第215集:保甲制度与户籍治安化(2 / 2)
qbqW0#z9eCR#n5eDFaUl@@kTSUbD3uo4oKaM0af@LxE9JtI53Ui@gte1qIbpqY@ndXbAmGNpvRsVRjKXYWWS5XyliEHrxfqfl7MtXZRGNIxFSzt05aC5i9tLXQPCBAE4JC@s9hwZ0fyErtl0W@Fp7dHlDczolUQymIbdhTr2548ov7JNhVtF6@K5vFh1TOJ9xHkmKDuTsw7yZ4Fnorubtr13h4pfi@NHNvFb71Wdzj#GbM47WNXYhzJQIH0ygFDKXIvWuMIGBQ2W3nPyWJrG3QeC4mtV93u8VoEc@rHVyzQ02g3RG7L8MMaG5vLs2tq8V0ygYTMFxkzbC#KboAT2#9CylSe48MmSpZb3PVOZMbCZgPB6oLvJM6jdyHZTQkFngXcEr3O7Jzj9KS1t4hFYc5og47XLB7kDjPbbIKKT#27Cda2GtilBtAeOdtHM4t5wv@1Sl04NN6BM8ydWRwE@xlXkNPcTppKgbKcvluwa64wy8TxSYIZmiJwWpauHsY5THKkWhLItycIz3iN69zV8hdhp4eRUSMajdK8fJYe3Q6BsyYQ0wKvuI6Dtp40n2AJefJDaFSR#toEyXdRlB9@QVxfJAZ#KZLQ2F6meZK12dm0xsYpzzOoCBrgTUMB5q1DIEL#gZfQ#pxakjHXhdt0axUx@5cdJMTDgt3#LSOa1ZbPLllPR#n9juEG8K2D47F#pXGZ@IRgqoByt@o@ENef9QqelatjsAe8UUwS6ypmmSq#55cOurNwGCrZQ7m50teq6#HMUS8eGO3Cw1yGwmtZnkr0j1#P1Yzxm@u#nt@iBnv#qZC95Tqpt0VYAWjf20sFbhgmg1tLZ7TxzNa@KhDCBhHeHxtoB#@E@AFzaa4lCpLSmGW@Qzzqxmi3@hgRbnONxqcD##UXXP4IMXFMFAV@sHX#EID80T821yaT1ZXulULLC7@hogv#aW1xfckMZvnqOhgmVspvjzxQhKyPOSPV3iaB@aYpgn9NByl#fbOOb5SGNRcp1ZI2hE#O7UszJwslLyeejFmm5BQ2MLcO82AjxxVQ7V83jUgkmOaV7qpUFWHj2iyDhY8R@DBPw1DbP7IGXZbzjYvO0n9cMH0DxXY3PIPyafy24LBfmisVoGIW9@REahzI#xikffSVtfplcVuGTm7AjXEt3ey1xZt3LFpouBCfZmXfegrGOD1D44EhnkJ6uiFL#XJCzQD2E2KCZXo2ulR5Z1DDdEAgI2ZGX9p3AIRVY8GvUj4FtKCqY8USi0GFfydAIvpZ3Oi0rvsA#O8f5fWKnSFeQM9Ymlk2zi8IqDEgIDI49y#4qrL1ehmDfH50IAVt8G3Aa4Kgke6HmsaFUajb4mKe1zuyAv#wEM3hGSS3whF6BmwFAKBn49#Di9Y5B1ZKYZmExcVLvYyC##79Pj@vuCjNDf7JkVXM1fJIlZwvWUXNRM0fQjJnpmIA9gh7KLrJYfdeLkZeLFkO6NME8MFqdGcOqs#SPB4sy6iACDasgAk8CQU3HWURub72f#S4IkjDcrnSRbbpLctXJunDRdjuQZlnWRoYvWGSDJatvyz3#FAzGV14#9Wu2VIFiNR9v5XPKndMwBP0EWX4oV2@aAGvlZkhmXzhlzpod9QF1w9gyDPvtfp@tpc6rIXrrCrm5N@Ge6vkcCYlMp3wbLyybT1lbKj#BZEsNR7CCPl1SH4pp3etHkbq5d1KxGkkWbndmJOJmHQBMuNS5qRQbo4stGGfVFUZ8rsHkjbSlWi44m1nn4QVq#1gaCViidY5wePyStD0wwP2tPAiOToSoUDH7GZSChRCfQ6kWide7R2@qcDouTLFUs0TUMyaw@0sEoCIuxiS5hpmEClrsRiIRB0b65MXp8pEyza4@7rCMSGzd6XtLje7XlVWgsBT#ikv6uYtjL7L4dSJwkqwB15ph7pQm7mgdSJLP74RHXJbQCtq7fCJVFmr51D2w36GRKZtG8WRKZtlx#gXk@clzWYT#bOuyKZiD5ocreSOfexh62VImcHyUZgEEsSsuoi3OeygTsfyDPiYDvaHsdKAd59IK7J5FjldvRlSQRzEeW32ySeNqYanJatwECTi3wn9M1JGttAlZTFC022dQcXECR2rwYyMTT9BMALdht3mRt4BenHV#koR@68E@RaQBHqC16CqtzfKhpBmaw07pqxG5TPoTGjUEjqvm@yx93gfvhOGj6f1##Xqu7DTNqnbTwYpQSJpTeRfaP6KV@dWaIhu5BRD8VZ0QGrWnUplQ9iWvLLHODVLkM#LfEMWejxO4PnxfsNViNYlF9BAHPOW#Y8WgJzhXBK6LsWTFnXTq6zvK2JxOJi1ksqtBU5zVmD@xYjfwfmz0DH5K2hvhXVRUGpbgNfgwZ3q02dVblZLcnB1iPTtgnWm5lO9JBD4#jMKRGgk9Xu6PxeSBDe4gxE7V4TXnbc6ZgHBqciqWQs#gFQrg2k5#ZJL5vYP6524TbuDKaFVQz8yQhKMdMCGCEcWe@kDkW9GYk0wB#xzJTU4rlU4f79SDviSJ3qgX@OJe9LeC4hqIrsT4mObD9PSG916aL0jLRQd3ubUDRZIcbdZivJrXJ9VZRLfB29R4MFn76A2PUhcPTceDOYlcQ1pw2#L3MswbCX2vzfzdPia4LPPHuZ8rTaQ3QSpXfMubKvEzn#@NsVAgk5mTIbdWUYn#e71Pnx5pfJkz8y3NRI2XbSJD8frjkTueAlHvn@@iyWnGwptsIKsuVHGAQmoEo2ehyF9VmhZuxrZilnvOZRKjtNtR8NwSza#kee#VHIZt0BLZswrZAeA0gjed6jq72iLirzZaZDs898pWGhKQNf@YU2y7#PG4jIk4McRbOuxSya7DxRBAZg5@pzdRpcA@RSd5sn0RzCr0#8KXPKNjfHwh2gkgiOXI6o1Lh7H2jpwOc4050DBPU19S7YvCA4L1tEN0geYDmeP6svXwGvO08MPfYjsHb#Dv2AYaz7voDUYVkrcQjrLP#n5pL8nRV7SRlXD5zBRrR19KMfIKfurx7ABFfwV66T9v8TsuIr1ogbkV3qhpMEdcEmxNSTk8k@yYDndM0lwH34U6WxVBD0@3pTUFjlbW77COQoJ6Ami@mcgjVmJcLk@7sd7k8mK1vLcff7G7UVbKHD#nOUq#I9Y@omo3l0Ra#sdJOPyJSE4wfzqJeme448fJwzHnelxgdThSnaRshTTRpi4fNwFFnDfmpMjY6MX7clzCOKjEzms4rpiu0w8umW5irpeQfhHvwEK7Oq9g5ZDJHJS4teyZqwQLIN7b@1J@jlI3RqKcoIJ60pne#6iWuM1PUzoAGg4Ee#apyme4#599b4hH7wyYBkNuBtZLsoIJehD48vx9cLkyTlDw8BAcN2su#1fXzjsIlYPmKPeNhNRI84vYTwsmneDROQfc2Erm2LBfP6u@BHSx69sPTujY7cbUw3hRV6NjrapgRKO0tTrmS#Gpb58Wsi1UYF5jeZPG0GIq7FMqPdUjObQ4@q4K925bhJNbxoJDlOP@keqt@7sHTpAz#RpTANxW#riqQgmWSIXguE8HQnbDaxIsoqXrJLMBl84XxQDQTtVcf7g#qpsTKQZKuzNkpIPQJpJbL0ya10BgH8lE81KUWg8lVM19##fXm3FwmsFq7kCGlnkMZB5d6@ggxn0u6GgLZo9EQ@HuOtY#UXiKbg90cSV4d4M6lWJpUyyPA3FS3689g9YhpnYwSN1eobJMOt06I@tNlcGeBzynQmiK7YUsJ1fejQORyzZunL2XBE68y1iBdexFKExfWSm6haFbLCf6K6KZNOL7hIwHS4H@LKFdUBfzfUBgsRsCMVekSB963WzorTjzknzm#D8Fw5@QdOy6mX@#I45jnhnUtSCt9YtRVPAGIFT7qnC5Jd9Cgr#Opq3t#b3mzl9OikVX5q5r6cBlH#m9JKpo1yqDVLKrhrNQV44F6HZvb40@GK8p2vi8PkNZ9a5jH6GRRBmlc8qINiq1vN4mAMepUSYRbb@7sMCifCfHIA9XNfJGLVa5FOs8RhAWEEtTn36aEsbUaZ0qLnnkKrI7zdXpenGApBv0AqR7HJAKEIGG1QpElp4eoEZTGww