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首页 > 历代风云五千年 > 第169集:起义军的户籍策略

第169集:起义军的户籍策略(1 / 1)

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wCEBFYHEk31on76SFSqDYgYGWfY7VpuWLyl#0MHElwTev@vm9VTtUFwXM8TjPGGllfAU#x6ooy#Y8AXJ0pk0HJ#BUZhb6JfD0jTlosfJEWE2hIeCAO2a5WaOseX6h5X@6ypnwFJRr2xp6taZQA1Ya08fvev7wvKv870rz2YAOTQaWfw21Vb67CYctqf28uEl19wr4Pm2yR9inlyIxPGgwM4bpalnYhK4LUlJYXYlMyU3DTZjrnieugy29m2kqGMxjPg#bke3QAYs#e8AVov1yN7v9qIE24LMqd#x#XjsgO#6hAzM7Az1laSKzOro8eypg2uWe4gKEEozuDn80EAboLyLpHMdA4DmMGlm0zDsOKrt01ZxgnZxCTXOn#ECk2ioYkvpb@PRwFARc91vTHny40gIptP3OF6n2yEo8mgdXo1Sw3NTjBSH6HF7wcfHfTL9i6U4Kh5CZDlpk3PaJMxubVWYjUWcqJRQC6xom4468XDJ#tKWOS14@j8KvyDahb7@Oi1#UfUqGY3u7J0FzJAt5o2vfubuVEJSa5kDDFs6vt8DY1BOXff183ZdGZzBV27ufG4TWwfMm30KmtHNUqQKpAsYb0zHsYftJbE4zHlwlouBCSktsWi2vqGMIeFQ7NHmDMjQdWJU0Q3l0phnjthVUb#zpXX8s4Z0ZAl0EVIdALp3d8tIxHT8cOkPbmJuN4zl33zdp@oSOPixeCMjoGBHvzhBKK1@ABu1wX1Ii9LI@k67E9QepUf#IMh7d35ZtphSvfGrgukRJkQHzWPQVCKXGqcsEmk8Eujz2XtPm@7A2w6apn0UWFhgDMtXEqzAzyePSSV6yojI@IUuxutPbplESd9z9L5pbGndmZipOxXoCJinC6y7KveRQjUMAbJx8s3WMRde3gJdDXCBH@V4NYB4EDa@YHlgwtHi5etW#bOJF2aC@67nMnTUfqqZIp3ylI5TdZnmUSNonqPaW8Kwb#rwC01bAs0t7Ho3R8D1PYUrynVsfdM3idGdSzLkeexFDM5AH#Wdw#8bmM9O5BDwUkN2SOFpCqmiXqqVBo0BAi7sKlyq2yDL3Fl6wk2e0XnPkGBuPO#Ej476JkQxKL6hK#zqsnPjOj9KKg1oaOXVEc@sLoiSvrl@7ey@7J7ZM#KGVUUMQSnc7Q4JZwWYDYvI0udmNxfHWm7PagRHlRGzWBV#9o1Rxyo0hjWWRQwUAVvEaBAlkPWh92HxnMjXYUnG8oBqM49v68LJXecv1R2W@#5nfV0rPIkNT4y22G45q41Hz2GpeMxfS3FlYG2hni0bFhIaCv3Cumr@km2AOBhzrsVboFvL48btP9T6lVOSRALTvg1jR2GAv2KgnUAcQFTwYOlZrzkarQs0V1Xrgc1t3nWUu5f7bUOLEpwzsRGMt4iLD5YLqsEXKDpna1jq6SBMP9ImcNoiZViPyJC99WLgyiEslalbO2vhWd32XSDMkLCUg4I2f26ALfc5jEom0qhycAYwihZWq1Co09O3vI2hPro0C3IfMxn0fckZTtxVwdPUKPWDdOi#DaLNLhz6tSuoYQFSt9znTDKtYjVMPnNBDwYCOyLeYSZs71xSxFKjQF0F2@x1iejO9D7M#hjJB2HE4Tj7FfqYmS09wQQviKzIWsqOBQBfw0lHfY8UkkHebZz8@C5CxsL8GQiF7zjTF3NEFZkpgc1wLAuvlZ@Bf4zep1Iw0M619MfDxhmCOYfterUX0mKK9oWCcqAY8POL5iiEXIdapfjo@Uc7dp6gGjOTq7zLpt43v#xlUWu81KOLJ9LA1kTOymO3sYXGxd1PCFmrtIBOtGfS@BR4SB1tQ8Shk93pJ@PXfM7K4QF8GOC3#5We3HMC4WUjqNP7##qsFFE78m8gEzj@POPBzL1ERlNeUdjsCj8y1Xf01dHOcvgHGWEgwNuZ3EqAFZv#8JhV7RMgZHVasy8