第二章:复杂(3)(3/5)
jWQVEOEb1EqhPloy1+dabAzo921mBorkO+2S2c7OWjhcAuzFaHG8XJAaedSWDWCZFsdK4F+eiWaxS/bOGALgIavLRwfx67+ayatctlNsqwAg/Q1EMOtnGEcrWLLtIA9v6SF1lCPnjvaOyY/kyaM1C66g8zzcK9/vT+MmY9cIxXkGLnyorLXtuH1XZZNUpKQvFX2YXCHpU39fXQ9rnAmAR1fJ/6ZJiwVNYFqpJ+TcTzeVhEgojCbnbaAZT0gM9NK6FiF6xrwSt6D+InL7t8+1HDxw2obDXrBrvmIqRRviy5no4j9UOtoAkK2QF9uhQ8TIYinlG36rp4zWW2ESy8vI85+jgUziS69AwzZ2hOphWD65etmYZ9qMx9yc7eUl9HRolWnGdSDAC6kwwkhafMftYXAl3fwF+rnWH51C8qiHuFC+50eXrBdjiSIfYaLGCE2E50Ey0F/FGtKVAnA2VQCTEkCztTUbMiPWUTmIu0qYOvycM/mIY9pXtrCmOgBxQUHGQ4HV/i75tNsC+ceFlAadTnV2tsLEoLjzkXT6TNTk6BnJUvnvzVTEkpmX3kX1dwSWpd9Mjk5HTqI31DcVWAkA3bZu05BcSJfLR4vooik+XFhKPLZD5insoNnLiIV6K4lzp7A+5l9KUlnY/xqBIx1Y+p8roearvK+3FT2OqpoVN7NOV95mGcZ/IZTZRnj9Jjjv5+YTphggQh687Zy1Jls2MKesn4tjFPJ+XgtawQXrmJMPysV0kadxwyhOsjnIb0OAQO0f3+2TyfeGSlq7DmEAghhTmcL6R2Gb9TexF6g9mJEywrSsIb0NPCXHXDZYxC/Q89V6uaJ+TPAEI+rEskkaUwdiQBYQ+6nqDd1ifwj5DYnDr3m6JBsa0wfiFksg4HFInDd2QtnrX8e9aOeEJ+A+zwSuj/ksFgdB0GEjTDOpKOTW3uSQBYZM6unXfYtWO3SZjrPqsc2pp+R+OgS2jEXkKgvv2AGI2hypqLVpZir3l8d558/b7F+es+P5rm1tXI02Iy7f2K/qHrq1PgsSxPGgSJ1U9zKA7AEzpUqqgqmZzEZGmJ7s4+ZHGWXVo5CbUAofJCUikb6Msr8KdBi4ae0XzOT1sFAvFooiNewD+SbyIVwdfaNUnnrhUENx6fUwsGlfKN/HuMkFTCn1o26Xx8QTOArZ2RSLBVTAa5kadQlv1MLJbgWWeZ3kJ3/4lyOnL6rL+3JGDSCWz58SjZYDktpFKVs4iJoUYzdShiD8e/nazlzdEj+Y7cFuKB4j6jOdcoyBy1aodpuvDWd4p8/SGhKM5AT28wTb0nCsyvZZkHVD0cHylJcmBStPo24xSYwGdB6YMMIrI7VGqPUJmtEnJRcIzQ2E+3FG/B80V5XYsGmwoYLQrEOuSHgShNk6WBcYbQNovv1F54Cq92KBpd1Y5xbD0GF/PrmHSs0Y709NVCud60DE63JF93fKsCpO7HaXSLJ5d7WFNNsA4rL0d/+Z2cEjhyVSEVdCMnL+HgqDnnerwYkSKSvSVesHZAE7XV+1nlsQLMlUzVXrYDY+/snN+tFy+oy+D8joOxaIWkBitwlny6FldymFXj7KOQUkG9gA3ebemgg1Fdfvfa8RqBM4vThVouC++5sFSVrm3T7ajh0bqPJHrWywVxp9Hp964CLR+IswJNx3Vj29s/ZQAGTrZ9ar75ZPNcSFPt9hM5Jqbr0gemAj4BXKlquYvDAlbJf2Pyq8EBXXyyKHtIWTtnDkmxOBXZuNvXIweNrQputu2B/oh3Ll+HMJfsU2XVGHeTaX7ks9AEaPPhK4YjKBNZKE0BAwjUwfhzwj05BCJlYYBeZjIvKVZAwljpXdawrq0siKYLoQi+aLOVdcDjlbnSTtl0vR1hxzzTsfStTQ7mfTz9qpgUvDGtVE1ITcI3J3wRYr1ZrNtNTXFvW01qj/4Orn6JOB+irGciJnUt9sI6NEkkog1jZR/rB33htXb1NAwoa66ra6krgNXzE7xLJ59QmaAgJrXs059xJ4YYM6X9ASfSlsniixrERDSS2ebArVbk/FwdTTTX0CPqvkml4TyBpy0viBI8zr2QM3OvmlSV1vwnv5qXaPrtsKclISXiAeX1UQGAWxFBzVeEW/F3kYj+bJGkxXLhwW8ChzcWSkpdARXF2UbYDYxQRFROP+WH6/MQys2XxRFSB30Ok34+WjUlPkqihq0wE/e3JXkzXzhe+1qWJ5Qoz4Eo/wSasL0ZyVaS5OdF7QgXEr6TEg4AIgbUwkGs4yp7GOyypkxOqJht32KdhsLnTdY/131q9kfTUF0ODwFChYVliseu3Jp68M4gQZg8l/ceOtPv2Fi3Dif7KLcgE6Fzc/BN0cit2y2zjxVMs9zFabUAKj/gytT1D+6zNky0qnL4CyXqvVocRq5yG63m+KJMNaiMpR//C7yc9BnMfh1awjBdGLtg9POHDAhyfoIOBdzomlNIQIRf+WP5nPJFnH8/hVr5efnCv1htBRZBqd2V4N85Dw3JmfSspZk88uEKljEXKlJe3cpyK1N0ij38FU6dALTGLIruJOPGKJUl93/LFXyyihCOR/igOk7f97uQzvsiTiVZ33PvIoHKv0Mam6RnjxhOmCExeRo+iiVBt7+S61IT15i3QQkQckiWFqBiKCJb1AXB6jExH8/mIpmA05CmwBqDfLUAkaeg8q4OBgUTC5FpCSCVFw56bQ2SUmJ9tVAx9kuqZQW4AlcrUaZs079uRyP18Op+8JTGLOVV6Jr5f2KmQp61CTQ4FJBuOOnkjI5VRH1V4ckX95Y6eDL2VIj1QN81ASizRT+KUS2o+UURCEcUBEllv3Uw1cEpARxO6q3Gckbaskpyzfw0hIOtshPVcC71497THw3hWRRx/Qrp+fFGH07E6b1cOW3aNMSPMsuTP7hRTaSp22FeNn/9EDXFk59MSm3K9hBidrLr///SFJEnXHLx0uLpK24FI1+QwAwyfuQUYexvXfDGLLUJdJQ6aleMj5iE87qpglEyaBAaQ4fxr6NfwrMf+pWnj88HVTGe3K/WWX4qZDFOKNL0nI9zxmFFB1ryDMZSpAyZaeynWCTu7KEdUf2BGazkc9LAr54AK2RWkV6vcMr/ygIbLdQbO9Tr2tvlN2ISyG/whKX7CGdnfZUTSa25CpHnmRY9j3jj3YzbqdDUTc4vVg0RTPDyC6bhe8sMvlXXRiFksmSbrCrNT/I+ewu/fIf8jLInHCFpVx7YzzmypmRE0GJjVf5RnezWeDJzMZ+hZoiskrkmpXTVWiIGhR2llHrRWawRgKEk//7tgI+8AR8GRJUpuNBwFMUVke53q8oUy9Ht0soNONtTpKONSmXboSvCvsG385huJHTJzV6SUvRdTWEX6tsfxBMljR1hXQXKaSXwSQ0+IA2T5uXSHPZZoKEzGJEa0y6626QC9mSCLH1I2UHJZJHOeJYdk5NkdXDRIPu39gzTgYQWPgBTVOP5p3baLamMqyDFk+ccLJv2j959cJVieyzMYnF/rH4KI0bz3RXJS8su1Kch2xb0/1Tp7TA7P9KqcdE5Uds9toI0rY5MXm0onSINnEPXmAciMEp4z77Thb8pYejB9aOXFcjr70Hsq543J+gC2WFJ6cmS0Ds2Ph5DolwWgnfg1iYfCPI0YzPja14m68Zix+85FSYA/JTb7dHgElZgvHw1zF3rWAZMmu4hRx5hwxsgFAeKo069h49iM0GqxQ6ChEdwljU3vbBQPTXWmVPqcawzll2n3Kbjvabj+jbNXFs3YP7z4j3IyXQFBzHQ7G1coDf7i34AHTB/NrlKroxIz+lZ9qxYpD/l+k+qvHEcN7l+hkauYQ/PKBWFsTWqzs9bzbnqQQjf4Yig3IxRMRStbV+zzwC8Xa/FuRWcZcZBV8k+09E7II++C73PWWw1kx2mQlItS0MtxsPSRFv/7N9kmlIasyCfffqfr5xo4B5Va35bZmqLbk+Xra/54kgG8Db3Qg8DjbNutczTeZNH/hmQeIlr30xXj8bxUVxO6WeWXAABKfbpLH6qXXWB59iA1z8bs1IuidHxh8Bp3xv0fkbwVaag9PT1dEEMA4kGK6Byc2NBDh6if9QBN3f+QUYqtyhsmaU11dJCZY5sbBr0sq5VJ5FHtQl8nkGxxx1D+FeCOhcuDEqaa8patKhSTvfAZ7Wf6vq1CdvwZaY4C68ORhkkit/S+JKmvCfQo+/aYddMw85SyyewUBAI8GU9XucjdOTw4dgKJtY4zAdtOVMJEW/IFwmmKRm/vuZsnes8H8XYy66kiKZ8mwFm2ZlwYDQQYIdA2m+YDgaoH9zjUBwO//9q5SE79ZU8klkg+snTwoOwsuDwp5y9Jt0YnmkY9STeTXWChwGvyervJ9jJTGxhcTxygHXnnMb14rkuYR0cua7Cq5KPHgJSxaD5HYtlTmo4sSx2ELlF9sxbM4Uvz95MsokIeVtOtWk1TZ4b+ZVTRqiW/I3E6RwVtbyrpr+yAhbLpYA/ZPNmm8t4K6M1q817Q0hry8H7n0eiRkBHmShbJfbxnaDWgakt1iQOHfLydaljeQelwNFfZHOMgZotgRKxjhsE70mcPoEnSy+v0Jk/oYim8XD1akdY0ohqKJ6kR0m38Rl7ExehRD+3FUH/C+SfuaF28qIWNkx2eSNDJ3/j/gv6QgtJgThUyPDzM6dR2CEkyTWec7x5dI0hJ+csEiCz4SBGS89NVrR82bdgNcM2XCo02FznyUm7Oqjmu6hoiidDTWw0XzG1Q0Dk5nf9BH4USvZnBly+KXfTJxF/uxeft3Ed++yej429gnisP3Qr8rcxKqAu6kYAMujpLwyQpncb8XCTr5QYaXb/4s8ytICwaCT1qZuyobhLBFqUzdUJb+yie2C0QSzDzxWb8dxK+oekNGzDx0ExjF4EQLGrP776WRgnSmLjxlTt5m4/aUMSSiRTpqCsOphSGceE4dZmex3chlpsJ3Tx9nxbwYiIG5z/6cE4jBn99X+wVzPAzRDuUbtfHpI7+w5oq7dAemVFFtJeP+9ra1FZF09v3A3WY7fqRWLxhtWQ0TKlx7KAhpzIf8I8xqz39AG7UN75q+6yeLuf1O1l0tsTtKM4aS4Ep3au4FuWQ8EA6tLBxvq8Rl3KyfEIeGtgzXtUnVsDSHNwhVjiyMAS1y8cfgmQeRRdLudsM/E83kHLmpXl3GLVPkO0JQScrWepv20GuBh4cGGR2v8igQiPchxbT8vAhot3QNhHwKPa1ohHFVwVAKsXB3/Xf9jbq7b0bpleixIoTLLVgs+MGcyWXIpUfvJ23wbb2eieWKeCehNodgZSo918eANc9XpH95XOJQgjAHF6tJofbwoVf7H5803b6ygLMRJo2fq5CMaveSff7SAphD0Yzfj/lof5yImdEdEaIwrX5ABq/kVmroBoz4X8iDnRCv/1ED3eNqju1Ge5nFe6Tc+YXjH8yhvOu0NSACIcxwpH88fHxP8HMjkEzk/WVhetRBi0FWz4rX1Ab0JGDzEn/mFP+SbHGLspKljqp9t4Sxulqq9jLe4qTOe1UoOeM3lfkIswO8DbTLUdhZfEI0bYMcj1X+Pwldm4UP1dWb1ZeP/kMxpWXY2ungPK7YgXWlgUVXKCfzzhX8iJbhrXGnN7h3ZMssaXtfm3eZe/yMp/ICjKZyDWtW4Y8mPS4ZUezyWqv4v+YSnOYJJR3kUksrCNh2aaHkiD41vj4v8DI2OeOodXBV2AHSqcBO4QMLWI69UNIEfUbn+COvXh2a8FxaogGC2UjX0w8D4IKtGmLylAbYgjXiN78vxMnxK4Bm9iEGbdZMK+GbGhiWQSTwi/yXq89PBDkC/73cRQ+r+j7diwZk37zurvmZxM07v6mhEyrzdMIO66g7u6keEFtGhGsuiQpnnsTbxjapdIzEpKSZ+yX/AS59qhEVMCabnur2ja5TVklhycUYhrvUvoyKxJi85nxzDHOOfDliJgByXn6M9Sep91H4IPkw4Tg06W7CWr0cKVqvt/tnXEQO3+RPtqhLYECtoZ1Dj9bWxn1Nv9jojT2eLj5o/moo9ZllJdFJr4dyfiSGHG0rybbmMwmD0fFEoB+JfQizJCc0oYCCQyaoyyxueVccASNOe3OIBfBVuz9MdvC1itxAY9Q7tNzwg26ufghYY3KgYiBcXoEG4HAk8cIsuJtK098Pd3yFGuoc5Qwg4PbJ02h1+UVxj95ao3pRJsY4I1iDLxBS9xAlEpbvLHAw/I2bd/1hQi9I45fRnxRgSmlbmV4jxc4QeGG0uqP0mQgkr1eowrWc1aLFbBuoDkXTK6MT6tnabZINoeqcVePBk4DwQX2RYenUm8csh0QPrRGDeXI2LYb8umv8PbRkJTR7G/XhUpKlC1j8QIRzyIus5yTKI0Ti9RXI2Td+uvhlOiPDk8InGQ92iZjQm1YRSst8QzJq9SCPRhvahFqIQYfj9Lll8uSKLuM/XZFWfehFy4x21PbPAgPktZ0fcm27TXItMRlnbiH74zhLWuavWcGARmX0+1hRuPZybU7l4qBybOo5YcdNSTP4NjTft09Xy2frVFiINb7HqtAIiyZGF6l3j2+9CxM0i8Yt199DK3clXaUlXNxBSEaNCaIR1SjYw8O1ySZia3DLiOTOY4PRupfAr