第6章,如何出来(3/3)

tlIdhf8G26dsRbuaMWmLhfxyrSVqBhrciz05fgwh6MQZ7O+OLAMGiEQkhZODPA4cWnqucYA8huQPQMrEi0v86A9tS9lpQdUo1vChI6JxRAg3YZKqL4OXjvMP2U0cKtsmfLy5Srd2movbmQBJgRaghs3sgVFUwPlwvWBkMfGTq5Urds+erdUry1MArgjtw1+m3/kvM3P5bSYRDROflLap4RCvbuGu7I2pxLOmYN4Vhr/UWlEGAIAqLffvBKT9aVEu8Yvh4iWJxNoEEeYa6DoqtDzI1HUPh2ToMuLMVuxHKPoUpR+OF98G8CWZP1hU18Pd2oWXSC1YnIfjKT5M7n2p6MMrAdS3QGV0iHUPoR53NfvXxog0kBKtI+Ug9B/hmTeeYov/SDr3/hz+1nZav6PZI9YiVv87r1jhn0mr/xXkDLK8Z8/+DBq/diz0zBwhk4yvcP7Kp1PWJ/OfjyIT3AQMMsWhnbk0aXMGJsMaRokjTo5VbCP5j2wqLIe48SzuxnaHNQtZpAfVCI0XJPlUsro58b7cMY32OB4rYzujyLkQPk5HcIEnqLdtErk77uOkjaQAl0Yp/zlObrhWaWizwLG79nq2H8ub7gnHUFwMSv8QGBrV0iCYn9sZ7uG18Of4hxoW6q9VFYp0NE3C7iZhMcRWeDbOevq33ej9dpMVkfu7TW3B0erk9RnoKTfx38xgfsFlX1bdVIzSnliH0y9s0sSPseqknUy5vSFLlxH/w3GXqijlY1iuZU2O2O+cqAU/hQnT7NjmCsklp/c7QC1fUe5Y1cMrwFAuAawl8x64pPZHWOLWwBrZWkeFiEiaaethj9t27YVNciGFUXUIXmRQC0CcRvyeGZfWSoNMtywn/fVtxIcUGl5h3ZJCIMubhyXidWLN5Vo4/f4QnvNNOE6OmZRgVwdAsa1QzdWOlwtifiso6C3azi2yUw0sdZxxlHRVIMx7sZAwID76Bso82llELW64WBVc4HWNDUpDjEWnUcMsfsbNT0UwvQmxCr8KqzmSclu53w5KteuUAeFBvgenrn2UoVaF+xCNg71XDIFiEF0p8+eGxwfbxXc/6Untb4wNNhcJKTJ5o/phjSXk3K0jSd+ZT3b5HwRAWM3h8k8Xzzt2GYuPIXMCj7Z4SKueo2kHEWcp5/vNP+uUxlNJSOxST43hfnwPUGIZdyOky58UmEyH69o2Rpvd/eeU4anhnMycLjp7mq79M7f+0vh4BlkgjBedE5/i491QbkiVeYyAo148ycu6BdfOeF+UQ2J1wXuuNfeuTcB/DdUGqBCOE819RgbDwXVwcQegWyaJvGLyQ/aHtBUH3gmAnHUgLteQYjyhxjeuHNClnP/IQPy7FZ9al1qdXwkAlpQJz1LiVmerbnZ/nbR2yukrVcUf+YLwcngIeg+r360Evvja4Z41L04pL8in8PkTaXbF6r6mr6Lv/rscPu2LrLyg5lPNk8aWm4Rf3IbbEGOiMM1H1rpxrNtgyD0SQEQZbOkdyPzqeQpI3n3se2XSiMxcaugHae+dKp/JHVHutvZ/wIh14TOSAcn385U2llptSOX+pxMhG5/QcIgB2KuUcwgt9xhJZ4CunrpMTt8S5PgGo74LM2lnphnJ8QuxExgy/tckaxx/nJWkdgXOzps/bn8v85YJfrISdODDUyyhWl8LJXhKTINPB6yQMysDOQ+AdQ5IZZbdU7mNrG0SgZ3Bx8zqzA/LrcWOChdfpjzIQW4HdH1hAI76Ve7zCgGTOO25cW+u9hlAVcvTreRqiiDcEqtNpAz/eYzQoLuzxgOXTVFf7KeREEqwJUzcTCRPbQu7Dh73X9WKloxfrYXNI4ygofH+5FOtj67SfPaUarrzu7p+YQ6EPT/PV4H3zDUkqCNQXH+500nx0uZvpN84X3bDHqjzkISeTokupRsRmRxxHEyTJxNSJbvhJjt6H+4qMy32TolcxSw9voERvbbjQRuyQTSSHf5fR2VXrSWNX/goPI0np0EAx4nNLhNYAgr7HkbMayXjAUUOGkTI/owpYl9v8M5x5oRyksvul/5sQjhDmjn4r5OUaneMPvlAFc/MKJDaGa8TzNSTbvlCEPwk7ws5CSVVeze31fJ6/0CA9yC0IaMEmBQ2EKCMHbQdCwjoaUhQVxJgY403csNtcvcN31PXAjtBJSoX3jj113FwyEEiTuw/qAzZqhOy1Im2OhRJprOHz1VXrnwjNf9gMjRM2nLS+64WtJFvU5b97wCCFr4/WeVNN4MjKcYMx8anDrxPIuk+BdW3vuHB0fRm7GGquk1LQ+tVu97APrjXfjIYMqXtqZqOpElMM7OdOAKyGzpKfQdDb980eT4mhxsegEAIyL1WhD6HU5ERqfGyjuQDNZiPT03Vz7jpanaBeY8OFYoBF9grc1vYpSM2wbqQhg8R6J9jq4p7uPJDUf3SyhqkhfMArpbE0BOaD6TATZRbAYFFcnYsgv5ozslrb4TectstPUk9fhnUwcd8jG8vJy8pwLAMtiTHCkuaMiK49jrA8A8uetIXMja8PzRleWuqfok21JMdiAwh/wkLw0UqaJI+Uqfv8SDAF0c8wFSgHNt1ifYnGttXug64JWJrDyluwCEs/zsZFrVpZmODWtLKDw3rGEVC/8QxxMeEM+I5sZefzRK0d3ny2rFJ4yT3f/5IJUFqcgAR3c8FWdyPrUfm7c+3+qJpBs+bVeVJTVEQ7vYWXlQ6mhPSFJzVpUoqbbMCgLVWI1ya56zjc18pY3HbYbr1TWpQf/HuL6MKUE7RfvQrFE8jjQ8lfVR79Sx3EjBAregESgtcclNxwgROWWJx2jDTLhkEArDj7Xudu8tP78AcMKnGye77SNI0Y7+5X7sU2+y6xl7vvlMrYk4ROO2E5n4DH5e1gQvUUGSNTG8AmPFuGXV8PIeYYllqBZRxLQkm8HmXu5T+idbl9Ne0FWMDP7Fw/28pI/5rXPFZgfeRYCd6v+JCV1ujmBVU4dljaqwfx4EK19BauhN/dUmIhtUdEhb7+bn2HuvRhw39r4lGu6uIiRO/P99vjNobe1DcegnXTd9C6D6ZQ0FfPQXNXCFG2XrybWi6vrBJOIapdQe8fWmfcjEYl/VrZ5IfnUOVix3LPo8m7hzDrlp/VHRP9VObDJ9gFvcFnP4inwB4jBaCf5NeXJqvJxNXwsQxyRpF1tgY+xqbUP1f5Ox+eH3URThvjWrll74oqudgysm3jUCzKIYs1necJYnp6yuNovAixu0lJZ0ZVYqVUhBJprUrb29D7Ygflvw0/vyeKx28KwlNR46WVWF4MN+7aeLopbfgcbFAFdelcYESNi/PYSyWw5eZt/E/1VC0xHvYAbayldYd0ByCIgCvEWd7Yx2eZPjCRpXM8PW3uDRdeqEj8A7ZoFEC3519EWTzXSlzXwF8u971foL1y5xLbAN19knIXkbbybFQDNH/TO7iM6Zc6usLcaUgo74TL5oq32nqAA/g/1FjSWWjDePaPnwq9P/E3MPpxrw7NBB5z1xN01UJeyGT/t+xEHFW7NUkwkVeIH74RtLn2Qd2B05QQy3K7yhXXcVNNYTpl3Kv/WHQHL88vFgH/Zd9GfhRbmZGCe1xajPBEjKguZb92Tnh4E3BX7suTy6iDFTwADWWwpfzf5PXEUuZAsRl2BzcvwRhAXf7lB7izfsZoK5E4b0GmiucFfObYcTMWr/7SAL7abH/rNQwelvueQa47hdCD5UYji9Svu+QPkNhNip/8TGBDeHVW3YoeLtmybQDVbCQdXzcQSrABTu8O/SFTXBJAyrSvzU8uxsKs5oaASWjPeRrzgz6A6Zrncp8KKupk/saYTH0PUYjXd+WXMln21vh6EX3ghXsAofgWSWdWhtxqWVgQ3jNnx6AOMRi1nQzxx8eUAv7WJkPTrshkf0VbQd0R4+UkXHEnsFqfkk0bl7G37j2s1RyiWeSzERUKmrTImZsCCBL3aEYDc0sbnPJRLWe7OqP+T8A0qiviwrMT9NKJsF2IjaIrgC7uC4yecG/BkpWQ3XolLLx3xM0Ru/whwIbXKZfzXGqQVrRJZAdg2j4S22yuDosNO/YPU+1d/GU2AiGusgHneGKEkRG0QXLvWvmLBE/79ZrVeHnSLSTYzRoUmf+ocZvMwIUh+ZejcwvA7+2ins5gI4lNkawQ5reeAiJF7wcmleqiBf+Mf/kLmYpFxieHPSYqHrmwTW+FAju0Bq5VmwK/vkrUM6TJRa3biPvoKBxSRHE6qKVUQWzGsmudwQ23DhNpgMW6YMpLT7WSi/bmp8kuYdZtn7SUouhbHfxgZTWtqIS4BHXC2lrX7Dq/3Nn0CIuf/AX1ifJg64w/aqvpFR1SlQbRjum4k3o1HKfDWxL3KVKx420pfcxl6UsRFvNpaRzAbUYrUXtFQLD9vC80WBavnoH6VB6DWUHZhR6QwS5lwLxj8Tk/lccWxvdcGfWfrWsZpkaIxpo9PymixRy10cPwEQ5qCmpk5uLeMMJH3sCnR5TKoZtVnhR7b0IGnIuiY8bkuqcCHJq1dYyZ4hNXYE2uDX8sGyHJEgVCT3RGk/MDl/2vGUAj8rXlwB8qKeWdFwcd3p28cNm5DAsOfTnPdlEq5lO1qgGbywIk5c8ycNapXR260dIZa0YZFXQE2Jv0KT0HTnfczk3MU8tUCDy80na9G300NKphKkGbFMyx5DY1QVxMs/o//Gm2Qb5VQx36Fypyn9JngGsT//usHXnXwBz6kOBh5SJI8vT6srJy86WN+RWTSKkNSSYWCZ1v+/Xig1sytmcY7DtWrFkuOttm6DzzuOtnC3XhiKHyIELjNjyhmNX07fjMsTH9WmzlOw9HOsSjbneNy5JPMagOB96WeyD0fi2XRsqxeJ4AIrGffCjTCmitMQ58Nn8Cwh7YU3ZsWksyDqsKBf0m0QNvFNASS4BrgEZckL8Bfp220E5HkLisZmBp3LkBHJCdHLsroHCC0NK2UqNaX6scPqIfOm5HwVyPnmttDGSKx+pu1zonUwR+0ljbsyH4bbdWk/qg0Y34fU9f0sga0bhFh/wm9CSPwFBhwYr49f4cR1YFfMPvMAqBnOD3HJyijcnvNGUAdl5S1BJ+HJMLx41xKAn03ZYgVWPIecc81Edn8XLXoM48EHjETxXSVJIuYFk2TJoofKLHHBnSJbUUg4d6auKS/kep4l9JG4Tn4kqOjsLWVz2hK2IKZm6HMaGJuPeTSN+bnX39sgIv/2oHyRr7Dt4JKwM+BssLZn1BiRHaMPdi7/FJfGqah6VWOy05fSvZBKikRbmj2MHTxnV8ojSaM8POjj+vNX7iTp/tN3YeSO0hupu/EO3wUqwSrKbDBFE109EquFIic7Go37Lfay3mSKe/iBx2yec8L21iNqg+QiuR+1xoWG9zgTk4ozyTP6qdWTYgT4zFymjDXKMFR46Kw05w82WljsDGMGioQBGdEN/iENJaQeurl0v5d55MrXWIgr61hQVe8074R0GVWem/VZZAQuaLlDMnd8rOFel3wxcln25lsUFwLDvUpV9j7Ogp0BXcsmzNoCbh022/R1fKPvJGttaSX0NcIOAyomqjteUGOduzKP6XJHcywNAisS0pKrDxk6fX+7yO/8R1MG0VIvt/sP1/lj3/66iVnGkVDhdVCNE6mmvm+vAIqAotss4IQUJXOwDnRl+e2J+cylr7kdGIla17R9kHja2JrOwUbQ9fD9iDX1Vj4ClK/x6FtpQUO6UNVt92MRiWxualJ8VJXsZHHzWclH7ZUIf/G8saenfrU0dnQi6BXz6Pj+P4R5ve7V5hRzzeK2WoqzmPq5Ayiohc53ucCfst765g2X5d6LlhD1DCNY0WyG4q6AioEB9hho6YOZbu00rCoXX4n1FrOcQ4pY9a0YFbo9gYbf3KqVx/0BmcrYzy+HoXaBdcHrgEDVhpBpF6IDXAsrFXYwfwTp1iifYPvne7jR93mt5FMGbU8Z32pnnwK3urd7znCorTLYkmUA1uvFeQ03S6IOgtHBGiNIgNtYaM0obDX7cHTwKYX4V8jOJu0ujROUMgFrri65WP4XVpmnkTtZoL5JmdHue4p8St+hBjxRV//7TudtlVA6gnh10OIVhrtpP8jwT7vafItTTLXsP8nZoyORPmb2gzd1/Bwryf/4h9nRh6ScrjVdoPC6SKDDIyOOkB2sIfFItcfSq0u8i8a3OhDIkoi1YlMXdkE33BI1borSPYM31ULKglR3a3pRptu2sOd4gM+ZgrXj9iz+bf7JNNhqkvEx9txHKlRRoDt8T9pDA3U0vFUAhupTfbvvb/Df/KdyhaJuHTctmll5i3R3Gm7QSOrLuOISjr+pkfaItJ+LDiYefKsCU5cqZGs3umzaYuBq/NqljaYnrtFqx7ZZzcR6hPSekwHam4hkRWAEDrmzOzP9zgeLp2rpmIQWvsAXtjL8VHbMcrmFImH3yyvOeAGV2FQV/KZ6SSTZEUC3LqdbAK7V96+/QantiWDvOYf/whpzQbDOpmijvfa37oVnuTRPWHe7l1yIgHPXwcJWwp5L2MY+QJWuR5P7JkAOWXpyb4FYHnSc20sDf1V6HDtD0S66n5KNQUuW2Wr6UPg0+zBIFTjEnUS84hNyyn2dS94W+oTvPWCGvJ+w85xDamdN7sWzyeFfsnehwz6d3oR7tu7j1IbXiEkPBVMKp1ii4TqqI2eFWsRuEwmgFXk415FAFrOv6uK6+o/iYCXDl62gm8ZIK/BZxqXJE0vhSX39ilBoiVfGu5alYhLlWE/INFoPnOhK6MWokIA413Qo5CqbxyPei3//L1YHcdOUwGUM3mh4tJjlCifBiiHO7DINwBOhRdaAbEK/8bCQTf3QYf2Qga+lRSmDbcxfZHk1m8UhfnmlipkSUmGn2o+2SAIRiDNRktn82/jBPv6l6HADXX7pXguLOgssjWijhhWDrP7NZIQT0UfkNqGWS7xQKe8Sak076MfqBq67q4uz/Dk7rSerxRImcVaP1Ba2NYirthB5TUIiUM8rZpm2Yub8whteS+LU3jzLcLrTs4cqRqyPGkrDuEW56yCWtsD4mNzxp7keIXsKuANy7dn9GOQ2YKTuEISDswQSzV4qdSPCoLNkkWqYtvGK153QhEjBX7/A1x6E8fh87clY0LZQEODP/heSqymrdCSPrtCGj+Ba3mNxkQIMLgZQQ15ul2JmfXGnJy0SAC7Kpeq/XXYZiR8lAjbEler95A0rXzH48k37R4zipnXOs4JbSITuM43tH+/4jtBeujaOiN4QfHfNDyctC2TTaYauTzA3Q2s3HsUKxBPFVjevHO5pw2VcntBQzixevXp0Xhf+FeG3EGvjWWEg1QuuY1olDHU1ZfRiLQsUUHpB0mLLuBbvoZlgRfITaCsJ+qiDhHeWA/2l97BZdOUGiPiA3G9rNbjTtGwmrWVrf/mjC9nkKzVKtZ6ghdb2FSn0aTtntPbOx28+5FZyZMLVl8EaAYCwPjAl/VX6IlTJcqzghxNi1j/beX3O6C/mRTKPAGKguSWO2vsJhc7JbkPob19/GR+bxFeTE3u+nhhoViajb4IjAL/wEKmH7N6CZEW8HuXKFb5TSZiIN21QG+ELfTs9Mm+YBKMcT60T0JlNpWsjrcXYBJ/J2irH4SSoBQMb2+nhVJq18wwUgzXEUwAcoovtMlbeyeMppa+qhROXAskfOHoWug96Na93eSP92OEdwcgzx+1h/QxWss9p6zJs39d5B1CtizbWg7ogon+5Ij8JLh2e6rCqkzQuJLkMpvIuF/F0mOyEiRatGWoGGQtMmZQKs4eltJM2FyYgvPMvJ77DEcGz7pkJSCnlUc0yxIcwXDT817EpCYx9370rVRPeHV0NaYtzaD5K6QzPHDN0hjhi3BWl1nKeThhR0xRuL7TcvxaZffVbncAb+hHtPpwhNnqNPFwSVhm43vheww0oZ20FA+60Z9BhvQft8C+Dc1BvQqoovcqSEfP3HDJ9Gi2/GHrxVGidLf+3ns3lsACB4/xyBbZS2JbbOkehyG0iFhGae5i6Alp99wSaFFwNdrnN7pDDpKh2v2Btcsd+QVyavtatDKwjP976vrgsI9yts4GOkUy27PHhq2WRdbEw9ABehUzszARgp3u8yROpncYEK+BZG+kthqqcUJTe3IetfWJxUdllWEJnzBgNarK0htGwo5eF44i3jZunVtL0QWW5wFHql0z5Imd4Hkx+sVYl+pssb1bTHAEm7nJqXLa1Lmf595Dz8ymPHsNvLqMoX+cG9Smmg1mHubfvIRWmCcoPQzgoa5