训野法则[破镜重圆] 第43(3/4)

PyEU4/Fa9Lo7j7JG2vKjlzTVFaQXsVG5VnOdo9k4LPnsvts7ZnWEUiQZKmeVxSuMVqwZUoNE8sc348hGGIfLhALO1K5cMXl5Ji59WXuQhLFzHqQzc+Iqp1pvDA6O5t+XoTR6BuvOPWof5T+89yk8xt7diNNtmzAqfVwn0gSq6PAozVCpS7ZBpXYRFk1ahSV56Y+8wXfxbEi03MNycZbINscJEt1kPCGjRbNAYVREXzZqqOinX7BQEiE2SYypeXbMqs6GwSBtjK5rEw1B18YSDBfmsGFuz8WQeLsx8otGgM3sxBout0w8+1pH7/oEPxAXzusnGPs5g+AqxJb9jGftSnotBu0YoqbKTdhIOuv3QTX2C7QVKQrP9Lr7z0swFlRFDwWjGYZywnbF5OiQU7bpdmDxPBKWkzjxgXnCLitVEOF7daO90/BWLTC5vQk5gY4bJS88i7S3D8/jlO+aLudMR1cgyF1lUwHbuq7EmFf2+To6RARuFOaipxH002uS1SUtWtf/U+mHs/V1MRkt7+IGHs0xumGnGRDyXXEo+aDqW3V1SN2/4JgGmoqjfwngFZEslHxcwetEZn4HrFfIBbOEhVxpHLeBzD5TPLKK4qxEsdM/2zfcBPUzVnADZIfI4/MUBO8m7gAuzwuWs0ikBw4DdbhaRqkRihVoQpUkeVb475BiJ0yf8xuuRbuY2kUpCqHbzZWmNrqBFuxF49qkfZiUJGkIiO1KLdOvGRmEpHUwuPcoXr7ZSYO/19vC4BXDY7hdkRhY2mdxUCC4G54NCudSvnSQQnPhLP7eJk235ZHgNSQ906PzzBPtzHEIXofD976ovZX2HseWP2jRvONrIwc8SdfzTdRmVrlCmgXx1qoUrZ+7mB/zmJ/hNVCTmYxH504TffBH0iiIXt0RqpGPwCCsFa89xMeksyCWs92YN5PPArprvDMFKHFKNqucSsSTo/P0VwTN6jM/5j+I6A4/nRgpotma/1xuBUBf1CINeibSXuAQSTVH1IJSCo5AsPkeAsK6ChTvPwPqDS2avR9Rd6r843KZstE1bJmbNfDZFWtqf0+CdJwHx1YnsGwPkp/S2Fy7T9aIM4KmVqYV6TEbKg0LYGlbhZBGwdfVYdn3TiSiBXaze1yoWm6zsdEy3F6RbZtVIA31PVjlnAwqn+2oCrTCxATLXPNstcEssAZ0KxeiueSnF8JmNm17wBj25fuunBWn4YDSJsFveG5YLNl/PYld7Qu8DWUbkVfAhlkXFBT1iztnD1CxcTeAVaWvr7cRtkqKwFgakAigfuckblVqZoSZSX8xTY0xmP5blWlXRq3/WMctJvjjuHKXV4WIvQn9tjyhHpf7OzGMlksnkGJDLz4nvD0AFEoLCbDDXNgJCWzkSLmbA7xpxwOLr9MKNTdr0DFiMLLlysmnExV2ZBTmcTDEXPsclAlNEbCh7SPXHWSJE41R6XSd0c+mFV9jQ3IjxZXC91ohYRLNoOzakU/tKW9gO6+qm3zagSzsJWFwcM659gGP9WbxWXMlhY4mOJzogRrLaVsXfs50M1FLJwxQ5oa4gogfT34SC9pCC6PX8sbTDH3gw+va01cJpqY+wHE1iy7c5B7UPPGMeeZAW2QLrXOzPFbFjkiXj9DiMVObgVqiCNFqzETmcK0L2PEWw3a9+nBMXOaTPEQmLJ5PyXwZvDCrWgqjthpSuci9H1I9myks3XJTgcq9R8Ka4hMOmLy5xFTOHeePVnsWCrD5r/1m0AhvN1spjfwNCQ1cGSSQXYOUzdrjA8KbZ0CAEuR6DFGczJTd6q64kC4W5TQ0zvn/Lot6yytKYyHWfQMOZ4ks2KIQPh0NJnStk9OLcE0uvi63DsP15zYsJLFqyVDCy09/QDS6OnaSfoh6uRxxP4ilhU4PuUFRQshTOm/6n4lYjQhwTTg9+MnL/nUNXHdALMOKmncl