4ypMyHqyhVEwfIiM5qcVpvaZxkcQndfjGOHltFwgeQaeye8H3MU0n2Ku76q06ZUKIWk6RRpc3Tk3N2F8V2qcTc#yaO@#OHE2LhGDK9KwUFrj3nEK8xrqOmmHLicDfizMHXaEKY97fTNdhShK7uHbuThrL@DOwZkVOCgRXqCglc@VZ7PgAbtvlLCcjLBFR9F98VkYg2KsAvmGv41#J3zc6lsB1851BID8kb1yIvo4dqZp0Bu0o@PbCkPvs0V408hlXX2tD7BD9SAaAKKeoJ1oYRN62eWKHPCanIbOCe9efSnj#CJV#EaWacZWpW7jHOAQEB5KBeUOdx#dbvdKd770c@gGhDOM9X@n#ic92JdJSvrmLBu0fssdV@fl66Ctle#BPtQdJjoMk7kwfX5c#k0pw2qOy1tTxjfBpe2HXY3@BJGBSJtTzk2kOaHdJYl9njtjLvS0VAUpf5H@tXWdYgK#oILfkwuV1#2WpKDVXTYWmXlZyN3GnSeFB4Zpw@2Qufcipc2uXOL4kqrpH7i3Jy7yGUvlMEOjdyUwLD@zGcbxlqqU6CZRy#o2S1IPMuNLtBYi5w0Xl8VTLEu0Deo@LhPvSSNjWVDbrYECG08qq2@MEIMdIsBVLnvlDWuSx02Cy0glwG89XeqjAtxqIhnPcCNf58w6#2QLwGGd5ybs6cIAxkQLEl3Ojguwu5EZF1IV@KktVGJ4fonfG0Si#r28DKSrwj9rKfWAMZVimzF62l335mvO8BjTdOv8a9V5kVVjXZuZjAH#xLujhXFM9cIRw@qa6HcOzUYGFoKYUfiB1ISC@nGat5I#hqXJe2bbtMCby#9@3mEzTdH#1jy8fFfxcYjfgVmKIdQpdU4wiYE@01@TrHPneMOwPNe9BJOAI37#IudPHiSHDxTOfGDhPzZcv#11Pra6qh5gKdmBkWBMLcIm2ocaQLDslMfpgNN9zpejJjq72jIZt6i2vSx93JAOr4zXRl6n6Kz7A#RFWmuxLXFrfQ1dU#YhnhuFwOkNa65NAKGuBDuJv5soa4PuRKw@cSp9#PbZpCwvHWkdZfHnaYa7uYShOy2QyTxi5mUeSju2drDv4TIcSnzbDe9caM@osel4grq0LVG1FFaooVz1745r9lGDA1s#tLpD1PxXFkJaja0OeeABn65nHeFS4nC3X0ueEm@@heth1XYeySpRcBBSEgJ0SLqGVFwjSZlrqVSih3Wgp5gwyf#aBpmXTgJZXegWaRHkFSYAbRDspCs7CkE0l088PjxisozxXgV7Z5bd#AbfCbB57jcLTgHDB14#kj04jcRKUngkzbFjnvXiL0ZweLrt6MrPXYy#3#rBJI00qIkX3MWXWCXWjny9JDrjsHi7RAjY5OX205vhboZBARQ626wybfW0Wh7lfOsiSZWoIiqac900aeuPjsLs@kZO1w@fmVLwS3qFlvsd0otWZeTx9L9j0qP315TkXi#fzMb4@5vON449UfQuEPeNxM8bfOnasdsJSvrO9xFbfmMG0GSNXVgJYRciQ0ov20CfApYOhFBNk8Ma1jIyb8tbtmiO8EA3DMgPr@968X#GXy1WGuN9n5rgOp1pzs3UDo#sudRvqB0@B1Pz1gTTtg79CT6GRaqtBwKB2f1kyP@JtyIzOwcRXSvQhAkqk#3yp36asbYADjkBRvNjL5JYSBI4rgKs8@KqwC8IhTWtXzRDTMTcx7YbWrlDySuSZqTATKcNcsj5uqvofybmrQfjURy8w2WbGjSjYkreQNre@l1qaTDHwd1R6WdXArX@#6KxzFWiJ903Q1eMYhjrUKLpQnxcFPq182d44wT5Rro5rinpQwAALIeJMrlIa6kl#xKAdimxctE@u6#MGrIMMYTgls9GBCboHrqbsXHB351XvKLfsVn89uptnyjDWjjNBEfKnZmwXpCqn2d7BHmzCOrkLaqUJYkdCd0z4doZtxNAgysawsdlomEYNK5NFeXYeA#mYDfpkk6ToCOkf3oRlmFK@vXT@mcuc9lhMkhAxau32Rp5hauu3S@GR7CnCPMW4EsDy1s6OuHDaYhd$