ky2i7GZbMsuGKoPB0VimV2vbxGLn9q+aItVrESjOHJz7/tJetxfUF6ISfPRb7mcBiAJ80FK2OIeF6VeVnrX5dZCaOqN13h3EMQLpkKDsyTSDj9PfsH00lQ5DVokLqksWkSobSDbID7NmBgBumxfPQo9aQtg2F1g5vhk7AHjGP2RTfa1iOd+BsA6w3bozvJpxKejKKpc7iiKU4nPIyW+9hiEtDnvaQTEjoDBs8NkEDUX0pxbJpLMoF3TTQKv2gDkRmZGkS+zt1YmBJv1yUGeaKLYH3v2h9NOr1GjuFkomxY4bmbeuCAK4/7rw3GWOlv04G9CvSN5qnwubcFWHUKR6DTPMk+iSjFCzhgHZo8jZcdVPQVKHPerpconF9u7d/9E6zh4uCToXROSVvV39FlQvT89NDXz7YFs0oQR838rhyQhtNZ+ke0kM2XRRnWsVtGHz5i0b9fZhuVSUumLlOAYI4GQzUp680+UyikIIyn6D8zK8Z+x4kZBIL8LJH1lNvwbaIJ8bTazJgTFQwucmKjO7VdeAgX0dXoI1zbc1ha6/0AMyVBZru7yU5hjoXbXgZZpWJK9zn6KHXSVgEc7DvwVBbKpGYqct0htDHFoPwlBR5wMQvltoTAHpMFk6oAfZVz2E0gYCns7uMsmp++JuypMBgaukLqDzP2vRLiNrzV+kuQ8i41lSnHSlsJlKafnWsvLKL15XAWW7cCD54YnMWRUQT1fT1t0ooykHZvR9VturizaVilrvWVNaDhxUNDfQtSLXQ737kYApiS5mDauOGsqY+H5NmkaqKUzxvqHRlWV5J/0ZLEDXWohYZsI1sjmfz29typxNsftAK6YmK/LLfUmAaCUNy1mINPkrM8bS6EIXMtfyHgmWPN6CYWtJGeX/imPZLPV4ADoxhxuB9uqfd2FWPLbV4BwkhO3IVLxWRnLFh7hXICZhckMQ9hYD2FnV1VoRumhmyHeko5MGQewhEauZT2jrSa3MCJNEmhDkPZtU6otg17ZgtCFuof7QTWFqu/t7+5l+KuGZtpO+pOGcZ5MyhFLaUlgRf3yisVhPQgFg1qtIuCJOkHajjACumvLW98DNN/+A0Pqlsx0BUYepv54Dlc9+b5cma/KKGSC2hvPt8l3F4vysSwx6VCuIi9mWl6XhXcJeXeEr0YGR5LCsUx56YTYtjUcz6/7cOrnfkN2qkk8bLUgO+1Rkv8X3ZKF9W0yDOgryQ+RzTPBrNwwfhBG+FBT5ySyIWJnJZeakKDcnkiASus4vZxeqaUH2Qh4c/8qkNzD5za6OSwZgsU4vADd9Jbo3UzA7tAo7y0mdz0qi7Fy+PJYiALPmZdSdCPAAMXOY9KQQ+5AJOUJlWytZU31AO7xzBJQfZGVZnKjSqEDnM7lLUdqn3ubpQnGGeHZh4yxw4bnMOGdom6kZRdXKyR0N+goxVkSb8upLN2ezTe5zJf8VKQefQMi/FPk5yK1nSUu5MbBG3VBx6T+s5cVcYc6h1uq86v+QsIVq+bfR715Jig5eIvjhJByA7BffvQKH7iqNwhKzvxy7ktNIdM23pkLdR8cN2Mg8MUDxYeqpAkd+LJmq1VT7o2a7+Tf6YymwmJk

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