77poKtS/K2o9iduoelWtVjvGY/ey9Vaaof6p7ka84ZTZbvopx9ONPKADiga8bMOznRIh8I0RyTwYVLrZubSwwzfdp0CKT/7HAxr+YWknl3tFf5YJ+RyjRtvMalitkttiNKuqlT9ZQZaRwmif23uAXpcVqF6XV6c+Wo6Hrj0/z3zcPdkMZzMKSQQZJwtws7xg/yaspaJFrqCpRFaP3MOQpao0V37a4+64tFFrifb0U6CBQC0WtIWg/zYfHTR0p0LFoqFkaR98AegQyLSZTrA/YmNF5AI4pKln4r+Qmv1pGbX5PTPhNfd2EwFmfC8D8UzyjeanREXTPLEqB/9XpS2aZj+N7AeJUNPtyKdMYnluw2x+Gis0zueP5gMh6s41pMZsqlLLze45LR6PC9VMQMF9bHpq83mc5EqIgQSFEXf+H0o8qxy5g1Ew9AkPppkVml/VOqtUaGRCSrkRefYnGvCfcYlbOy7eEqynAzYxp0kxqOLiqYxOa/Hny/9A+FvX4zcFva0E3CzlcEPHFiyA3LGHqMU3dRmwAiKN1aQld0Jlvwrak9SKZD8DOAXwrLnf28FEqBpM0/lbjxqYZbc12fIwvyCBbR0WWJazgtFh5coH5Pdx3V4XFEJL0s5sv0u5Jlzv9mNe2Wv+3dY7BJxN8/+gpifV7BNQwdfkXVJPuXvVrDilsx7dIrSeTX2Pm2dLgxQ4pcdp1WHqpeLpNlRqrvmht1T2/BC/MM4MuB3X9j/365eu7+fdSw6X78wBlJK+2Ug9c0gASBPZSlL9zWe0lkavbSSm4L/17JtnM1huU0j3ITkf6LtLuzmlDVXI2y0l/a6TVr/CQFu1CbciMbrt5mncKSxVJtxaZuio1WmZUXCvqHczTKXvXmpLYM/RDS7kRcq3Mtjt5n7/mHli43DOZ2/HPfm0T1ITZ9njACn3AjBL3eAguYhZIC+PCtz1bInu14cwHSwhI7Df+lmy9vhs0zdOMs9Rta5n1eEMJMWw9b8TqYvyKDBvJoMnorJfluCVMa0KKpcD115EriYOh5VWQ9v59+miR1j/SDfbkJ70jIPKeVRKP7uT98X8wVtdGxcJO8feggFCJlY2Ra6WL/15ve3smrV+FCiXucviebsnSOWfKMJjc+VumUsZ5ckkaiFtoXKaaAkrxRYo0cJw0M/2x4VfHoOt9+HKccQ0Wv6jRRf9whk3ukfAaKefGNFd3VlVEqv8FvD35238iU3Z2vjFhndoA9naPRQ3W4Th0q5OGNfy5cS439uC/ACdEH1zWvjonljdE7hjMu37SBlW/303o2UlloYGDiMhk1ArXT42oXFCQD9rnKtcvmV/vhHNhP6bXQMjlqY7H/ceyJ/bEYH5ICqF1wHGPeVl+hsjbgVWFwXtHt/BP8VWjEoIUR5DGOyM8WNr8meSnRTkSrODw57R4VcfPMzmTBD7gTqOAgXfIXZ6ox+J31SRJlgkz4T3oNcrkwcbuzjFAIHDffXWU+fWx00/T3Q5z2Z4b1pHcWqX9WcKGIKzDF8bI6lLXkJTljUnlPUzgujqm7886HXHXrl10J8gTo3t6HGdB3LK175NFoDo3e8vgyzGqlD6H00KdHGOBN7K5aMiSq6XMe/5OAdnNbiOlYbdzvu8xU6ReitraJOo3+RkzTz2om2hnrGhtL7DqgEMPJYPgMqMZTzXIoTQnHW2lD/KquIe8Jw+Vo/l4QR5mue9eZgYT+jkFokb0zInx9zQRip7SVZNknHjFgXXqpkTZZiR/6W1w4mxcB28b311NE3K04ts2Jqif0+E+ksNTWGLPSv4LLva66SyCr8hC+Rh4JSrlXggWrPwHWFboZsN9Eh4o93ZEZ96rUis75BNNpS9XGMd20BDUacB4sur9Z8yjOodK8jd4j6toVlfC9okO86n0kdheojwPjHQCmqARCuzEYw/nwv1+U11vKm0bLVlSVyXYL9evhYRYfnoBAmkf