1ykrnA0q1WDX/fILPhgFrpnZQ2DEIjVPPv/KmoCea7tMpFvZ8Wiy2fiKMJHOOhF8TAvLY+KUEikpN46WRcZjc/6BHIIApKRTMDMVaELxg8iqc7ILxvyHWH+JZpBfw9qLWWAhjE2otkyAE0CfAX3jsr5dB76lQs/ijR7I8EkxLVs6qz7EN8hvRVFq8+2zWQMG0oWVrqIM3wwPkE160ZSuK+2VorgBIGw0SZkwrsHsemxMkhwGFGe77Jw2L7kaxHVJOJVCvwnWmnr25o3icAEfZa0M9lHFY5nXuGCh0pgPNqV5PUGXU1Izd1JSvhdH/VKpsDM6toDbckqqfucwzRzkV1gnL5ErrWD28a0eo/lev1FkAtDkXAVgGUM7KU0Gj1Q8kJennuvFWceHa+o5v6wJmTmjO1VPfa6TFEfhpJeav0PEUiKGtmoOmVVEQEnfM2IP5GuC3RF6U2uRnYF3w3vdQ2IquceTQOD5nTvXVhPHxGE9ztFMHnS488lordA21NBL31Q36TvlNKJxT5U9N73LkoNFVqEaGZA1+Y4ur0dnF2/Mq8rTUIyDhhsDiHNJIX7FicHshwCONV8GTuy89Ns++cpIPumSERPzccvukZxObgbjCDBHiN8RKf/jUn3+ZnvzyEVOjA/UX71XSAP8zZW2fWj3azX/C4HAPZb49Qi7AJFI7KZoIWEfdoI2Tj3/tkbPkapmv+PrtTtJfld9LavDiuZHkUlUVEQAdTiNK7TseGebvLqwoQ1r/Z/ujTTlvNIZ8pLwLOZbXn6/sSpSVdYtbw2viKOvnPpzwUUsHJg+unGiCq6Sha9Mmfpn5zKbVWVMUFig+s6tyuAbxny0+fjE+WQLOf/9YIJwW5p+M+Be22qHt4gWf7igqa+lRBUUmj2Im4/kTirnOe6b9TetufzyuYtIrg/ZN7QGAaOB0F7MdJYKRw3uT1od8jqVcGEEcN6zj9BIonL0ADbK8o87R1EK5q0vvyT4+NUHXcAYWRAgFA/G0MCROYFWhWM96dnbig+4HfGqZlSkv6UX1ylb8jc2Kv1ZWCeEDFlanE4rB1/T1zUNUZYikF3Z+/g6DDXoBJIZevGhM6Ch8ceIAsIhTJ6P4ds8gzAN86kbuWQl6Tmxc/GraeYP9bFSUIRgf+o4lamTc+rqmf3mMgkMpLmLtc0xQPTReMsTywQ8ilMAo47sH961zgZnZ5/9oS5Dmzhrh86kKqG0YDBI3vemVWHlMsN8+CnUhhBrYOFxefUFOTNZ+fkv25mgmzV/Kgabr4LTQJO9pVXMsp/DFjSEb75bn9GlhCxtcv0q1XEpCBwq7oYoyEw+rIZ9fhyBMXpyXRgbNsAKCE05ee2pnOhMMdRa8j8Q+aXLOdy0JlAzCPM7OX/V9ObejPpF9Hmn/HLUvBksECOMMxjs9/A11F9iYjdlgfRkDkdU0F4RO82SsTB6FiSukcZQnRwmSzIGdBIhDEI8avPaupoD7AbYyfE8ecVKlW7wTE2nGQDGn3Gnc4TL6uMFChM4bdq4LbogQkARWPMOIEsxmll7JmcxVBVzpXq8ZM8ACfifqpqeTUCJjBoqvDjLcF1t7woXTYV0oseYnarqRTkXNTDLgRcEVeDOwFx0ibw147cJpwBwSHlLSOIyP+pYOktRtTOUihMFE6fZQ==