Chapter7“合理”的解释(3/6)

cYKtX7Z7C7oeNRsqU78VCqWhMj5twgZOdMtdrrpEMJNCAhXYqmhbXbgemd2R++hdyh9sY4fhyVPeD+3Sm60ZYNag34d70RN/9yqhdKbiOLOmxeoaWC86IXdD0jVeH/Fm06mlkCrJQJuMmJy9SVDV4mvGnrJMNdtIW+ZF8xutzL++bBWmP3d+47VpGzMcEYP6RJd3ekqS3omP0Gx5LbVZ/o1ZA5G9unKuTUN8RVPm6B/mM1YUCTP+6Mh6Svad7yEeMXF+9cktz+Xqbb6nxAXqiuqxPE0HbN7G5hWtKWZYgwTZJUftq0CEsOeGA8xHGhUmt+wTNEU8rna/1bkDT5fkTJ8PTFFfhfuaMjGWjDIxX70PLYbZNLtI1KnmFH4vyCr33UHI6AVLMJMvowjP9BQgjn/tJ4cbW4RBwIUyDpArGeZ7dMzecbDoWgVKgImsStU311isdlT2c7ja9P70uj7OzsZMN1Ze5WCom16Ajt3Jbsjh9MZUQF0Yfn/O92V0tkM4h0hF0mAnImKUePe88WxZMVBnkPjDkUxpuIPVdpv+Sac+cH+muzAVaxXuHFJG3IMgfcjatuptMZTsEUFMH1SEagiBLdp3aXCuKexpucNBU++zofjC6mZscZcxZFcz/3LxZpCpXhkTr07lMcgCRoLeHTdMd5B81jbaxUrctjDzjON+6NrzaGukHvBUaIZ/it84IfF8lBUN0mIl0RVPE6wlw2OfCj/nW8Moa4OGJkxcDwBS6PK9hQEFv47lhxn8d6Xo/MTYh7pFtbPkuImDroiI8UV4E7uJbg95co6TOwjUKFbjKNxmYvOcryZDece9Z0vfphT4Hj5EFnjd1ikxUdaX4IBZUoQaG212acZlWXuGetGgkXpdvHOp8510q60U1M2Hd5zkkSXDSWKiD5fV3dw+6K+nNMRCqUGHMoKw9sWE5gtn95/WXFIaftF6fzqg96wkEckxrKUD/mh9sg/kci8BaTruWrqBMEo6fuVV9DVF8LOEkhat9mwBquvSprCCuHGFTtLrWWKh0YjmlLFHc8QPOxqKyg3zKmC5id0sqqtuLH7XxKpmjCAX+TQb6jm8TiF3Q5DSiQiX+AWdOc5QuZ5CPpG5epMhvcg+rvhdyd45FcJjhacR9Ch5Lq8ZlHWEPjDnDhDC+59GsGDLYfkkCwVTMIZs4k4AnBYXKvhqZIVJmdUhsRnXthldSy5yhO9svAA7NPYzpXCbFhP4+ePYhVT8SwYqFcSulGCGMK7USCAlEGWY3W5sTol+dARwUlP8ZvZMrJ4VyIS5JwvGcpPWLBwxcFZtA2WHlmkO8kKoaiOAOhz/yk4B+b+GaRXsvZ8cwEkYWmGFCjDmJ+wOPeF6HeaADLeEK2TUs/L8I4dZHOoaOU6rHvtieifJG73tDRVp2HUHNPQqQ2ST9iR4AxcypeqSLR9eviRrxORWriK1L6CMcm7TZGeSufxa6w1C1rMTzzsNClKNv/lBMnysGNtFdFEhIgLFnvRdfe6AA1D6H+prXwWusZ165QONxPAMhecgN1LKan+bprocqD2lg8JPcKjejLL39F6zLaAeGGef5CiHcEIWUaWyH9Zv0PXP86Xq11KbGZ7zY1EyktdLlvbSVUMrQ4iuadAum5IT+KUFN/tegKN+tGPtDOUQUe6ZFYVsA0iWj0jysu8TFGVc4QNG/sY0euCqv9QpJVhjOPispO2I5xtGfIdv6p+BldwZhKlrw9MoCHy832VztXG/zwftbvcJo33y65NkraoclsfrVHWnh3hwgdqJDWc6R3pQ6U2uHhDhD6c+46+kRx6CGMpXwigWOP4cfsR+j