4rb+jhWBrTDUZSHRgH4xYwPrwiJKN/Ve+vNIPehh/oC/43nlbZPsiAH+V1Sh4yl19W7EfODSUqqoTRTpBufabEZL3FsD9WnVfk6uFiZ7/TJzoOPP3zloWH5ihWtubGptGvsDAFwi+TnsnwTGzN9JAQlXpAj0fLrxtRVWy0EpYyxcglMF1zUAw2Zkxdm/DLJCJJzAcscEtlAMFvfVz3gLUphPNFdQlYU5kkJYn3b72gIEShGhkmorDFd2Gs837EK49hBDR/1W6QkbXt4rYH9TCBd2Jq636I17ea7AxdA+UtT1EVuNjU3zqbsi0rscGxCD+DQoBVtrmHXQJICPcHKOU+unztprh/UBmY6d9ptHsVLGD0mG2OhDTJeaSMyAvPhLfYcr9J2s++eFWBMeAXlUPGBQvsWOukuNnaB4p++vFHar1tbNVyNm7S2BSCANTuvwL1u5xoo+up7mzp1/ylqjIoTuHIcvYiFeYLP7WO7KNL4WGmxpltS9k9a/jgLmafe+f9c0nwA2HhGR2pKCQReWjTSCBE8lFrbBSloU/u70CJXOFIMP8Cojf/jFQ+Z8ryYF4vX6gb4rrSjoT3JL7LtHGW/+wmyGyFCSo6afq3BFokTZem+59Q2hvVYnS2/lPOaWEaoXRhClsLUlzlxamgQMUn77j2jrRxlSOOCCvTEke6iOy+1nRfAE7yqeGGok2W+stn2cOuusaMWTwDWfibfxu4wMdOA0M0uA85F9799127lQf4eMmAEkW5lzWvYY75IfXUMtScKesfgznE1kGCfj7D5IzK87IQw0+jkeTdvpHkdxF14avq9L37bKW8bAw3NO2IyXLpT90bHgx/k86aXic/AG4WQ7W5zAMCAPI8nnjH8zboxfXVJATUkmd4F4vbnsvXeBYRXqZUVqp7j66A9U6pPxwwA1828IWGXhJXvDe4lZP7erB/MtjwwVKi/6sRhroM7Lrl3bAdyeECLW71HbZ+8RHVjuaLJRfHHvuXsQHF31lEsRQUsd+UGVsIQDdzKY1aySDiMnuvR19EzIe156fg3AVHZhHd7sjilSANlSSorPeQkOOwPEFLwz4wabcZ/ljuAmxZffiB/fvUtqcq1APTHKXVPxUk5jh/JNdM0aAR0QislauNOzWfeMj6RJFhWwkUkqGUUrIBlfgr4FMDza3SV7Dbd8Xr4DVsPyerDJS2FYPdAA2K8A70yUxbTFVqiKOgZVhZy9pCK6ckEQYr3lHWck8lH93umEaArJX+zGCZ9D8YtpUTQWL2IswNHul25z57XB8QqAAn9zcHf6yW6netWVZ9cZnXvneMPRhQV8TXlCgYbRbWnLRqK/1x64Rj/7zhRCunFY+g4mnQYfqGVOT1p3x52e8QL2mFOAI8ZxbIUBD5WW+0n8+PM36v0EQMBstBpiOQ+AOyvMpVKRAI8KiBTCTSDl6bEwVdVI3oYdR+bZVAtRh29GtXd3CugQEDXixJLATT8B+Iu/ohmbPvQwNibmJXdBrV6G1fDFhVtohXQKzQVJnOtkiQRz3Z6z4gZx2CKOxbZPRygwzFbDYFdXQtj9EB76590QA+r5OQH27RO3sIfP2GeavwxScAxfuEUbvNkPVdsecF/upWFH27cgjyd0qj9V6LpMpv0sYEt0TdxX5ee7U0M1qWICFn0puMZxPeXWPZROt8TJkbrnwrZq+OXM+V72GYloV39VLnRZ4N4EqJIaX0C2xu/3P9hDLlyazv8xuEfrw4Ihv0TridgNzDAlfcbzDNGFfjTjEo+KbCzbjTAvfaAgDM0D1ZBFCC9p3yms6RW5lsrcNq8hHlhun/KijwizPW5b9KSAOU8Pdb8soNrbGKnHsLDDXFuTlfJPhdqu/ZQtqxk3s07vgjvQGP/FvlZZJKwCDtk0XWPYrLVHt+G1k8FfAO2kOpx6D2ZiqZ20fZrQOBBQ8jgfv4MOsxL8ee0xrmQWEWEVB+RjcAXuCJ8aumf2JhCkr7e38++XwcJxA0JnJZ4aQuWC/TgDNnXgj5JAur3bHMzsgVwgVNwsQsIoZ4w6gtMPM5WjoDVS9JdxC8bJ9yZ38pu5Xjq8g+k9TFeHpi1uxp1mEaTHLF/xZhF+6bcgwjBbbJTwKk1l+B4MN0oIdBzNzgXMguFOskEA3wtOSRrgE/tpZv64DM06HoeQ9oAoR5Q8dWLc+o9w3pj4fLP4jXGnNcOjaa5QOJfLNMzVWxOs4r4Wx6fQNYPOjM2sj9QooSXUWw8DGXyvG+Z/3TLPz5ylyF+uL1xn0dqU+g3BGc1liFM/9mhBXYiK21fisl1mEr1V9NzjKULV5OZElP5GzPUohCPb2kOLRXGClWPgdjMEXsFSieDzV3fkaZ8+wj7yrpwChrFsLAWcsY+qMwG1NpmZ68SmXOEHzZx15rB0LBYf1pMtVnLepUScKzHih3Q50WNJ/0/sRDHwVLGM/RWQbzxUoqxqm4aSpINRHCyyedmorB49YsYWhv7Cfb/c6ZnbCteSFEWRrEsSTrezndSKzfaXcbQ4tD6MPZ2PzXghQOYl1AwL6qGRvRxOzz9q8QgZFKfn4bvdO6yowQxIXmT5icdW3YP8eonhjWQO7VE52A+qDxzq6w+w1iY8pbwtLIsDwAKWySljpb1eljzmVPjnrelMWTLdgNOtBL/xHUCv0kJij19RDMxO8vBIw2DSG7KYS2vnSiD732j18xTiVaGGc8DlK5FpHDJfk4VR+uDjjy/SKRsUH2t+Asd3iY/Z2HZLNOsDz7/AHUPw2cYD2k+ZIyu/kF64XuTX6ebSUjkzRgVr5KrAZgxr3M0+XKsnUEP/cgXBaGHwwuLm8FHaW4SEI4Ci6A9gZthWw4HR24j+GhLHPLPuYmmXFu9WsPOM3nqyp0IhcbBbdulIBGnBtjGcyjQbZdoY+6DQU1NeECCb0oSVAUnTIBDFb5fu7EU5MEpJ/weHUS8Iuzk9UXZxn7PvlRVNIiaLbjE+DpRhQrycaLkI0/RRAJXo/asOPeftBIj8xMiMBeYh9o1FfpbUk1KW3yikyjhl/HcEsfAxNTASgkzzNzCtUeU0u9dSbY0jGyWPJCuFPPUGUkVOM743occ7fLBIxlma78hamNv55sPVmIim3ZzfUWiEL4K2rOEzUdpkqzChvgOMNjAI7PAwz99R4shSYOtqM2VaubHhlah32RiZLSGq1QbsW99w42S6zm0M2ar2Mg3U/nf0d/GWwi0YiYgqqJsNINECNNeurnd8iEoCECYd2sEWq5iZdUd1XPlSGN7DotyB5dpKNc32pb6kvK+Fvb3T26/DDbG+rIaAwGZOWnK73rnoyBpRDaNQ5NFdmwp8rJJFtg9x+G0Jw67bCyCQKERaDElmIxnkTaS3QEE4xXVIrUv0zcyFva1ATaHVwu0/S4d42+7IAN3jy/BvMxsmX8UxgwAlO+sSEEsNnqMsNPlW88Z4Kh+Jg9Z8Ugduul+Pm4fnlQXudyy3A9Tno53W9w9NbgWPk+Roaj96Qp9Zx55ebaejaiL/1xvfBZbAXitA3hBjvKmTIOzK6i/QYEdMCXKCv2SBABOlz2USSLd2/OcTbZCgsXixvv2j2MaZIDefEFZDGJomcLtZXgvg3mw8qbeCxH+XRgPs+wOSQ+NOvO/rtr6SSuxBsUPfPyCbmJquS48PJBMX/9bOmN2h2BEqNi51lDJQv631JaDKqXZR+X/4ynmP4qQOi5Q6udiQ4Yl3NCqKODRQ9M8K/GqaKBu2/u0eZ3Bsa72FS2uHNdLbAjC/PA2Tiv6+6vjW+EZcniLPD4kkDAyWQNNV2vaTwRmtkyGYi5uD9W4eI4EzA3BFsoZxsJEJwfg7i3T0WmEfdG4zNrCdyDnZPGsa0oWxreGx5Nkdz6g1u8kCw==

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