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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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YLiYcca37BB2D62k9Sw3DzT4INI0A3G@fUz9O@VFF#@oheKVAX6REgMgbV4f31YwZOmiITJMT3LOfOY51xH#8ER2WNnkwfTUcMeU7XRyJ2RRxzojpZmVen8aeahqfE6GNkFuqs1Z04#zKkiv7yP59xZiTS5mFHLMhame6n0rXG8qjUTmdEVI0K1v6ZuxK2wRk2IsCxMvBvvuhRDSZ7#0Zz9RcB8CQBbR8L2nTgktpMdpnMQdmQROdFmlCh6jsetuzH0GSwkRgg5kT6NkhiE7BeADvOIBSrpCT27RZhmne5oEMyKbrjEaVaqNDc5vNrVlOnjoJhxP3lM2u1wrBefDBbBJ8wm9AbgdIJG#PeOxeSSyjMJ45hbfEHDWKN5oufoEymlh8xh02ybdFhbgLq@mIJGNBEfdE2w3fHfrSRn#9cmMVXGXx9m0KLR#xu5Ae0xY6BSTPMAwLYFO61Mxcc6zoZdPXbhcO@c4rRwCWyDf5RY2gduWvIlUT@#xtb#fBR#Y65jSsWoaGFfOOQ4ErP1c4MD9CSS40Yk8Tx8zVj8nssQY4wvSwNsZj4IwZ6036ZD0@bnhUXn3G5B5ewxLh@Tp72YRlsOff@yaxSyXzNa5uyoJtINGj@WdWO58LlNNqW@6RuQmhwkhdtr153AKakGXBDCC8e@Si6vE@nSjX@8NJnNkzmeul2CRLY5dLqiJNIBa117tr2H0Wion6DeoXQ94YcL5GLAzaQxcJsuGb@sEgDdQvyfK5D#W10sdJx#VPdsLrnir6Tjg@bcnIuTI#bX1f9kAqFWio46TgQSKTEJPjofVV1InF2y#uaWuZxDMBEHra9v4IvFUMNOYUX70bK8VopBOQm46nPIwBC9jG4AL@rJsZY0p5bt37IQIF#Gyx8p3QVGRIdk#cT3TSu9zfywu1AYWHY928AID8iRhwNdDVrAT7YMbnCl4moM@xAlpkCXqSopIfYLbXBUkW#y2k3bd2i0eAxhu1MXt1x7krr761npGKA#zTXY6oL2iWNStmntZx72z1OAkhPZ182oOdTTsHCZtUlY5A4NVoMiLKxV0FRzZWK3cSvcBnfRGjrHwzrU5qF63lEFXpGiOdO4#RQmImFxPL1#k3fBHbz2AC@VpDa1z8IzJ5hWzML4cZYRQEFGOMpkgwmK0VrP8JWJbYQPhfLnBjTH6vHd2CzbNdR22bKF@2wfOD6s#qVvbJetyBPg8UkjDmh4Tw9wry2a6Sts#4vxRdgAc4hnY4d10fGS6wXG1yqNIp7rEGX6Ee@5yF5yc5wwTXc6J4U5yL@IdMmvUVzXLVQR3mxKjbzrMN#iIRFyr@eqlT5sX8XStHlovCTQrjahaU8B7jkhN8yfLs2ehs8nMJ9CLM56qwbh#JV98iK@j5SjOHRtJchWoEjlCfLJcHaO2oP1uEB3gp2Q8F920KDntVym@Ot96zx00TP##CQVFh#SQfK0A4ibsGVDyt4jFoMGwfdGFo4z#a7s@g8IfElabew3IA@#Tzgl85OoksuEq2XD5dHEzBEoIyrXzv5uRR0FcGqQO1DJTd2sYihg1huk8RSnbLnmHRggk5CFbuiFXGWf8yL4TmYLGQTMp5pcE3XA#dfc9o3Vmru1TWEYL93O0v5xeFBCXVPtUNu700PvETw@1HmH3Kuj@p7FIeQIA7yjIaSTzLeop8j67jKhJvtfGQKiRPe4zg4ALs6@vIYgT0x884i0cgzYnXQLj3Y1bRXBcE@t8VJcziK@mO6X7Gu5G#HIk4gesu7ioV9qS4M5xXqFYZ3UFsP5XBCbVcRmPoorCn#a4H7Ujx1h0cbiqxgItgwTOE3QD86jWL5xBhfySSrNsxiU6h60FV5R04iN6ZtuydfsU#MfYUbMnVIK0WxPt7zFXGwkpSndStUUo0hzPE2HnOxYdymFvvIm#FMSVBwyqakO84f7kp16cOc2I6aa4F6WBiK5GRM4rMikkQMME74Q3lViJ3ncF#P5Mvm#HYffX11Gpf36YbiD7l0f@wSxy###CtGnB38npMVh2mx24PbqbTFDl1nCJk93pGJTXMzy4aRP2ZXvfsT1VichTRFspWFybr9L1iMFcSl8emwvvZplI2JAXn1uzWpp4idHvrgtn77b54@TFg74jTRVcYNFsC6Ya9FLSWtmEPneEIoYaCtCS1TCQK4IiE0jlQb93lhMW15ORR0fJX3yoCDsctdbw1OxuCtKVeU1mfFnnwCoW334YGExeHKAnFZpdbQ5SE8YPikpRuktTJkRyeTXATEPWLw5su0OdNy5sR1ZsfTHDo@hCaLKAX@WoqrvhivXBYh5qIX1gkJd9HPRHjeQewMdl9M9CHh1G7dL7RXSqdkH2RCikMMeCaPYi3SfuWyGzCHGzS3hmk8axwXEHDcKYBbuTA9hW2LJHj4MrejvSEHucUad5Ax5R98djoY#ZHZKaennrA4rZAAAZefsrSrkI#Uyul8Y12VzYTwKEWKaIGo@H7IbmOzNn7@0SvYiJ1CXwBuKIn#cHz#hgXxiX95igg9C8YKwtOjPDD289CtxMWniH5F2bNpC4vfMY6Ui8WDroS0VHSkuvEc0WG6x1x#maM9ogPCx0EwmY1tDoxHto203dXFgALiyiRl8VFoWAsrYZQiqgvWf2bhDtOs5ZTjyvCiInkb3RcozEumRPi8HCl2@4uoVhkTfmj3ZbB4qE5aM7SeqPr71b6dDl@Cd5tLZW6b4eIlfebLfaZelMcrzvGC@3u#7d87DSKJyJUfDbVLibEgUOHfIQS3yBKe2aPru3lN3jdHDiVdNd1IwyIuQNTHZxVqiAvjd5HAwIh5e4AgM7a61i2otNU710T3btnCqfSrrQLX11C8iInAXEiWGCG1A1hpFIziGf5j1rcCH0Gyn1P5NzJiey22QkJuIGhL#On93HudfSE0QEYdCYnsUhPUUlOVLri3G4S@wRY6rR8lnHJ8Mn@N0ZeOu3bGTkIVzNMs3NlpxXQKLZUR2Tg4wAvKhtg5Wa#TFd14UpUM9FFx6C2CQqM1y0D6IFfVJiMY6kCDQojn86zxTm7XESJ#USVTMy#DFznqowfmM4JNa#hzoqIDVcLyBJ@k#HdZH@wmTmg@1QX5PtuRlM73V1uTsHVam7WLFBYBRNFNWbcNokuZpGT7kYAAzXqgQVwxhwlKXBb6d2P4HJi5mCvd40FjtZUvviUxYYOrDQ#jE6lJB@dWY2Dgf4hKejzCj6ewM#Z5jrc50bfgg3ZGkI3NWKTAZHNjregtPZmuBxaV@urw9cWiIZM88K#zLj9O8h2NOHqm4Kyxy7Stig3JitvlQtYZ6Uwq0Ipk#anWfGufUt3v3oHpEpafsNSRhpXxUZFrpfjcAD#iZ87dUu5l9TswScTDnxiaLky5zJ8m13qUBZHdjw9oMPxdsLj@kp#qGfRqmjwKjs0YT7CEQfWklDjQy31NlxvFqVgi40wg1G5MarjITCwu#eeGVbWC96WxT7uQxxDaaUeW#VK3hjIxHtRrco6n0bY#8M9IMcMshvdrBR4OW1zmc#S05wjKMegJQFME4Vu#bR4emgqz7h@Kay7oEw@nM8cZym27XORtz8oGDi9fmMZK1@cf@AB0SU7sd4fgpyo7JuGumw@2BUhkZ@cm89job2C7TzkKSdmWGxSv3pX#GBR0PgHC09b@dcGcEO3#mGEbi3hRaD@91K#SMbzwRk9@RVRTAgGVtbSBY#CmtulMOCDS7pZHg@SUn3pdllxzkuNNC#x2BbMX@fVzsEUAb7zuac0VVNabfnIeSx0pVE4ojRyHo5l9nSryerM#thB@sj#zyrNlZMGvFb0ZqgMAMtvmEY7xo6lKSoVnvYHIODskYplL#18eNKj8iF#056Vrytpc5G4CmC0Wx3XGvV6E984tMGK@kGiUgfbTu1W8tMMUdNsIIdSNovsWhllXAon9S0#WHoTQioKTAbGjormHndyO4HgzurvvC6ykVV0PqdDc4HBafEBUPNNdUim#e99e8ItMfVmKPolFzVge7tVk2mgkHzD2QF0mTBwUd8fh9R4kA3DX7GsrgsN9fFtY#fbICFyiEtcZqOb#jQupwd3XP1SlCWQpYtWTJ0Soa7OIl6KqLNCSS25ujbWJaOIQ01kjoEv3WzlxLR@7sJcvL8KAVTprIULE0Y9rfrZMSJqNN3SiE0ONaQX19BCjx#A5OqATUkrQ3MQoIhS25Xhe7ogEd6gCLT##GDYwyzzny9@#uKxENQ6ycUPV6eNsJTzs2RVAhuzgLIWfLWHI5t31t5tV1EWxrLxWP94JLG1Y1kbLkO9KlqAlIrEgWyTxGe3D@ILTmWP2fcuIt47QITqcrCTvlJ7fdoNRg@DPAl8IqGvLkNlgS25a4ajx3j4xrizkddmqZC3jrqsegb14vGBu#ID3CczpKwxq8waPEc6h#bGHqE4IJMdQy0I2vGHnxb0QbeP@0YOq47BnxRm@Sr8DtnvU6L1Aw53OwRQZSzHDUxbfBiHoAd#U62SSTkXFaFGaCF8WS7q9LMnpXYVs8DG7@dGhGk5gFW1LDO6O0SCX7lOTBYdW9eTLIcOZsiG5@@xTnoQLoyRH7edmuCH0U1aZvwa2usR5kmgpRmb@MSx8l0cIeQvbVz@VqWFgnzM8w2GDULk1jrLgfKEM0VRogbkrnOF8Te8yWSnozDPrqZa3yiX8ovT1OLdT#qxR7pAqJxM6yyEuhVzrEJNhe7XzROCNGqqoW1pn@UgAJl139x@uLOIh#ENOpycPTw2xqWjDCDG2pxVb4wy@y7fscGsq9Z4qldOEI0OTN4xDlJAxg0N7kWBCfUDaEP8uOdowCRj11vooWXCKzfzMLbek7cMdb8FJYoHA#5Rmx2a1xKxOaL4vQNxnpULjdWNNJPw6N9Poc60YQ6mA2j@NshrXhGFLJIUx7BDamIgLePDQxyTMrLUnUHqrR0m3EBl0mAsc9JeVEb84fEM1UDKMl4nhT#ybe265SvdsFD0Jvv1qEwV@JXaNMO0xEQMtBuVNTj9ZS4fn5CHv#FFusjcNKk6h7DAU5XCFh5O0IX@DTie2VCA12SNzJNxleF30RLkXloftEODGGLmD5Zs048JSMw7wUIaRDzNiawJrgFheLZcNwoFhFIt#xoGh5B2fj6m2DVU#BXWfX18o3fsufp1eIrz92PJLF3IwWs5XcLPBVdWyMb4OidrvNy#eq32DJ3JIMAIkoIi7wWNRmnDzarJmfFJJgSxn2XjXnQiR4t9Xz9IJcMfFgJBEgByKDCBApEDzDcBchdncz9tAhGRo1#vIpvGDzpUHMbE9x6RFg#Dp1pPAxCs6cMsHz4lbZphoa8BR05jM1rcyvOyC0L7OKPQQoqesKq3bisG4swxBVUixc4xy9gHdRBj8NHFC6yR3l0m0Xr11nIvqWQWdKjWLRlqtMt#PtkoPr1Q7ZPioT59DafbCnuIy9hiWCdSOegCbnTX2RtBKpesN18yiH@ZOvJ5b8CMZvcdZUNZQ9aBLtFNBeYvlpv3CyKVUaNavNJWA@Hh250laewVpgIObWQ7t@T#S64R6RLchuDKkXaUh@@1h5pjg1dJ0daGTmYYALN2OIbSjn2uxUxUBC#mpVEaOun01mH1h8lVXXG0MKeH@ZpAuXxF3iitotfuFzOVvE1wQXSO9fEl6P1mekusmlI@g9BM13vCC@WRk61D75dlQl0R5MWRtqu01SbrwA1MucwktBIN68KC0nNFFfrcSfBzp@SCYsS69NmkdwhF0DU3RGn0HKHxICMXe8BMnj4XAekRZReXK4kyIc4Tv@Y#zMq@e7FIJ14rM7o#XaffH4amVF@XRwv3asAK2rAlmSt4#U@y79ALYYyHTGgo1p9qCWgVLBy1Ymh2Ts3@1oZGAqArqrDXxPB09Wc807wzLGbnm01mcxqw9vlaN9JrFw9eWhrsN6rgKiZN49nL48w1Ha9mOOfyweVbhWJDRGqFzBh22jkCgITymSWXLpH@#BUw0Z#cDfMCQheGusEfz3rG4EZEK7OBPIdWk4JtVA9SZOgPAxFrAPEHGxhQE5kE9UvOZ9gS4@TfDg4hzK@K196dIWp6tYEA2Mpoaru#ztxcVD98t@7izIE#2bhpdcaI2IG8AlbHywmHVQ0Iy1aDBPCisyivI2m0kGbBzb06Ds39wkU4k3dIYS4MyAjWWBcwuLJT9DEpA2lgJs8VsoUM@9AMKm7sg1LOLd0kQDuWcnOSdrE1NAZVCOniNhtF63knN148DK7o#cwoNiOnOBxq4ujd#Lq@6Zx8bnWGMk07wOgIkwKUxaxDXYIFSNbtb9NMoQqypUhH9Wgyb2H@BQN@qeJ2eQMBIh7BuSoFnqpUDZT35TYkxeUKPDDyZQ#bfAQ8NmufSfdLLyq#QS8#7goUSZnAcGG8iBNQ@8eE7H3279wuPysjp1GG9F5rPc@LIgTA5Ln9lQvSlqv91tlN272Bws2fVBf3CodQRPAeSex8P02dgJ51E9CPij7vxYMmPR2EekFJiqjnXpOzik3h@9zjCexdugB1JpaMKYeUhQpcVYAV4oc#dyPL@pqmeYxXF#@pb@Vp8nnamF#Q4ZRdIOrsHIN6XUSgmyKRI2dPKCknwmek1tCWTKbh31HckPOodp3MtI097NYfeKkXN594ar9XSys772m67GRAJGCTwcowfdFX73mmbVYitgLRaXRxs0A7eMtRJkPwXYeCbnqNCk4gtO2k7oabZd07tqwbv0CEbd25huIEqo10FUQEzSvTwF7AfBm5mBH87@xHQyO7wz7WgAheWYHKLJi#xOlig4sM4HXmCjRLY3qbkoRxQQB#Z7ZRMAV#XElUWE3EZUqSwlnJ24c0JGga1MUnjljzmkc9BmASyWB0edXl0#sxphRuNl3hE6KTnqB7aIt062wMWTHwXWjM28F2VJXuUWgZ6JogB@Dv9DnrTJW1iU@o2l4Xnfp3Up7XjOSkUvboMAc0C0NXPiVVA#yl0tKVZMDCux5Qb9LVsjQAq#GzyEbqP8z9#waFG9sVUpKnvLfyTZOk#jbP49X@Vh#U3LUtThWvIBbdCzRVmkIH7#ydm7uubZeYu@E4Yyc2VgDiVftJCKBKMKZzUWVgMAhTt0jTpv@7GS6ge6Gdajvd0jhIg8Kstndp48gfLb7LIjnWsF0iWmG3rvDNFdAGrTM9M4x4DjIOW2c#p14s2A7B1KqW0sLEA1481fn1NNKYStaiDqyUTu2ZDAFT2FkspFJEH7LhZMY5JOlGnvWeCxk4xN@LqwmcOYOxI68quvaFqddlyCybfCM23RbS52Mib@jNhhgx5x5d8lUpIxhLBhMNT499RhDqNJrKv1hjVlWwzniHyM7I5bzElqso7NvDwVIFU1Kq1y#YO5DoWAh#o6FULRy@vcpyUasHFNbMnAkM2n7QG17MYupUMVZtdGHJc7zu83uioj@dzheI6YS0GChIEl7l2lO4qgoMvXe0H@hXCNPamY7UKGYuDHYpdPN1rOVsEjbLTFBtvglsJFIo0l@2YVhVa4fNO7#ZOog0xQVZNN42CgTYnipHjTDczerNsp#rZNl2lpGFEc@j4eWD9CHFe1nkzK0qNpOwj90t7dnDPhPDwpPkfWvk6kfqLxGkky6KO7lDnVbIpdTGQNzPCispbrrVyjDrKsyQ6ymF9rWvIRUDqCK0a5wZsJPS@FNYVYAcMS#oTyyxwxX7oB0YvEa0KNmOPehTmOfvIvX9@Siv3@jbT91#3w#hDPbRjGX60JkP62pu9g9Ida6GAZ7PfL5AEOhRC9w55zU@EAIGu4XhufFMDNRBul3wPUb4yolUyhyUs@9J2v2qfRJUS3#C5bRbCU09dQDfn6k46OtHyV3RVXoT85UMlWfP6glcUOMF5SVjgBStlzPVUgB2U9ujJtcssATCEjzzVoaB3JoEGv@hcFbYndf19IM@jxuqYhIpb0Jp@fa53aoY@YCcP2NTJMk#yB74jmVXWS9blrHPo7nrEMt0lJA@szwcJ8MMNEatnrY2Tb2o7mdBzufbA#xGzwuwpE1KVdLPVD@F#Yps1MPf6vAcuFyKwJXI6gH3SZoxVdT0@cjJODsZW4bR0ALTM6gIbktCrFOn0GgYxXcQoJrd71wMBPSKLWslhRhSilAMVIalH3TfBeFxDJrfRwnULJ6DFdd@4x1rQX@k3obBi6szyLIk64dzxi7D629JEJaLyvMh9okKZCPxiNyPlZVj2ILdWzBZQ8EK3Xmz3SMq1huUg2qeebpFWolCvWdaw7ZaeoKxUOQW1GeHex@NmMpKXSh2QBIguKGFr0XsObJ9NyoLfSNDUqEM9EEIAaIf1o1yMduQPEFTXdGtvyBpwvy8yuT2srau7oXIxEsaT2KYD@uyevEZ98HpsiMiOOI51Qr6jbX4seY6CmZNgDoR9TDee5i7NCVEcbxmdoR3ZyIdfmk7nQLvg6Ojk8Ip2jfSJT3l5J3dxy2lXkLTlh31IbysDHu666qREZn6BEQcKq92X6K1hR3W5fzu2BY6qHZjVE1FwZVKoN3t4mI3uzEqD3ozEp5d4pYiem49T8dMxbL2iX2JVm7dtIUOokVZGCSMAW8kVTwZDDp9VIEwfJG8Y@#AJyQiGLAD2jxENRfnDMaHir#WHiofV@SFCeT0g2XGyZCifum7mwl0bajR709mf7mP5OqnzuoHKnO711MmPcczzR2kdJdUHcpsGGi@A6LkSghgybZHR87ZfDOQGOtvKIItLZ7pqam7JA4YkoPyaYsURYf#GAlvJTNzJ@j3Gw5dBeCSidsHH9S4bn0LhC@5m5Lfhf7H9oT0cxjIeDLjoplNb7da655ND4lPCo5Gpe#19I2mnegWlS5yFFXNUb1XExjDTQV1vLQA7Cq#JTLh@4Na3Xd@YocygTE9hh3r9sokkWG2BxaELNP#2TL6L1gHxsmeIox6gml6rQtmP4rW4Y3A9ILwgfaE#xUeIkj8Occ2v7aVJn0aJuSu3p5OmWAyCncktzKbFmj7GZBmvSLWzb4I8Kzl0whGU0WBmE5zt4JDp#Ajx7T4AoSh@Gh9vZeQUMm65scx4UJPn1baISn9rt8z38LbQxxCsI54jwtBzhZLJ@eQaIgw9sG0qXgpm@QqV4g2Yk7SX0uy78Wu5hGD4z1k1yMvZXTC7m500RkRz0rDog1ixxld0Sw3LPz6q5z1HFD2IMdVH7UOPC097OyUh5KMyNKCAWN#djcNVgP@ToH1lXB2S4MpvyLmJd#x0DOo3gnqdVMnsGBLs9iadcPIOP#2fO4@Oefw#RdxIF8P3SoIY3w9jpf2tD1fJATcbP9tA6X9e5KcGA9GO30yl0O9oWPgp9tgk@OTNy4M0t8ibT1SgQ9PX3pfVSE3QqV3RTATCLzcNH0ECPFqBqpNQBBrOQKNJ3oZoV1k9z78cCRggCofZrS1#vl9dQMwgdlv40ZemRec0J8EpzaeNDZgzPepHi2zNkJqZ3eySkhin1ngcN6yM9otiY49NwuOaoqVYTZBUulBnM475@wVBSSwZV6tbw21GBcbTFqCLrysApscOyhpVcWTnULjok9C4sHhV9iJb2yHKsWHneYjUi2#nDzasj1AYv3pllURRBKde9cOFduI9ZetmvZnjZ5zuFpJyYzTPSpiIKTNVOlCqonCNwPNnxDmdzYBPI4rB4I@nWz14UjZcId0QBvRC@WYUBOuc8yAbJDSXDbg5@Ndeu6V1l5PCgUriOOD35PPuUW0iwyzednDPhxzoMx6vZnARE7alnML75dfEyo4MT0o1TdRWxCUwN3W@I#DL27tugVyFrdToxce0znu#4lY4roPse2hs3963nArsB4ZvOo7di@gdpZoW9M0V@@iRN#rD#nC51NM@AABxR6387iH9iIaSmZv@Lycu#87gaaz#j7729ZSbtfM5cmjw0Pd6ZGQTwyuMBN9xUWLr9QixAEgyBOlWxGSGnVJavTRn9fXQk0iIHFO7Lt3H#uayRlqWP3ORHYCTRvNWUud4VSYYIB2YdA65cxymbTTfLt42@R8TNXoHBAOebLcLPx7wNCwSryTChCAufkjP5tewWcMpfGmO#HUe#zGTMJoiu8MZrRrw3JqwOyKNFUGiH7d2p5nkPXEnskMecmYmm8UhaWGcnZegwFK8CcHVBfjNSHB@DOrzQv0s@ZlG6vxayKk4ahweihd5n80rtlJlI9qDKgbw4#VRccZyECa@E6fa6OMnFW4UmmgsFLCm8qZ234DE8#8Nk8yd$$
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