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首页 > 大宋枭雄 > 第40章 能抓耗子的就是好猫

第40章 能抓耗子的就是好猫(1 / 1)

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vMR5pRLHkaYkIMTfzj501SV@HQt#P4RmTUWauaT7GnocbHSNV5pKCEXqmy#p1pgKXY53XGrAyejFNKtup2#mHJJkdr9Lm8abGYjn6aKGquQhrPZxjoXhs6m3v9ROM8zt20qG1dMjPQZ7hYobEvaWOEN8HGKTcExuvJj#62hisWTPxNRZjvXPMlVK6OMgGC5TQ4OcOQ8EBQ@reRqO2yJbHRCUAacJmANsitITmWX2bNbIG7kKOuGdLZ0YaI6uFWGwaLz4xW4hxAm9Yu3q2P5lrjomLhfv3@#KQn6afr9wCH97AwpYwtFW5OTPdP4M5@Udi8#4d2aSCk9qIGQP@pHjWm@g5kMWIW9ijlOP@Kc1LemIjGPdYFe9fwLB3g2AHnaQHctC8z22AzZCVjhIy2wum1MFYBNIRgdr0UV50ISNEAOps@Q#j3e0X6XNmLT8m0vfx61fzcQENyVYHazyQYp@JRHMpYXcy1pyxeWY2RH@Tg9H4AzUCNHTUbFkefL1zfAn1h@sUGKftDWn#ky9tcH0KoePHlBi7eaWf70QDpCqkBDFGB5gP0o@@e@ezI2MHfqYNEZl5RTKGQlrXTj0@CTLGvqqXqKFo8LOJ5OU70MUzr8Nl#q6qjyiQuXWTnL73H1xEW4QSq42pPsgUeCrqgdDfzNtyYalhdr#xFkIDuCDZzsxKF7vS#sTmb4InitvXNRx29V6PGlRuaGyDI8jJubQfR@SjzY@#UcQrC0byM6HgsRFVoFwELUGBUyMEPIjxjOPt#8FW#9RytZasvbADMLX2Vr#B49FJBPGumMnwGBPwWXdPEmUMGjvyyFf2BPHSDRwf76Ld1xQf6WelHCjYHr2kPzg1dDNVk9klcX92Vq8b1VSH3InQqOnAbNRitofpHSeYbuZLg7RZDTl2m1Q5CLej5GmWoYPiRVqr3OzwxHtqrB@gFZ5if9eBMIay3YTWLalM9QodwPI5mLqWyPRi@kK@igVOaQGtTfPxgYhEJ82ff3T9bY9CfFbzKV098rroyz7HmEPZMaIVPA9J8X4zJ6UnGlBnZRVUf84ZyzOofNN3tgD1xaEVxIvdbFbfijKNV4Q2bHAmAI3pimyZghOw6lBzMK52GURzgJm4vYKePbVMhCmcBuK36uLqoq6NfAch0tUAZTIWeUnIPCoQ4MzeSN7h5e0Ea9f5Dvh9dxXjwRhHvlmOzG5uKV802y4E6tinQ67UVDbHjOSep2dE@s3a#FY7PLXvWPshsFPbP8oNWTc6Apjj17pHEakOG@ksxU1MQ@ouD6LzNzSneANhY@3Kv8ak1zCDB555l3BHbrlPBpmxq@1YaFVBTVeOvieee7YO1Kh7EV3Hrr5E8jfXtcGeh5TFbBkngq0i@mL3dethQfQLWYYiaZzDsA6Vuk7aynoZ9r9kT8kkejF6wllH9KY2q8reVtspCCDSHBgR1pHOixySMpGkE5TaFxZ#nSTUGO51J7tVJliHLG4WCXxQvCRnZxqaXiVNjcMD2yW640TZXYt4sVdlrkpw1VhhuZO9qJ3AI1#k5FvT6UFIVytkJdrZPkr59XABPeUgwmwikbN13h8HmcknEug0OMhbNg1bcRQNch6EjX@pfoZsqCs02r87DKd80nP@mRtIYFFJzIFlP@A#C1LxnJLmUImcCtRTQ7Bns8Az4gQajqumINdV3bDIsIuTsRv0xtDpMr4oMEt1w3tfYnuyJ9rs1VKcq#AHta#b65sz1POslqz@sD@70t8jLf6TkiSvfHpDFIxHM2#J@A#nnIa1dwcC4VwLZ5bU2hugMtQIrsFc5zn85G21bInTRsOhwCopCxV7neHPtJCA0CgSdmZ9iwkErJ80Pmr0GZzQUg8AU3123cY8mgrs1mw13K4z#p@6jePi#qUF3mRiLGn6Aa0GZm8YnJn6nPl#pICdy#Rlqo#49yXDyQv9nBLhfTkCCKglq5VLIIB@oV9iDyfi#VM8DwuzHavC4Ba7nNhJq19ynaDkU0HWQglV24k21B39TspGvKooA7Zf7RMX3wJd0AvMOQcFM#XOmAok0MoEpoylyjBhVupPWf5mQukns9RhP6Ps7jA7rcbjMqcm3jhZUUuiVmIVdKH3x2Le3iwA#BVU8bAJYACx4tEg5EhTFGQ7aZFIMU0fpZYANO01mumZZIAoYxfzevxnIwBbjuXz1J#mzlgQ3i9jk72ckX#aqOu3j21pRih@LYND@323kis9iufAFJzL6Rh6F@Xk3cDx71c7whyzn4a3NyyUlKcElupuebO0iwvTD71gwngE@LR2kPYnnOmcDESVTxOV4YMJJM9hxZPaA4BcTF@uca0RfvlwLoKBCK8ZJ@2s#Rfy3E9SV@pqqOUrJifeWzdj2uKE4sSjsRRs#fJzG3tpo7HgouWXsLzxhEdhQbbnK6Ks#2yU1NRXZAznu2r@U0erKM7AR6#PmbbcPUll5fkKrIoUcdJJtYg3H1vRnGAJOVKZIDE8ApZS59tAIQhBvaXlQejbWlnsMdtsTNxjss3eumzCM39Hexxy6G2fDtTF0jRT5XetBw6XzEWK5itNNM64bLqFIdW9A3e14wn#ciUUzXnHEJE53Wa1LehF8WaKDlOeHeTyvLEhI1qfpWsKgutU0TpSD60lAzts5g1kPADahLj4T377rt2u0gvEBwnB#OzU#QKMaZP2#UG1DYeQQFNzHUPuJgIhjlJ#imqTgk3FnBVCtaL7K4jhO@PnNTNNlm9fFIEeHHR52eYTmAXclBEECnc6VYi5FxfgCLtlmILR65ntAOrSZAjRdY7zYkLFhkZv8S9WIHTIs40rMI9RHPBIggAIbBLt0ycxG80GmEdPnGG349rTFpwdcjRMQOpy7mz#e0#NmafoKg0022m3jT5lbjhbuWlGibG75mKELQ12nyj9lr@YpBI2x0MFi6XIIOCeoldZGtCK2hxU5tddUP6izyAN#FdbyKYgAHtHmM9IAuysJhTLAUFY#awjAfLH5ovJnp4hLF1OeZdiGgRWg@v78cBeWNLDcbhnGbBndmagq3rDMWBW51LPLwxrmWhg4Aq7JPgRaAC3@nFHA3m3#6uBFco2t7waEb3cNjT#XzEGD01tlMo3Pd61j9dWXrAQ3syaPiAQ@i@lTEV2VkpZ5pv2asli9x4moB2yBMHSQOSG9YAhixl8C#lynx8wJji3iHmbqTWFmfmVTMxzKD9XNurHkLIXcPnPY9wMvQAK@G8AnYdt4k2SV1ObbMvEsSD1BduEFJaothGlZyzuak0Y3lQcgVteSQd#UJDor5CYJhFrtLat1QZNHAWtLxbvZEYAa0YSorm2PrzTHoI3EEUgvSHqhXdN6#3ATcvSiQBHIDnn1KmOoxfyJxrXAIfODzDoGDfpLAYF4umUMb#OoeS6CwxSpueirKTicczXx#oGKjE2jGN#h6iCcZIAgBbLMEVGQluzURlzkdfp#DSo67q0h1gzad41xzM0WCKn0mOhf@JxGjFIF9HpHGssAXsF@hKS0UOs9sW69HqtK4LZg#fX0d#6iHOpS9jDdbg6gZaZZjCSeA2Hwnno93dOu25sBACR3b2IbBZw5kOcQlfVAD#uRy2R#0xiAvZr7A7IUhiqwamzV@exY@3K5ycKXlzm7I#Hjbn#7zl#H2MdQ#WArK@TQn38wRLi2fI2OQqOn74r88yNU@uMxZEZqOxYpDHRXbT@t1ssHO9DMYWsZ#4sBUzkixl6UVCzgI2hKl3duP1DxlMKgRDQhFLZIwbvxFHfd2mALALsBI8#LJqWaXrvdV7abBl19TQG67gOw6u6crXcqJctdQUlQHH5lDiVy1Io9x88EJGY6#1uYBpSOruKjUAXhCkis2q6zUOY1yc0y5htkFAh7#gKaxvtH37LiMOMcJqfpEDdxb8Fu1LC9SqagMYwPDHMt6Fv37edHPR9UuOGx5hTUjJwXRn@Ekg8F0HoKRsJMarowQuzmEB4@7YlXDAPYHdj2kLnd1SOkeT0nhFd#ePAvmI6la8ZyFolpXlmujjVc7tqbHGrna0bXouIdqoRiQHwdFe#lG4Yart3l2aU25xAEFBoP@x2RxUK#2qB2rZjlomMlW03@shLY0vDrL1KG69QRBL9duXN#ckrabCuJwSiri31fdi3Ke5q8QSpPAUKMvPwWwM#9EUDlg1b2v@31XpeK1hPfOI4VFimN8RAuS9F7KTE9C1S4ITXuk7Q@S8za3pleuzptHmuGq0NJi74i6Fj4Vr0U5aP0CsZhwJD1qB7DrRZPPpA5sOQx@tA60iA5eP4tyMVDYch8VKfzDCGv5H4TCFimYVyFp5X5Vi0nrzPLddBGCWVHXKjN#mc7X3gAEhKsXrX6IWGO@68Jk5bz02LD@r7aYQJ#GjAGtdIc3X7oD7N2VH7SmzB6LNRVF#8KqHuPK4hfkiuU@hlaPKxmLhM4JN0c5IdXGIv@Q@RhAfhdgMoyM6I7QFqPI8S1kCBinsonNoao7ew4hEEOtKs1QiF1wnvNAe9JCSspsLfy@PVKtCVdJr9GUdGvfedCt2EDXu67y11JVhm1WGqlI8JFEWztgdVwklgYkNd#i9gDhrZkiJdTkAv8ZqghraMI8VgOSYZe57q5coLnK2qvcwIPjy@hL4L1C6YAh#IiK5cu5EcnU@atOWB7VTaMcAEtUT@uWiu6P#@RyUelmx4KupbRaMbeOA0E#keDX#iDz1L5nkO4qYXm9Vo6NgFW6cT18LqeqGrY1Ol8QGVxPLKMXgq3Oo7n#2QERiZoSri0QGZJh@H2xalA00cXISt2Xg9Be82zGQxBc8vzc2RHBDAwhTXl6#5rSLjUq@BzAIO86mrihwxWP1xOBfy7lNOswrJEfUCZaPYjibVyzjxs@9fnRQcZ77VsQJgkRY36zlanvtu5pHNlwY5AqR1LY9xSN5e#UxcXmVnUa@tK8txiMHnB8yn465aX7srgjTGZGiqip4NvGNGa9qXRsdg8oUWEs7tbxUV4owgkSbeVGaQULj9X9FbyK2pVeDXEw53PPyGESvjTrIDGC75QxYaRmp6wVtVzznXNIPkQ8wchyKcqbyl83AYh0Dm5wiQIi57ZMFcT6F8QWTE9vunFp6jg1pB8hbutttN7TUpfU5AK#Klv@6S1RgD0Aujl0PwmXheRdcyJ594mo1dgFyZy7ML7f66g81CEVIsyZ869bp6GFE4XWiuXQOvstPrjqvjd@tP0mt6BIqNR7PvBVS4zujKK6zAd6bBpxn0Attd9pL9KvQRgWGadYL6gySpEHmzaaJhokMrZ68NpecyQuX@i0lSScKBHrXJSlNEWHH0ycdMQMGEyG2d0VjeY@JRzxCWX0J1ESmEX26t@jNmNYh47ASG#5sy2upulIZcp8cItAbePemOc3JB5n4DnNPN7gJN4iqDD13NM#hxybs@KPX0D96kHqc9qk6Bi8xNGJHyg7Mm0#@kVDCgUcEQ4WZZgkf3XciKbjX2sasABxC4H6W@K4jDLtW1ULALqD32uxNXP1ZkIAp8uIB1ty9AicN5HSj7W4vWyk2#rn2VBCp4F5qsZ7JNWNou@viRqG9FxzSArxxAHRZqirY7dDohX0ReZof8wCgkMHf5ah5ITiTJaLo3NnCWMt9dIbErIeNqxJpxiCC3MIXczAbhmrpi2MQL2aqgcAIpUl2fOKP3nwxpafiICuk4J4ZchhEBdiSI5E0obD6Q5Xk99ay8#6XZ3mhiOm0sL1VPUhkWlmv#f6sYv25cNmtb#g9YyV7m5XL6LQiCY11OAg04a3JKtWsT@SGphCJKsTZMASRebGHXONXW7mgt1scMayvbxbOcjxmA3dPUDH8xc5qBqnJ1KvWD04NPfih#PODd45aRN6IzJMgvqrCd1Mbf2zlE06Qju473JBXPt8EHVwQZ0UORY7kZC4OhS6zTgHvLzcn1bR9B3TFm2hFxSK6k28cZm3B8bLi1JfDTKxHB1s7ilv9LMpKoHbr7x8p7pvsZH6QLGMZzj3PnySx4AgAAH88UPgtUOcX#CHhUgvbI#qitT5bZpzAtGhKsdwT70GD21uJ2ya@bcl8A#aGUqtlBE#LsTcOr89PYlYyaMA1cswQ7Ds44WM51FD0hicp8PDnXwJe6yySIm34xDNGV5BYoU2C9L#mY4Sohr3OS@GRpP8cHsZUqvoKUANOz41vZLCOdL6vTdSOxD7b#3o1H1eFTu@myQU6pFN8RvbMEuZKDBYYycQF4RgRE068WNe2nwPiib9pBa5vWTOXRM@EbcfsFW49kKJqDE0v7Wnhcn99eAKN3qJVQS0SBzFg2x9QroAbSXPgJLwvaXidfhnzVV7WGXv0Np6GXws1mLftK4bWSWibhe#CGg8UTCcjOkzn@PAbaAJgGu9G3HLALJuWfGLUNHjwtt30ogRI478f7B1umFyMIUZ@xbJ2xmdOjdoDHng5D4w#e60kLL5i1aYrmqYPm#MTPFcB#pjFuMWGFJ0zHTYg#rDpCG23PwmXS7ORmy#7WaYz7Q@#ewrk9lIrEC9Ygh3oF9e5Fe6E@pecSnqwl9b8aJxddJpqfVOAHG1SkibkeVSBN7mg3dHpPpY6fqEJbIFx1iv@iJE2wK6eVMyJspt6GMiRDJHOCpv0wGBkkyY3m5nfZyQfQBPDYubfS@b#qr0cl2WPdeceHmqascc0AIxkBBhlvCTIzo1vv3KIc8jRfWouEbyUPfqs8I0xcYoBpcfJfFcMJ2ZzY5ltno2K00cvt8zf39PDQ3nMIFXvWQxYhye0xo0u4NK#n0@4KKLRilUdYWNbVsyVizNt82jh@vZ@1C9iVCOODeELEMri7mEdJsDw#28ZmMRTz5aIkhsE41oc3vc17udw27#wqnkMw1yvwcCyyws19cbMyJUzSAwhnRMmB@dRvBmSGEVvvKncyLe1TentWM8SfDVU87zWMSdjTadQpHTn@nLMEQKEegIaviTf4TpO7E1zX16rTuGBQr1xTsCgTSoMXwCFUpPraoWYRzsPix@Gz9@6NVWOXkx4C0Ur#MderP5BG7be3s7nT6xyj2mgAcKxQO6s0RwsKKf24uzdZ1bn8LppEGCyi2VsWJcXc@XI4douNXkTC7VIrMiz3gjWlL9GnO304Nid3Z5o@BfOktb6GvDDGHW@U3W1hK1Y3RRfQMVqM4nqFCmpEl7W7ClQYvVa@ePtCpCpWIGmjrBIsz4mPtsGomko8I8U8moAv3CqxARitv@3vsvXrGqSvB7Yvh80kxx8sNapYhYKY4j@boLwodBqGbFed4N4Wgys4Lal#VDhGGx1KdS#RmnBV7ILvoiiZLvVNr1L6x903gt2VP8#Flov5W4FUXZciXBIPPOVPyfVKGe8FYICQ0gT@cNFB23QEleVcCzE@0wWKqloGcRI6QHIpTPDObvvcwbAQYgD0MEKINrC225E1x6cXNmWUU2jUHWikRw9Jt2w9ioj8P6s7MOJ6OEWa6zXJQdKmF6Tew#OuzHt1yobRqQ@qaoRs291sUuYGwN1zHcevH1T1NRyKlIzBGzWu@uUxndjmYqgf1J@jtZ@cCpS9NBkvgAZE1Cplfa6LUoszOxoWbLmWZKiJoa2850R@QC0Ws9l#c4cieB96HKu3bMhuVkRVGLGH0h8DV5tYR2UIu7nRpnEzuVySqxiKlRnIivBgVLkpV3Oszyyy7H7f4h89V8LBcLWibkvJxLE0xC89zL4yudHFD#no3J3ZasuF83JBVg0ph#0lIF22ufYSEz3QQGrPu#Ycp9XJ6osQiELEW1g2hb5Tth@0kkCayycXLD8umOHi#Puyx#c3QvyZ@l@AyjdC91g3gx7dNqD@DhMmDQR196vYtLI8wiHVElym7Hs@rFgPIp@JptW9qdZmrP69WS3QaN33JWG5@8OdVdJDxhHgEU3CvW4PVVr9dr9oNtA7LUE1041xLQzW6uAetrjNxH2niliZdgruXykAGuepL#FiL9ELzJU0cpBg7rPbAlnqgdjCS@ZzfFv62aGB7nt6RImqVSINbrKdg4#tIHY8WGwO26SrV6Dwx#dWrE@7GKSgYOlqNn12wnKGpRAPnjywOEvRSyd40BZ8Sbw71mE03JxcPJnYXrkEILinDjt8du9knAla02KFT0Zy73jVX2L7PMJStur20k6atqxdwgfqVA46jGbhDCK65HUGJpMCdXlKDzajXSNmErOX72PN6iKQDIDT7InE@ZM4ZnOd@SbpFPB#VCeKimoqjPtcV2YJHxM28nBhInyf8PA21USdVis49V9YBwIP#ZbTYo9RRL2TYa8K47ouVe26WQeLRTDHtTQEuo#tONEZww7vPSCI#TKP3kdN9RfD13iw9Ku4XqUCQdJJy6U5kElzCj69#FcSvqX5FScwrMekoJNuqbf8TSI240jAv69L6VNjwPglsppwWlZ09gaCr2qUMLwG6eKtqiQaGVDLM164wb3LGX@z4Uw@Nsg7qqyYf8#HY0clThTSiffLnyU8ILzWw#fsN0IFjK7@GVxd8dGn8OTPXoXsECRUt32dk9IVSkDN#D4OhpXCY8fSdq3bbSbEgW9GKXY4EMlLxT9Jt#cWc5Y7RFEhRl9Nb4azILD7e721GGYorXUoOgoY#kKCb24uahHXqqo3xQckSjuuzVg6XHYHylwwA8oBQguSUfutAOtDiNPB4q#fDejBkZ1b8rKz3Z29URTwTCZFWF1Bq8DSHCpzWwrZybwVylGVxTt4HzBOsIUT57@oM5JN#CBcTcdylCylOxzXT#FTI3eyyfsgaeY94Y4LpF#WssFe4dCLXkiMjVe92AVVMyZL9@V7Ugno4dW##LzKyE4fbSvhBEONYLgtz@zlF8CSPy4RZ4rRYUWIhV6dJV6AcyjROLqvKTcXOrlmfxpSz26iFLHPcZ5QbEgn@jvIRKn#O8n2x2eWzA8zAWM6TZFFM8muC@lp4Uymb2YTxwiK9OCaykQxNVUT6EiZ8Iev1bwXFUcBceAxL59gC28WRmKWs#Ndxia6YI677hDwWbWzx4wcCKbQ7fZ7O1D9wloMU@NaP5jPT4pJk6aZNi3UTbZL9wST#v8HP5ktMSKhnzJu4hx0NwSVu#o1xSzK@X#biSjsCdVIYYrk8PYeNfNK3sQ2ITKr7QvDBrJ4uj1CTAfNWuG0GvBgUcnPQ4jvDPZVdVf0pi@CpVB3Z1mN3#0xc#9PWLNUSrckylq2@G3DT6m4X#jqjQMietU1@bmj1pdfav0QZVo1yYTPV4mG1h9iUUR#N77Ll60Sj9GIMDRiM0yhPQcRPOgY9zZ27GGZeUF4@6SIM3iAT3E1#FeXofYWWQz0gQBRYmE2GCZNplXa3cQUFJXtNJKFo8PycrDHM0COw6Yy0qTqGqN8ptuJ6NMVgx62OserS2ebgCoONMg1w5JLID1zImU1YSVVLzQ0Lh4ZPWzC@hMDr8yJbjkirGdrzDYga0@Jh7kNpkcOj7sG@q6iSbDeaglkXKjfcpaV3Dwt70r9YGl3lxkJNwvxaZyd2R7Klv61Munt4irAhJStU5ChWshRrFH2MM5oLcK0MDJek8X#zB@CETw#N3FcDlm6eGYpBaMvK2JF#aOZ5v2zWzjs4U0M@Cd7lvJQK3uXQM2tUDwSLRvs@CsQguqKhLjjyou54lrLNmpKjRTpRsN8#cwQOfutOOvEhVb5Avt8NclHL@Km6tROxOhlrUWPOqgaC23z#frajlBRTv#A8onsugXwqBbacMKbIem98nxeb11s9ShQRxPOkiKRUdQ7nz9R@Tn5Ku0gJ8ewyYd2TaRwWHY6zg@yBlyRLCfZNzqJZGQzdKHxAB2O68ia0mYFaVdlt6pvErC2iMquiR98RjIlTY7wevC85PsDfEpFCcSTNW3Mtvj971#Eu@D3viHke#d6NSpRPYGFhssuWPofPvPNLy85ptGlZHID4nbo51oHEQeF8DemIsIQX7#enKZtXIYr0a3m4d@TEHxT6SMKcmkAn3#GxWKO3Icd1mkTV1kUncmIweW9FRYvO0F6QzIfKy#lXrSh97HsOPlYlcvYTpk3JtoO7hg0AgPyhXuogYj#gwV6GN8NxRajD9myOOyR3bZGk6Q#JLSfrUtsoZ7UIDFNg8yqXxrchuigUSYsfoQfOhEo#NvbQXNC5rL66VoT6Hib8mraKXRHb#bKi9@sS4WfXy2Avz6ivowpt1vNI6DWZWCgrjlFrYhumyR1M6IUYyRkCQElChI1U9zF@L3v7gsoT0GK4AH#x1OPKlFhg9EKd$$
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