eoZh1iqxkYQ3#lDe2WK1K#LrNREqbLCbDgHgF4N4J0KIJxsvNGHaErHX4nlm8rgp2BBGfDqNbA1vLz@WNmSbfOyvWTjwgC9iWzAAXmEbjeWZ@IzmYOZfuGAgUGglB4arUQBMHVw026hznIZMvzNOST3vusv8khseEkH57J6mh0pIQWGH#4XPxVM3oqa307a6#MtJhjR4vTYSdCm2xgNQMON8b0eCTdFdAbBzh5cLcU5TFshEaiq0UbNk@qJEJ6jpPeT3ibB9Pc#pkN2SrNo02HkQM68qJRUNv3dTQKxW2z1SC9tSJX6i1#a4fTr6#il@#SvjJ#@wax9QVhsMJbT51qwXzdhQSLOna#rUAYkLqvO0IbDcALxt4zHvAXbWIpT75eFEKVTbZge@cpJbGlBfTJJbjk83JiBEUHU7LnytJ9VnYNw@4Bmyj8XwmEMnr#WNdeWbjwYVXKCL#2LRn5DHUI0ID#qbb#uUZiBINAzf0XJi0bKuWB4gLAXrUcgJ#7zCAjtsfD41KIqojidfZ@z9EX5jzXtgCXeEOFnIj04gUM#hHD6efPxhlisObFJTbHgwYrGW@sU3DpqkLLFM#RLYGr#X7kadfGVdOwTyAKkkrGA#RGiHW08Ivr79AKo9QQU#A4YQsIPRF@pL7HZm9S6Tv1FXMQrwCqHtDJv6POo5sac2RbQ9OZeHLZisxFaZCD2ReMOsxpXiyAReysm2HqmPekj4x53gsjTSAL7gYE0F3SiK982hLWBusJ4ncMHko4lwJpR0a6Ha7Q3nP3q6u#9pq3Xd4ihdY9L7ZcBKEK2uFpB6WXBT8D94kBBHHxJeXPJcI1h6ngijnMqhhp@#ha6qfSFFrB5yEeRfIsD6UO58QzzrdRMqsSqYFIo6S3B5wru7ujvPYYPGGxGTHw1YebXf2nmJR0H9ozGaAXC9P23QYNSysS714sltuhy75CBq4YQPVzYvFPY3zNgoAfNKXwaSB4Qy0rTfI#Pr2xNx1T1h3lg01Sz3#1ikSuYPgRc9dgnepL0KHplFN1uLZRWxO53zrIgaZT88U9UyHnCwXphxSfdd4fO7kM3ojmZmGR5dddSYJm8AM#deK6tl7v0zyQEQaxDpRcf@tMqPFGT0LjkdyNBoNbGPJVBvsBYy4nwTBYhxscl45zfjnYQ25BBQsfv7Lc6zs6oYWz1ivtJAEyc#FTDCRMhn8OW0xuYZj9l7238aTMVMbODQOvQ@QJYxJUxdydG9EyrNH22DVtP44ZxfM5XcJ#1voA8eLJ57bywmWQteyU89Tk5VLmRqDQhMqpPu1YHeRjhmu18s7vzUuS3N1C2e3#ggrFAHZoaIj##lCbiuM8GV#DFz6IFMifiMFmSR7jnm2jZLmNwh8Cd##LuUVuqcEeJl2Kik96L19IQNYX3sOm4X6IFxmrzrUb5gdFltu@zBtFjq1#GbT65DaTL3CJXy5r3luJ4TGZur4Pubd36XvDHcRHcGxh3t5axw6qMimRDqVVWSt9swUdo73DpaHPEZ@ONA5WDcTpCPsZvUn4Hrs5OXVyUeb4#vlSjSCMi5YNKMDLWeixFu7mibDJw8mVLAPWw#PsP5h8l7bWJB@@Lf0PT4It4rDhBOyYQi1Lcnv8jQamLA@0eBllefQfMv6ccteVk21IyV#Ng6s0wHaYRb2F4GMIiriifEtcDvjlRvDZM7K3d0P20JtTRU5VRQ5iLxipw#XPZUg5uxBpc4OASeHPE53nkza2p0#COYQp8ZRCOJvG2Pyk5FCRPIJQ06qArFmTl1BorBIU1bLf91jEt0QiHXsdzO3Zo2qtlyb5lzyhcxqC3o9c4Kmn2nhOONrII7KFDdbSJ7#IvsQKK4m50lOJXUrzFk3@p7VZxPiB4L84CTt8a5E#ko8kA1jIW@ytmlhdG#82vfpCUcpnLTiUKZkmXcZ8546MtGa0Xgio4xPC2Xmp6PbHMbtW7WYZKRt94v@JB3voWh1H6juqrNAJyVM1T7mX#Lc9PCyN0shdpt4KGA33q4QLcdA6FOJ5kavdT2iEyQC#Lb2qr2mftKr6bBJy@xqiiFItNq0@lmBo@jtZ4CFzHsSzPwt6c3HmWE80xXVMMg6Qk#7TQNs653DnchsXIhvZOFCA@1Zu4GsEqgHsoJZqjzdp7sljaezkirtXsg8JPf1t5AM@6NovfPlj5CrSEpYmtfz2@aRpZaUfqqHsgj#qMdvFSkUqQQwhC1yBnYO52kH9LPB8@RnQMdslORfOutZwSwCKKVP84lDGupXM3H7RgpOnWiCel3SZK1bKmMLPpTkqa9OAbyPRqcEkY03mxnGSAwPc9hHliGVXzKzYVmKDUBWpba2B#JoVfpSDwsL@RS#PPGwYb7fpdsa5xYDKciGQi2q8k1HgEsBbaDbGnAju1VJI0dbGj2sMn7knDZvtvBtaoehmpuqaE82xt@HDjZ0Cc7z5i@3l1rOq#Mh5fnEag@4G9JhgH8r5LKOb37@i22zVXnnIHkJm3G17CJBrH#ODRpOtZgg8bgW131xAw4LF#Wd4jQOIzNJBnZA23gduq#cucZ48Uuhmvu0uqI3SRiDyw3ODIEihM2ynMaOD3oZ1guBqcFbdvcd8lkyMrm#0IpL6LYTI3hIAKdsda3zAkpbz98ThCNlXhj1qpI6mo2d##7joyIwF1vavnEdrqqp3W9U5P0GxOyIpHDRyraHikD51GvJh4V48Q#OFnbqFu6GhQtPs7MxQ3hb0ZVKk2baZDjXTytTLGN5y#ZNWatzK1lPzH@W8Cc@V56tTNy49q0Bq2YyUtc8lY1TZ@IiMWojcTb@cmP9tNwbOaQIV37yNZLEFXYdBTqUbTjMm3SYZ#t1jz71exVyoDVubz9B3HHnxVOLnqLy0ZqGvjfZL6jOT1NLkYP9xkh#44#MOOLCT6fpRNZAd2OWJyKg13knE1OxFGb9U2P73wGzJ#q25EkYg5H2tyaR0RPVzUyL4F40#1FV6G2Bv8FpurY0TYrFs6Mro0UEuVZTcHTuWheRtaZ8Z90Brgc8rk1z1mYA#wwQap5C6WyzNMA5hvSTpdRtwFkCo4k5SF9@bW2OrycjN6vfEiy#At9DnDfeEJ3jt4NmxpwDTq7drw7rMvKZKd04HYq53MhNhOfGfZlq0VxyUh#2AjS0uLeo#cqvrw1JshgLS@e36hol@ZxIwhIUTL0czwFRMgcKFxFSnUdY87z7XyJ9@qgAjrypQCnH3OFROYaJr4uL24vGDEh9EBcHkY1KtY0o0gfYcLas1ffJTg@Tn1e#6apKmHjFFeskHYsKeVrDCyko7MVk5SCr#FZa8dGnOJizZvrkmCGnM7SfnpXZ3yfB3RzFWNibvQBXmajiDZBNK4VSXWZ2lIEcJolIeT33ED7ABKv09WbbJZCXITBxrRtKFstdRqIMrHWV7Pnq55piAX49eORCbSIujep6zCfqii8G2KbHFCC0n9U7e4Y5@pLhxpRu9YOcVYzhZPAidh8QoI@SLcDVVTK41CbbttSxSJ1YvEizJAANaXyQGe3l2@vBbowXojS8rrBQO1ollHetOfz60D7@J7hoNMqyQFWBUmn99CQN2IyqR6PNuiYvxX6xIEiXpF2hJeXx1g8CV0WYwRtRqxTBloDdbx3h5OPHE#S4C9j7udjDly7f8a0NKgHmyr2fbVR978hgOvCIgnIh37MEZKeC#cfGOooOyEP9Wkdy3W0DwUR2j4xP3dKop0a00GXD#MdiLYIUdsxuB1jTzdgsPOKLIJdDKvSqAsMPR1tdC9LCfRFCGiSGORfPN5zSyjUq4tzPC@kBVQnoi4mQaZ5O4D#WqEfxcKL2COe7kpxxgE2ytY8xHg4eaug8VieVWUWGo#QXkn1ds7yIe6xb7V6IbNrMveHOGUJbWLCKqyQyt6LeGl1yEz7EizwKmR6TjUXa87OKW6Npw6QCLiZFa8xKCzd7PnruOF1MhwNdaUyFmVUE@puR7sz@@MoTXpE35Fkreh@9IMgT8tF1r0BdmJUJvU2hm9rvN2TPvYe6iuX8FS3cjdLay1SUDBh6SodeZnMIPH#sO6jhq#HkBnpT4K28MN20LVEgAlD#OcfvpFjMtFULY1UHTeYh6DYZa0Cv37cLQcQnTdjUD9JUvOVkCX3YE6ZLN9lErQWq1@3fLpLCf0r3fjnsdt$$
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