+ZdVu5r3ON7OCimGJrEWc5O0ZWh+uiTbCHmLhmZgq/4Sl3/5HTrg5ESXQAVu5PPQQpjLu/HR1gKGvphcxfwsRkeuUN9qntP8pkfp3rhZKHkd+HfxtZgSsfcnlIUm5M0x8lrggyZ51XoCUVNC0kqr2OctEdhnjbg1S+EjiQ+MDtMomQDnodOAJgQ5OiqkVTq/zzG9whGyp5HURRl5nGIQ4KfI7XXAEaITqbbAhXFtkP2z+CFnaEvnQVlAKvD1rTTOarN1BvIPa+xLQKpv6c3Hru2A7J2q3mOQhVu7XoRiUI0EnaJJn2UXtW7eE7hAHhAB2TX82UgOYgDbLCk2t1d56zmndxJne4SMbfPuwA+UD0aggopOH6Sa6PgEdGTXzX0NqsDjHswKQ/NlTDXYorXCuzvjr4AKMs9xRR/nuvuURUmvKUqtLqQW8INsj5nzCP/r2kUfpgtLlUFW4xViNQWO1ejpipIw84N8oR5UNOQ9yi/4WBqRnHibbRBsYZkoXhKVpAU8UgsWxbRnNOvc0dfygo5xubXRsQeySpZ/Vp+vP4Gh4bsDoI68e29XJq/wAF/ypQkDJwF/EwbenVZV4bE3hrqfcchL5t6F8V5GB2TIRrIvyI7xY+N7mbAMFwuFCF0NGfqFXh4L6dJZz1zG/f0bFWRGMMuq0xu9CSyO/O++b4Ik2s13DsPjCE0QLCbLih0mjbLrEMlmdLimi+l6gaawq20rjKI1URhv3AdNgmm+PJzSYaNpKCo++DjTDjmyKtG5OsIxxsGoSHnnA0neL84ZYwMpPwsSR5VtBPPRWvV3pz75dgoxMtgCnu5R8XBZLC58f0QH8+bTRjsdbsRPlH0fXWfsXauxCVRr8QctTe4SHvi/vpknRM9av+NNqGCbIuvdRuoa+4T0M+XrnCCeNZoMCPdWBPNav2U1efgAUultu+2kg43dAASswbYi5y9NIbDZsb0eYFj6bpvIehznBGeNClcH63MygHXbGuf/LOCv+HCHLUF5d6oXFkc/hsjkW/QPp1GScbrGtzO00m1wXABw6uMzLjJcYaDER3Gd5YhQ5HjSJWgGUMZj1xVLZq0CotWKLtXD3yFxr/Ctggr6KtmipkI5OaM551DQdCkWZRxuUhMwGD/tA8xgHeCwq9vPmpqLxevT1bny+aOfkdgZO1v1sg5nP0HByzNhApiLeZ/UB0v8+WHtxlifD+3ViR8ADflsCYbbGzINyRB+DQ+yPyyrZbi0jhUHT3hCvmc8hUzoWNzlhN4145bGWDmHYot+lLxw59Wfsq1M93JCjKDOq5S5w1gzhGZLeuwA7P8d/Hg+UHFFhYEOIfbyc9jhK+tDT7JM7WGXyRfJwXAwDvuzCfun0YEPsU4LMcNjupBM5K3Pl1Qgdn4vdbWKtE0Bvcpe0rB34BKiXjgCFryVdbvXuqZ9pAOUDwkPE/bs9HutYlYZHSb/9yV1OYSO78FVWlJX1Yp1vbB1HmxLYV+bdJopuz5YFNHCC8qijr11PTXAl64+P9tNLYoA06Dd6LhYQ9GZq/JM56paIxYhdRq4Sg7gMp7+tBxerVDI/9qAgZZyBhNk6rXnsfoxQlZ18d2MBbdignK70XoSd63CUbA6QYT3Rbp8YX0CY23zEOTlXD9MJXcEdwGd+WFMh6qExycS+9vwcbPF9l4LKTafi9dja35g6ysHr5ZdBvLU2k6fU+EPFFXe0iQ/K08K8GcsgoSUhXDy71jy6shw7ikDa7+8UjOYDA4VROJDFkVrM/kPc+fFWfqk0poLSDV7J5z3QROmwX0ByqsZw1p6zmH7L0JT8ywsBwtRcJxvhCWpngEcH563l4rNvUcH/CKbqdWh4f/5dGKkMuhwEz4MF/Dkej03xfDn06fbfFlIhtHjGeI6Ztkrxfo6JwraTe2L1jHbsqF4xWU/pUY3PMqbZXcQyKWenmsD0AfuK7Zde+R3c8R1Qc2Oc8TQBol0GsPJcKE6TlFkzzqoC5qvelCaRD+u+WO6dk6WT0JtJ3FhiuirFoCH2xi2PiiFTGgNU5ElfsSpX2pNVzypN0XToAZbE+uhjjiEiIVhgj2Qin1ZRCDUNmp8QB6anoLFUkUeXxPgTeC11/eZLt4CNqiCtnG+sqrWP6H+ZJCX8g+wD2AzcF2r9Na/X9BvNu+BdFyhSGrFCuzLnzdY9jB5rIm9tUr4Ljz7l83kD1sV8trUIi/SbUMmMNIKDEo8IOoVdb8y4Mb7ujFzEmbbRFiztSstGCVjOcc7n5E5lr+HGuU30Wsj0opuwKpfER/Swj4dIJwiafG7DJykfLLEmFhBsHEiui9yGZcqrAsfkXs30Hty9LMuMsyhjVDmImvrsqI2yv6A2/BC/nU+tvjPJDO99bvdb1qDmnjgxh4u4c98qpNqq2MBUR5Upf31GVpvtOYbfKA0r+mciAdu0b6KwY3AxCioTrhVtcUtIlKejVAk6pWlcVYJp9Rlk9+Yt7d2yE4R45XEhncU6e5LfC6sIbsa/OWEfwg8Q3+4PhSXed3bdKPof+Jityf2AYZEtChbb4Sfwt6mWb2A1onW1H7k36ZmCdEqvf6yR/ZuQ2G7cm2JDKEcZesfpD6JB3GO4lfPvv/GvijrakSztb9bJ66QuJpNdJYvt1twSi946hgWblwsWtpkvi81kxz7VWMdPXlMdVwlKDH1ASSzPxDKs0MskSjsdp8F9d0eYxAnZptzipC2x69O3UmCW9hwALLyBfVGwuSPvymGj0+Wvk/o0uq1eG4fMDvDuwfncFZPHZ4MQAufSnoZhRjKinoXoi9z7w8Yn/h9XqNUqRMkAt+KH0ST2wU5wgjdazJPZkJ9+2L4DnQSBEZXMQKfLomeMvZtX1Fvu/QQqoYMUqu1SBu9ZQsQOhz3iwZAecd+9v69uov2wErzbGg01i6gnp0DRUZADDKiWTOaNYcpvDQ2DIJ5iJRWp0IJvcZh7uBhmbAVYL+WAB6PF5qyXgtNcUZoDjf7fWU0mvzMYkd5Ro+7Q916BBseIMiMQPDNdIXMfcpbS7Z8LI6Qb3cbT7LyfbJiU2ykRDK4Xk083AlXgRyplapVmS0HiIpv1tPx41Cct3TOvWyIhNSFb1hKIj0KDPUeAMPX6RkdWBxlliQo+MiogLNhx6AcGCxKIHe9U4Fr+x4V9KERFzLgZa9Z41CkfqqYAE6j/a+Z7ANqY3Mwjk6f1HnUUSB1PxsRjcDqt4x6VYJb0d6RV+L+042ZV/L/FT2i1JGK4d0z2vWVXZGt/bOr9AlxH1G0PmCVaCC8K8cM8BEM+ANxiGAmZEkfhTfBZUhqYb04viJlxjQUFzcq9hHhffrPv8dwjVSa7/9xX55hRtAfEryMtE3hO5KbpHN9BrIH1DSVXCa6S5YB8b9llDGjrCStGR81SByvXfPXBZQjYbb2VVLPJ4DuaexM0PiIdNNfw9kFybQ9OizsmDLUsigtRfZbyFgDol5jayNZwrz0x0+zMR9qebUz8JPWHJEB5RAWWk0rmqNMvU+ng07tVa5gMuv2co6YdaJPGmKXW2yOP95V9KB5d5r3dVmWPb1ekKRA/P2ylEyQrulpnkSwyc5gJHZoyY/2ySe+7SO4dz/4ImJ+IyF68BerV3Xs9rT0X4KWGk69Toq+Axa//S90G35zS8awobDUaVBi82ElQRLYw/USk4vIB6qeZJsRBZruYjl5Hc8QtZS/TaXtnfsM1UiU9aTNcXoh+5ay7kR3Pe5rX+F8c9MB001UN0ZqwFgWY/x/oywtbikGZA48JFCiotLD5yXMA7goa8ejEPPk7ppOTh1MDAnznNgDKFucXWTZK7DSxnN770RIDoZzqhLT8pHlRmbpwBK/1++bkCxlNqzwIsn9PMgCj/3jm1mWgwv8CxAoICEOpLwTs4luAsy13lxYcb+UTPnvdFphO+8rNpRQnMgWNasmzd100Ri2qYmtzd5zlR1sS+rpJR8BgelsPrYK+NZNhFL4mwfGgiHtyo0Z/neMt/fOqYkO++IoZ5a+oOLtxcILGmZYbRMPm/u4pW6ocZVOWkJCRZ71K8aacTSd73cBEfIYNGVE4oU6HJ+rEnXtmPSMQjPkvVUjQ6/CLmw9CxfurdL23v7RyLFaVDwTmdfA6VfmADeY1OVzg6cCcSXnHA3ZiSCUTA/oRI+aqSs/IK6ON3ckC57QLguyo7Bv2I6YQ8fDPjeOZnih49d2Q+L3Xi7aSvHMWUsLuI/IykAc3pCEEWD8FaZCtzCEaGiAF26WDptU0+awtiSRa6OxFV9GjfytF5IdkSPggK533EDoZIwfMs9tQG+9GjC5JBFkXFpdbK8l7Fusum6n/eLpSsp5FOwdDY11o1VqtoPDj0Cwe4s8qho3pmJIkBlsDrJNTPBFiwkCxhA57pR9b7LglIQ7wH6itTEfseJw3xm6TdM9K9wX9dJ0LCLVNOGn0t9H/7uGQZ87J90tlVqryZxtyu5xv3CL+9o1vAH/vOH3YdwBinYBA9dLFirl5C+6Z88UmHCcPFAtAoAeZVoMAl1/M83o6dalsEk17e+UmKZVUnlXVSQ0RkPdW61A4Ybkl3A218EYJ8oTs+QEY2+SGszG+lXcJgY9IQ8nUDEArwf1cwJ1fjx1Z1FJqMUNtCtLqzNpMcEYlT5Qq/mJbSZwxliN6IOKRf19PuseTIk3B3EsX20Ryl6l4wlAqDzuu7Pfkj98gAzqKi05Y2SbuY3F9e583odsb0e4+VOc0bln8yu2z4NIBhuB/ULi4sdVO5ELZTBo3C1Vo9bYGv9YWP4tZVaDRdvG7/CgFmWI8aeGWmJ3DO4cf2ZhhwOCtLmDIZra6mlhNn00N+qmzoXCOj5EF5zX1wuhlct9gTh0SwnfiPl5rbOav99aVybp7fTP34JUUm64RKRKMw1T4pto3zBOLuZWL7n5kD9mV/ItCb3n1wMRhD72VdqXvovU0UJ7bt6tHDZy9TH2fjAiMoR8yTMDlfpjwp/4/yK5WDVciAEspmWjnHe44909FVWox3AHhgJ3tEv+r4Itjac5AR4F6vBLMiMgfiBiyPlgP5EzfSTrqnuY65olsBcjItFHJYf1D8WXXTuiWREFCbcaZpaz9eEvzc+8CgdY1Q1NtqkOJfevkINZNyxjGpuqHWnmG2y1wyPKrdTEOB9IF0kuG1YPTaufgDy3EWU0iDoBOMUJHbUjGk0qcB+EGbo8XLr+jKuDWuZ8DEXeMgJSF5M8Zm+hVlDkjHHWUbJ7nkQjqZpAO31CbLC2PlcVfizvLCeu5Wp19EISyEfB6Tsmyr2a8Tt7QY5iLSTgsEiznwKy7yD8rjqBCkr/NnFyV4p5ze+NlzvYh74clhz3rs3aUV6b3DDIkHRDOMai30E3r1SLf2oOyLytMHBmIS9p5c8dLrDBe85TYmbychX1mXHlrX4/qGd/Qjvcvp/PvJXIQpm0XfFsiIdFGYh2zQRMbNfTcvLrhqYvAWtKm1F3LsNmek46saCYPcHmE+X9d4sggrq7Bsw

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