第八章:关系稳定(3/4)

jc40MMAUBMkEoSaIj09pNVxh6V9PoJ4x5Kfm0DOFlz0yGVut4H6j1hupuAGdN2QbfmI6e3jiEjqAQJGpd7bCqZevHaCbwm+/RV5Wzfs4ZOcqxea81HhLTXiVE52Y7C2rrBsMQtvbGOIj6iNdc2a9mtK2/B33+DAL0yB+xh4qziMyf9rPWhMHTuAdhF1uL1if5Wm2Qk2kFMnTOE95s1jC3bJ4Etox0x3PQTojQOfd4wTJEwPiflOBzU9ypdOKXy0XOGZHcdGdLSW+yqVLkTO8IUzBZKxEdXnp0fbMbd449P8Iy7BD9gyID0qX6u10gm2qZsQMX//dHE8RF1II1Lp1Wvh0Gw/PHM4jws4Myk0ZJkPh482wzDGFRzZ8WwD1Y8VfFSfK9WezmdkC9vuiBCX0RlpjOKnaEkUs67w4X+eSdc8FVugmHXlxDn+uLhj7adKGKZx0puwcAtC106ZijF+ke89yqa3ypHmp9v1hT4c2xBUFMJ5KTdt3U4UGemFn6e8LvkzDl0gHxXz/sH2lTPiXfQc6kh7YxJ39lOS9HWObmFX9xL+1BfpciHK24j73gpE12N8WB9U47pbinsfv+r/n64GROAoPgEFaE7ftTCMQ0/943Fro10QFPeCRbgrpx7HU2hayInP+kRNgzUVR2WgalUiDz6WhhA3OvuPRT6NtihCCSoNC0u5OcsfBUoqU2cbgGuB7PVTCqDtqpOkSGOJpGceleO9VnhHLpw6NDUl9n/uEdn24k57sm0fOdJ5Q6a5YuBI3EY/9dQjeOZ23ZNU9uXLaNQ7E9vfSpKXvJ6qElMz5CVvZskbfZ6pUNCAmCRq3+j/OJtvzmWA/AlcWqMX1qw3sgkBDkjg6isuebL6JGVbixXjOVwiZCfFTsZ/QkUwQ2vVjK1cggEipRyiAacVfHZkNzAYka0zcNavr4yyKlY8fl1oKfXDqnPu5jtKMQ7YFlMPnHIQYJBUYk2CxpT51M2RJhR9LvwyEuChuDHGbsB1/L0cKsIrckYhPxQfEAogCNKQBrx4Z64B1XfKM/q2kkKks4zhNIssUWs0a2lWvVR2eK1TpmaEE2SnEhBrQbBLV/4qH1/tqC0golwM7fGK5A81N7YPPbPUZkYRE6QvbbgwmYE1oCncpJUnHx4aS+15DrZXU93HpghBQpE5flmLZslzxseI3pPfGRFmCTGHEKX0jTm0Q/7SMYNcN3nL7JLZqJDyt77dk1LjKQ5JvKGwsn2EHX29QvDhSsG5Z8NwsZ0YNMnPLmp614Oa8PNVLdjF6vqkc6dpxU3RB8R56DGVZF87YMdfh+kK2nl2KXJTGb5CK9pabrfzEmGxsFDfpO7P8nYA9hTGJK1efcqLqL6Fi+yic6WYyV0XI3dK8PnLhZlseOJijngUzfwkTq5qmUZVrY06H6Rxg8klZNnrRGeR3pdJcwDWyQ5LG01txUEaHRg4wQyGdOY4pQERorlhhXr9oJwMSn0I8q1b2vNDJUCg8/CPWOZ5NSVLU+9KV029dbPfAP03BXwd1O390oCIk+ChJZzr3lSdRnOrlCb4FdJNfsAPInF3rdbOrNYGO1a7r81COTjQWzz2V/E0b/84vMLQ1qNyClNer0ExjIaNhWmcq+/NJJW1dNpJgP+sgY/vUb5meMbw5nniegkW4fSjF5UiRRNTpi+h+bRIL58IgsqBUGZcaGUpdx4XfJaKes8z7B16nKtrVGUvix1SszglIdOzN/FJuqOzrb54s058UAYn6XpZhhjtJ+T4pIh0KS1+rzU2RACQ6VUQFoBc4PYvCjTE29scYXEUHwUg/0XeiV1pIvmsC1onHVOAYzFVBj0GritRH50yU4LNgCFgWA7mWVXzUvY0WdnWOQCu8SAQ4lDelL/AR2o/gcaDF+AeEACNfe3WeAuHHVMu/3TjHdDzUweVZ4uwqBbBQeRYAtRleZMyEfb8G4BPW+cQlvKUn21mZ10YNOZYgNXiyCmqK7gVBhA5Su/S1AGudHUtXxDNoemLdxtqRqYq6GOO51S3qSkeKPuX14hDf+4bkG30c2cVgW1a4k6qzkEujRsqh2InWKKgLs01QbBa/3Aa/16wuJkMGGzSe+503tUhD2s+MMuKiJgrtShetpcdoUxfTxKbH5aHNru+G7OGTzdMAf9Hd73JOq3PPdZ7P7idl5qcRhGP8JXG5ixYbKE78w+Du3rWxwvkytgxbZeV+knfthFGV1GbBMnNvMwBzA99YmLbTkEi/bRPloyI1oqyZqwGQxE7GKaexQNyQJvcTBksPo4JABsdvXgIc/Fk027i/ADr5k7xpaAiAKKsAJ0kkK2AIIbuxQ9O6eQahHT156J3AHgB5tQaBeTPlI3M8d+H2yjpSqFtXxcPEJ/3nzbri0XflSDd3Nd4KiGCIcgl9PgoaoPz8amp0uCkynVfBVtfC832vRoCJ43jE5qCS30RHxKXMrCkdFuXY/JkaCF/G8Ex01zNLrFbCR7D9KEpxKcjGeLFCAB5KDrwuigtnUU5M9xCr/GIHe324wDAg5AgXcxHhjDSIPYpwiYp2n8ibttk9LcSPqdRJVzILGpJSVh08R1fUzKSmZ/TzD3tGjuVoQUKZg2KOwI0sa7rVVAhYGMO0VauPg04dtu8hTgOUlSGV8CcenIbYleZxJwdr95tJFqF41dHMgL1NKXZbEIN2lu+YsdMNHUdT9NbKuUebvq8oV8mEMHzzlnu8w+/qP1sieEx9aZpMuWRks4ZQivPP7DupcgevL2drZdGcAC+yAslrLw2T3WjZUwKWKFMgDJZRQWARcWB75oVRWwmpCOVpkEr6+QT8aU/EI/MefYkLXztpVtdG3elvAkJwNIov3CdU5LufaN3X8vIhgnMg25r+ktidbFF7H5XvN7Bwidctq+xs257XI5yEG+4OcAz7hKnsvDZRA+VY6+zne9h0rU39qHQYbcPlmz2I4xeoxOt/GsRkvdW/ZAezF+UsmO01iU6ubYtfm9d3IIQtp55bF+JpP3q5L8Vdcq7OAdKiaRHcmwDA1d5ZuiC2CEPOcXGIINnF2qxqzY5UOaTFYIVwxwtMsoR4SX2jnBJSe/pMbvA2EAQfals8Ztodx2QI8fvvR2CzXwUPPSz3ABD2EL/bPdkYhgMaF3fXYfEsvxRSGvpf1JU1E7Vz++FmOaYs5whACgVJHZw+VTSPTaQMP50g8oV/OEUc6LM+XzXoVVTgYxf0nwCukHQW26pJigbpd0h75g1Xfti1hxxSkBGQowWiNuWyEF58egZgirUZ+yZPBAdDRBTqcvUvZNCP3foU2KYf4XdTvVX+uc4GVOf5tKpIbzlCUT5XWekxxV7VD66mJ3/1zQOKtYmOgxqA3vla/N1HUM9SUEgtCqMPoWcZtjzJU9t836UW8CgiKOlgGGoG1SUMbSLoLTrxDB7w/l3VDznubnrfLmVGpdf44lHP40FT85seSEtX46sWZWvAq1Za/DW8FLpIiDyXUZNGNSq9J3DAMc2XkOmG365+s5+BoW8+2d0QRft5+z6esxKxMjTr4JJQTZUlA/H2PZGg4dalWksw1/v+QTZG/as69BrY5GtRVRK40przXM/K/TbYAI067tf9J+P0zX1NBRCVBhAmxmFD7xkLB9ZdQX+9Vq2vGM2GExiFvgGN20LJhFaXM+/If0TdlcQk0k57gDZejlKab6YrfRzWySm85GqgxCffMse2p75sJnh+6uE3DM/Lehr101c/BwGM0dFaNcycTFpoZlEXOu0WXLVCM5NOIX4a3JE3zRd6OW0bFe/fYEpEAYTuwwnAGVtVbe/wMQGjGGiWLUfLtitSDnXmvbk+rqc97Dt3t4U1tWN4uiYgB7D8+6e/2RjMERbmZVAtqfeah3yI5UVymVkrc5EuUDeDKXfPBLGS1c9SMHzBtKfkJidX1hmz1Tv4FMweH6v++p0s+THKbZgk4XpMtN22dK90pnT3fewU6pXTMR0q5VxSQdojBciQrf8BAZYPUviXgf/yu/Eirm0uuz6xjP6vs5ySGrnHz1Hds7hLNaxXUuClLUVRUlLOwx9OXITeJkOf7Fbgp8egkaipzrHRG/ppMJR3SEYRhcrl53IcBQyiCv0J27XTQWPvM8KbiEgVjo1XsrBWTOn00dO25/qjPlKGpTOt0+Yej4lYy0oXLb34LtUx9dORSdOUMxVx3uhMNLjyQs4dnVVTCVMXM4+JtnPMJ/Zq6gLV7kl/Zu44qRQ9Z9CfSOFBchor/T5JfkdCfGNELDYdFPGdfDo2aZIZp6NO6xRI8ftJMw1pLUXyLZKFL8SdVP+n7gL0TrcxtbsSnwXjWm0svle8OuS/5r8hfxEaN2vx+0hT7HVoWwqf+a7IfPIfdtQe0m/XCIjv+z9qQihkj3tBU1Eqh4o2UZckfT4JqJS8bZoedoOH2dFBTU1yQqUNDMOg/TEJ9XQ7VWZlkpYa4fwN88RrAoX9EPmC61Bh6cd6tsFriWb9HUKezeE4MhWfOyaZEM/3KwFtjk0cca/zL6zyBGZ2Np/KvQL7h8waoWWUquauB+LYfAL8kviXlEqYY1cD6S6vMkXoN55U2nC8YNCCCT98KSOKfk/aJkFzLTiNe2uHI+V8CilHKIu+pN9PWOYVxOfHo+yw5mf6rg5GEPSWDNPiX1zyIhMWHDdfk4KtWZpwqe7VDlb0sBS/fIqQalmAkQ3fkG402bgMJy6W9oHc31Kd/QbZ16rVkBxnndYACQ06yRIwitVAGvc3IWF2N4spSXAtqEMqOXFZYhtn7Yu8LBlDfvI5iN900FCWUnhVO05Ij9hPXOhg3PKX1PNI/8TnTT0t4ImV+Uoxe6Zs8QeV7fTq502Yzy20/AJ0yldszoMOgI3lRXOdxk7rdPH2LYZd2cGjvno1tNSBG4gOiACA0atDY86C/9d/QISnP5Utnh9I31jgJCGnzSYO+qQyZtuETbVzJSKxFmyWDg4YLWiRihS1wk31peSsar1PPto3vPlKG7OhEpDCM9qASJ3u3nfeBTB7rSlf4SHkmyGlW1pLDJet11SsyWlwHmuYyV6ARLNr4Nd30JD6w+pHo9xXXJQdwpTEXTfSaWfBDXCZLUrEKAWXGzzbz5mMZ4nsoMm+fdvqfztbInKcFgpGc78ZXRHHfJ/931G57ZpGt8UYKcrmo50FcVI2SxOSm6NqLjrxJE89ftCzDcV6GKk58mmmffbnB5JS9U4iitM7gBD4fXrLJoHmngWQvJYgKmeJqfJ3fBRCdNHoIDZjWF1AnBC3JK8PUEwP998U7En8E1365THC0vFSsgBd8/vx1hOp7jKyETj146hgObhOD9+ctu91BmqceGYDkM4dgzkvxL5Pb797P5nSLmJpXQCpXw25aV+xZOJw4ZSRY2r50jt2koNXKBjlqF5oOX2+0IVZ/pKZIwpfFPn1dWiIa4S1ttVe2xSfKcvcSK8SO3DtaxAuZOyD0TS70jz5yp95wvKfSA98Q46wunvBNKIgDKom5IPzbI+BvnwqEN8Q6B1X4BhMEchphbUVDXjnCV1wk9U0PNY0dB+jwQcThi4MnHL8RvLPaK4QfIYeOnUPF+dqLLFFbAZQnZMStIwo5L98qweyLrCXly/OMs/FTyRBNJdlZJkj4OOgqhA3GQ+LIz82QpAA67UgSvkfkPA1A5VBSoKjhJcQ3yHxJ8tDydLDdqIcrYY1O6TNUX6Bk9dwtdyJ1n5dd1K1U2XYti5laWxMWR0Po2V2QrohT28KJSDIUwbyHp2Eelr2KHXPifZ4fTD/Qtoj56ZBQ/YMjQe7UFjBTLJNLAlmfFPzIXVlEj99l/JQRgJuRNMhGET93oKJdEVAkgjwMijHQ2E9G/NyM4gvdnxIqdwFAzS4BpL48rUgp6QOcuIEputuxrzecwPfpahGoxDs/ncPQzeJPNCDBfdIuNqxeWX4i5E5op7CMOREK+/+JvNpdJXMGAzNEK2YBbWUOnnkZlRoIt2vkn+2sfEfeI0wxMRf7I9WE5gXpvTpyNaACV6uQJkxDDiGVfhl45LuB+h0ZNgszmcvf4GtvwEl+8793lHAnz0Puj756/h6X7oqi0V8MqgngtqXvrTtBydzmVgkLEDcwLfaTO/rzrcyGN/AD2AS5u0fK+siqoJhqgvBurIl1bWuiCbvgT0NFWtY3WoHTkSdWQc9SGRZWlYwuBSQxtnj37ZBDW5A+pXz7P8wd/45Fieec8F0Cm0C9REpz6aC0rGwqeCo/nQFmNZvNbDWe6I0lwasM1Pu/zY/DXNHKbrqyLtGy4Yl3aY3ujMXOeNS2h3s3ojMzzoYVNaz8IESA3O/afl14ITBCWHt3nnrYM1fhduiX0aXL8Fr5vw8fhh/oxXA9JJFqT5IP1zVQTrTkxlPb8yrHXyN42gldLYGHGZJaFh0rt1EjK0a4qsCQitOhq543bGMQ/7WIlWPns+V9PgLC36Sz1OweMZPEptEfwCRsb9y6+7xqb0G8gTNNjde5RKBUsPH54d72B9QvnW3y5m8iV3KiR8eWtGDZqnVeErY4vsyMGMzz4has13Nd+SoT4owmvSIFyyE2n57mbHndxDfY8RbFSaRdGUK4KKCdIZQIVTsGqsjelWVLINPqizqPON7iRCb+5mKk8XHIVpjzCKCfaLpOc5urc4VA518pgNeeJoq5Jncfl6TKsb6DzEOvGgHOn4UmOP5AeNL00fnFikFpiKxZs4uhnWc5vmyxyEtLeMvW+j+6LGxKgdAl49jOOfr5E+Wcq49Ut3YkrLKNjd4pKilqHLkzLASiZXMPZ87Ro8zrWGys98dRwDUK0OhcGSUqf6186rJcnsYCoPwVWGPYku2T/akRF07KGrUQw5HJe2IU0QtnAw0XYOkGrrwhdonH9VQtU8rADXppzKaUVRhT/VKHiAgHCq6sCTMKtwZq1AqKYY/gnQjfqj8R2/eQ5ElOrePyxodTKi+92KIwAZkbBT5Xcf7By5MfLSsSn82OzQRcYXXCn/Is/wNhrLTK3hQuMRRNCM8jLFLC0DyYdRAlBpLogsUGBcb71wqJNk3OkrqHE955CSYMLdTRlestlebGP/yOKLJ2FlEhfiWAcjwSGyaIAJ35Wosbi6HTh+Vbr5tbK8a9GaTRUhG+6xep/B32JROi8QitjXmipIMfgGS7M2IVWT/AvsfCEjKCo49nUb1bz5UZXyHWo/9y1tAN/HiSdUHa/U1Qcs5qAoitdVT3We/9dPS+pftv48JZCItogm3l2FZYq6PQsFKzSN8iqkmeOQnNaXZhxps5cYB5T0XMJ2GIqkfcpRnJ4iEg/P1qJypJ6BSK1tZ7FxDWG6ncyjbdBVt2D0L8/pLn0nHcNRAIFQi2vLG2A0HVq8CmBF2YVlXXILvCJ6FlZ+prm8lCMI6hnYgkfYTCTQd1a4laYJuV8ur8cYcxY+lwdKeVi4GGnShkbaqRUI98U+0qwBrttYUeb3o+3djooXtFLf/lZSbI3uHAKeHXy0/aL7Eblng3W5PCRKvc2tKUauiHmV3QqW8ZJnldpzX5xbkC05q7ZgaZGEyjwVFPhL9pqrG2nSfZ3u00uxYclwjd0kqLbf5b8lTKBsPRk+sJAAQlAB0jwizvfESNz+oPgMrJtO+iBVWqcRdRvqxCBkUmumihh0jTAFQLpIGjdohwQGgih6PKk5UUENS55wgY9lDFG8Sr/mUyHE2O21M+0gAvMKkHpUvXls9UO6EuUSsTFiKczCsZpJxxUo8nARrzZZcgSxt3pn/2bOX0QX3NqRT7AzpFPOt9hmI1ITTazI9GyyIoCkxtDd2VO5UZTG2C90jC+IOokGU2viqFuDOioaUBre+sI5vZO9QsD9kKX82Yk9f8OWho0F9YUFIFMt9Kp/31p1tCSIxpC/pvAdrNNc=

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