKVZVUy3w3urrwXxMeHweixnFOfYceDl+7m7DI9+Q7xguJfh9qL1KJ+iij8HtEnCjiXJD1md0w7hQyb5NJQkuCivNEYW4TznoqWNavYaLopOhTAWLIBwryPCQUB44phfBK8IDZ/wMY7S8ycZavJUNSG5Sif+2EgWT2moakubv3RSXwrh9WbJD5k95HQ0xdSxSPeWXzRC4tALwF/RFpZ6QC6IPdZ1AMWvRiyLW1aFYVEwSrjqcvT9tOk2G+0dzNnHQW2Gj23/M7m97QS91tSQbSpktLsFWbmQRVJvOnkFnmxt9DboSncIhCbZ7FlJhPhBDXvYM5FC2bVyKvXT1LDczGYyyHW4dYRdLPh7r147OYOLbVtOaA9j4EBjikpjKvNuL0FMcWrvpry+XgmYMEP37yF7/dLZbuF1M6F679ypWjPRsyox5cmAPPtwE18rOUGb0rKYR7OXVdsbxbzX4wL/9/7ENj4j0Y1l95EyREBHLrYgzDrO26TSgAYYlIoRd9rVGN3Poazti/FszF+IXJJyBbgnCySJYZYrVNj+w2ujSmlc3ifuRZhmeuC4lfmwFvDhetECtT8rpBW4JCKv2f5pkpP6n8tjc1KwhJh2pRPfNj5woAk3s8yss0UPnXQPpuE3TZpqpJzzCz+xdkK7h9GMF7AtFHixnNCNaTgX/tpQcOE3m8cN7KjB1WapM355TfqrNEqcpwEaDOonJ2PqjnqYpSvP3eA3SVHggPHdXV57UZEbfv8hrvkj/thXQEIu2gu8O+LMuTk0xIJkaQa75i+BlO8USZggL5tzUTRRjndkxCtLOpJ2Rd8lYDmBlMAohgfz0ZeHB2mPh6vKKpNidqxruIPzST0gQb3cQpKAuYnJXO/iAv3jvepYYdvo7GVolSWXYsEHhm1Mw5dRP07EztmRkXL3dbBpip1Y5H3IV4qGelQYdB+PY3DHGJOB/zGtPz4LHuMiiIV2IoRGkToACkKx/QIKwrNhG0saKGHiDlMF6iXzambfvBw4J4hil3OMqLNRDXe/7sGd2q8/wxKyh2vqURk6Uuoa7dEETHB9CdVJaSEfnigtA5OUR2Gs+zE2mx8pjR+2E4kXGtmIxOOvQ3ccJA2kjFwW4meDosd0GSapGCmvtJh22V/HPT1WMChGvM+MNDYhf+9BUT4Knn2UWNgVQ0oq0gfn1UofwO9OIgTgG6UuzKdssLRaihs+gqWFwuhbNqL1Qemdk9aAz6iWM/zt9+22xfziEaIiyQuPjJQbJ4axwPxuWyDDjzX3DE8Z3vNyohRnVK84Cz7cKhePmVoS+DWsNeEUM5Be9YNSzJR1gziyNdzglGy1wJB+K4iKWip7pp7YJ/chHafCUXl3fskGPMVTNsqPVnD0Dv3NfcDplFyY9Pmoc0t4jjk9xoEiww2mxvCbm/0LAX2vEiwLsMLG0ufmdQjL2pGt0fapfaDB1LUIXO9TvX5XtvekDuX8giyW2EXQLPonDyMmgBNokNA7OHYArZBOLnVb/QWYFBdXlCFRRH3hrnUKrv4v1MnvxNGPd0X7pCDDlHlQUT4fgGAmJ0uSJBpeT0pjurhynK2XjIyDlnz2wcBcQ92po0WMMbqHkEH2kQFjyatog0phPDkCgTAP0oWYoqpGtNYSE2Jq6qSH81gcyNMKoLag+g9YUR3z94FNd8NFCSC3je1q8VV7qUlQhZYzzyf4ps/+fDwFO1xzaPbbkrHoEsBpvoRW8V5WcRR2ZjSyU9P0h8Lr5L02hu9eatquBbNNU+zCW1dsA3xyu2k+6FeRjMzVToCrIEAEGW48GmsOmfcB9tpdAyhxU0bClVHWIZmFAy7bGF/WTMjc6SfQ3wpjjDk1C2JR3pcwewgD1wussg6vVbrutEZVrUEMRhbm4sKaE291Sw8z6/kRZjkbFyPpLh30iTGYjZxngKrXIXE6o4GnRI4BpGytH6NgmQt7hUKHMxWy9d2mzoAPUWZ6RUjVsWr/4ApP4qO78xN05+nXGI4FlzSHg1feMUY/9ngaV6kKhCiZlUfK+WEysVhMTEs7Q0XPUUEpGApxcwKKZYZWyWPmrep3PTmDnptXtskp+KzFshGbjGJb28XQb7MR5Rlu/X1phW3S413CuzwG9W7a6dgTuUwLp+Iwa4zbGgChmAlDmGwXWFOEiwnJnVJMPPrWUuil1tKswXlT/9dK89+ZQmoT8trMiUgK+7OxnaNWw4Ss1a6GCaZ9853qNDwmwwN9WvJylkQ9T8r0kMvui7G9bUUWJdvbi4HxGgWiu0gYR0kS/wYkzMTclpOXIrU9mf54txauEgoOAYoy+DnxVBSbFLHAZOrEc1BzcMwQUS4PGGBvINCpF1X/Jc4259jKXfXbjwAwUVaa8corLB9uFmKLA1KkaTvkmc2ymrJogHaksr6rknwkOBCvW9eRRbWUwVciRFU9bCbnXc0ansrWnLLc/wvRMNnrawiBXuxcZg5OMzNBLEthuQUfp8z3FdgUpNCZiuIQhnWG7ELapUzEsAsbFSubSdY/98FDbJ2MpVnm+HrVfbgJMUH7UQF1o+1u8opJ2LhG4Hjhwx8+RYv6CIYvJ23/WC5hrneCz/Xxord7KzsckzHOujTVOLNnsjY/HptVL9CWC6TtsXdygwXDisiB9QKIszMS0OkQD78SqK9aRv5FLAhaysP83htyydyhVBwQH45Gbfdm1X8DLo1jLR6vpVnHWcnwpcaNZ2/mqy2MMlvSXe8RoWXXSNT6cnhTKepWggEpcCohFEDv8w5pmp+f07dCePRDsz6xG6gB4GfppLdXFyXOnPYzvUtAd15ZOwo7dUci+oPr9MyTgQievdMVNL/MmmR9UeA/njZ8GrhSn+JLMPAYsp8UP0Vlt+ZAYtn6wo4xIW4II2lw0Mc/r4tW1N1IfYGKtBgMfYT3aWt3P73Ll4kh/IHsWtUwBLusyGcQ5JDhpVP+u8p96yugtUMIgLsGvc8UawolDpiydmszDGxum3fbjZxP8t212W0rUlHkMN31XEUwxfed0HqBshAqOB1VueQG198R27SfgZ3rWpSBLbJpOp7UeLJJPQQ5hh9Ej+OIP6/iiHGUp8Ge316EwDb61a/06+QQaJ6Rkb+O7t+wDr25eNeiZ54sx14ppsOhWKAyNNMtbWPnKZQLlL1sVBGbygOLkvor618/Nqn686E73/2n8h7Bexcu1myS5FBNM9O0emI2Yzs5UCiMj3ZBuxggw7hHi+rlZWSA44DmXGzWOvfsgW6x9vnr99Zs66dVMWHigaYNzzxSVD8hBOiO9Nzj096uPCGTFBt3X4dB7rEAQCBREggRTjaUNQr7UUj2yZryithNQiSrqh0j9xynu1edSoNEmPgAbv30mVMLiCsEIZCPmnrMu7nZW8ZbWe4qn4X29uXEi9EFByOhkJvm/+Wx+Orkj0LZScHiTPJcwrqENC+9K93F8tDUCMaaeZHKKpEMYo67J6KqDkr1abdSCqgWRx3dA3+FSktKqAe92nUX6mUTgzMbexYshA4WzaTkMLk/MNtfZ/kFY/K6yakbrpyl5cISnLI2ibguhVQXVX0Etskk+YvrzMaKevuc3oj3ZDS5vVt7VsP/2iYsRmj2i7/+7bS3ERyLdlh+Uuz8WIPopKniGlyPDQTOP52f10vA7y8kYBrTuTt/LKt+ztvDwI+lJLM/+9AWJk9d095oMhiND1PAkZKNp22Zyt7C6i3jii+Kaep8mkv/RVoPAyfaWbhUaWD3a3QY8LTvcKNDWUej12EHVg928eBkC8lGfpuUof2aHmWtgQ1ywBsB2QY36H5EhDLaawGwinU/t5fiemvXVb9YI18AvSNTbWhMgPuIEtjZaEv7THQJf8MyWgKqB39O5FDGBgcx1/quLLywcf61blxHx5M6z/GUAUtMeNZCY8fX7rFE4bdym04+hrYPdH1Pjgrxy5uEVqL8SBZPmy6Gw7lEWoaNcKobU/wFVFfIApzzo0V6la7RF2a8tDxmhCJEw70LKdRkcACxLFOCyrrhcZ/zLwXpDWm2Rn5Cxm7ybT17y3H08vA8Ky/5fyX6dpS3A7ddTKUErMfml1BmgOzbxp9U4CkNVNukuxRCbhzXPKr3d9oS83eK94XthYOZoGaytK0wj4S17Qf9JQx8ojp9CyxDUHWPiFrX1XLLrAu8LxxO6TmUK8EPXuav6e4ModQ5RRnRxTrjxZad2KHOb4Jfv7IuLiH2yPELS7BqCS6bVUge+AfOrUq5IJU2I8EYhxucfRQ83h2Z9YsPk2UB3IW/inhseWLu718nxda79JZHosXLvjmDjO86nBBKuv85AUyf94mWkzv5rwcJ3XGJmHOTR6VZb8DyNX586MaX6wKbC1uoIBS7LIvQofM0ItaW9rcVoeOJJwfmgycXJfX2nCmAbBZqCXnpi9/hOvgB4EQZHqAh0cwlEae1TkXNz3iX3HaOs+9vS65RoWrfaMXmIRCTumHqioFd3eW8mr6Y8bAwXFc6Ehpyvmjw1wXzvnblfAlFoORqRiOzEiShe5H1xXz62502mUYE+OWCqskNxxgCKKVH1Hs3PzY47SkYUMrw9aSXMa9LdO7YsCGAlk1w5RWQ63uF3Gx2tNHJhoCmgzS3FJzcIFr0QVoHPYLP3Qo761SsrMebrah3TLPHGAf2dsRmiTCw3YuFeN2z3HwEsHWJXMwUkqmuQI9tKD9ALvRZgTtL8mmtLVjNvK5GxdjEiFva2rNibghKe7cplDUrKisiokKtTPV+VAfbsQKjqZXJoYAJYp0igOvCrDfLXvZOQ4ohptTlbXAALRfH5rFowynh8G63t/uTGXaz4ZecDVQOFjMLQmSb5S2Lw17TLslmxQJvt3SmHpRlh4J/i7mKGzV5zmO5XyVa1IoGpKzbBATgJGPS6sk4qNGJl5addDRYEh/8n9hPanabTWSGWF0i8mAXZzYHTAwR09kqOMazGJkE3lgdhYET2kUBQA1eq+4tf6sJbTjPvfOyLHQy75ftCCSl/0GG5GIWiTHTyZYHJGQySP9RD/rJCAGqKnsckbEnxQVA567DgiSszrhtmc3wEavauxJ6OGzt5AJevUyxBBjrdi8/WX6ZoassOqSNRMdQ47vk4SbMQwcRQ0uHrOa2OOmCbLDyIzonjX0gSDLsgFT9dOUrA6XvNolaUyjVXUAZv67vTlsq82ayI+XQa3iNEwudqzDrQNKQr+SXxKt+CyM+02cdLpraMoawrCUnFZa2hLdWGLtgdkTlC7+pXTNFMTzgFBBGPqPb2LoTe2NUtY/nWXymRH8GQb9A0dIfLeDMgGSrQK5K/vhsGehVJLWlXAG0F7L8fSRYpz7oSvXGqsSyfAris6m48KD98qKaAZ8lp5B+XfD+0rfv0F1YNOilsz5sU6C5PhgaTw0jxcOivmgyJHWjVRtX3e00LNFXDxpRZFVfXvh7p6kQSpaGwMFLihR09ZiV1sBmEQViSJ+rltTM1Sk3Vl6cLzN8rv9gdGov6jfMfreBJU5GnzBjxqBpcT2cX2D8tLa2YNS8kWUGng4FMCT9wML2EzGGwi0szzP2jvzkIGpwf4qVoY2/PvEc8JW7EvMS5bCl3dHz8+ERhu/gXjV0fbJiDN1og2I18mBLJTyW4Q2KVRzsQFr8fxoss58YeM5WHkoHDvKhHzVw/u5N4XEP+O6yE5k7GHYvDKebVfl075NPrK7UB8pujb12VZHSnEhpy3PIwRF0ngMcVwqPY2Kt9AMNnnJLySuufb1wUAxrQ7cO1I/aVBXvuFFkMSSB3jfTFlJkVJMts1wklTJnCbKNa2i8ZzUu6BVD7f+8MpXbLyxJokiFMFTTEq3bbi20YI4wwGfI+FZTGWBXp6dueyA+IoTAYOcmQtAaM8RIo/B0xIuJHryVzf//B5YC2kE2CimnL42v76YOQZQrPa4HYF+Px0pI+6EftdwzbzfaVL9zeAOWE5aeMj+OZMrmTUNWqzLB8iIkWAQGhIA61oYNkDgYOquXjF1E2+p2cZ6jYfhGqBG0ESpA7eWjH/PawbVL6t+x+tMZMEXnmOf2gXXaQVA59qadi0flgLPBx046uI8QGNAPR59kHUEfHS+5ijBaYP9S8eUfLcHC8SzS9BG3tdBRxKKIHWwBiqeHopzNLNaavOOak7lGQ64nkAEHn8myNtBdzfVy+79S+a0/WvXdwICeJ4adtupixCjgNti3CmCxREPDmJK6eMSBhrUM0Pc9WC2cWdvhdS0TtBO5gKFkM2DVqz22bJfe9qwyae2abaqA82yAVisj38v0trOrK0DvzNbQGMIkOKOTJTtHHHSOaYU261OcLqN5bS0vyLvE/5aQLo/KAEwhBizwCUULb3BDscSghdsEo4/1Xo8BNGXzGrIAUJC44R/YPTJztwvuoiauJOPRba6kEEzUyEdI8ilfNPL9LdpHZm2qYLxxJiUeTqKXzsG+LGa1QHko1zCBhovejyce3tsHRHEVhdGk/7ThFspzY+WsX5vdjIIJekWkkvkZPewpq6BS5mfzS/Q00sKEhec2I1KwxaCHXpRi211HfnhLryVolwwX1ZD2HcYVYta6G8izagq/OCownb/fu05YhPD59IrZsuO4tcbo8SOfUclGDTd1d697hEBPxAzp76rNWhK8peYz8TXYaxTc7kJdqPB5L/MT50BCBOIymkI6py/azYMz946dsWtV4v5Fj082kg4zFiq8cQ2llpwlkBfWZKOqzZyoAbxFWL+IWULlnLaoUItrAk8OGRt5Qtqc+ihqoVT2RfrAXusiv2mE2t5kL5NRJfEhUhWcutQ2QfrtLXOChV37/s0esXxgfmofqtbYzysYc9zNfhKmHNNWmAvW/7xj8vwh48PQtOYogjbU+/5RC8qT78ImfUE59u3Wo1ld6FBw0NvYvadiicN11qMEmXodv3qgciJoY0CqgZLq1C8niIOaJcSMyE+8E/IuKItt8QrzU70iEYI3X7ySznVOuvIdX5DZi9GBkp/bdpwF8f6+HmpEVgeVdjGqDWpJYccqcmnjjYl2NC/UAodGtfvk5Gz9KtXOsgZLJ9/9SQsSuuVGMaGKnxsk5FO3YSpQqhR4GEm721w+jNFrd1DRY36gI+EAZekFrG5u2iEDuE8tg0wKvAEh+zUvp3a/SNxNRtK2z6WxXT8lb1lzehnzmAXLDwFT4R7gcjV/ALpWgx4IHJ+Zzk102RscRP8dHwqvS770k0HUAX3zZy6qO/JKePr70K5pXjZcN+RHQ5MDBqeDpHlYZ/ZvIEaNQszxGCmeNBme4sVz0nCaqhl6uJgEyPg/sUHY8Zqaa6UjG7OxB5sO+4jhqNg3aFD7/IcOOV3ZugIGULDLyl3wG6xHGcXepBmxlxqqIt9PKaRJ5G5OZbbqUP8uWXKZbGbxy3Unka0xzk6ZniC2h+eB26Ic9VwtDVJy4y6tkEuvY/dfLba1Z4lgsDgir4M5l9wv2wblDTey/9OanwMNBo98UF9g/Lkx4sO6O0Dp7xHGUr6dZfp/hJYZdgcJPTTf/IbyFWaY9oAVdh6b2k6ZNT5KtDPZ0F6L8zvfwkWq+YNXTVspY+9+iLU2n/epsMnqoxLji/Zj+gJjncL0WzNM767XVOWtOzBz6yNHkKb3n7eu0sppeqqQgT8guhtwiZ5lOdkpomG1id+BENh6qufce6JaSCwETuOrdirUx28sxVu19CCbK65DgrrDOEaKUU3uOYN4CA9C7ijvZ8RQfIg4lpQRTmKaRfu/UuIiPCTzmR6FgO1UQCaASgS9kKPUUA==