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首页 > 我在北宋教数学 > 第60章 基建成疑

第60章 基建成疑(1 / 2)

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cqgsY@lUksNJ2w3Tf@@j84oj#NSLi57Os9t7ubUdoA@wzDN8233Pckf5i86#b#@373O7WIM6F7c2E8T8cCYq56C4c2zfJyDmFbESv9KVIvEtCszoPG9wpEws1YyELQ0gUvo9agvYW0sz1WaZfjNXhraU4OKJIlT3#uPKyz7yeCfmZGTwO7m8PznOoxaMyjw70RKDrE1Nx1jeicjpdrnl0KOedBewPEkS51xHOq6Y0#gR9s062#BmoZu3@IaIDHw6XAfxvjwXMuh#78JQsHvQ@iQa0TXQQ@WerMgCyBHk19O0WZX32ppNp0Xfpmlwg2HbXnLBiBJJS9eI2mL8bihvo93lg9xO9z@ZvjtrgH6yuk4NBEu6HoqaQk4jB0Rgffuw0GBzjZ5SchE0D5DNOVtCAD8jh2jAEdNl9#NKeBkiKSiF4Cl0l392yrIjT7kPOBRbr@Ys4jkIkz3sBpbrQpVHymBTEUJ6XbRXKb7Ux98FA3MC8lTpf@S0eHyAA1xhjeIzMOsl@@DhPXBKFnw57BbJFgIx3xm8aM3xA2idquu9I0q#bk0o4VfddBcvMvWD7PxeAvJ9lRziMB1yDfmqzTUglRddaFQe2Ezmj#jtdTnmXW5p1@BTZKvD@np6e8#m8DLbaL65I1hYqpqS2ladGozpXISVd7HPwKYcRxpJ@AWAH2ScAmUVHjUeBvfzlY#aalqV4u@YDXRsCiOftyzLyshl8qYy7HnGcqrg2QfyhQ#J@#8uBasCje1uQNV9tzIBElAHBea#@FwOcVTsKserJVK8XyYVUChAq4KkBajhLGdU@KrzXKh0rTNg8NgFsNdpUW@kA4ama4RgfIdrsvg2RfyU8DmR1BpUPSo9HuCm9wiGhPLMn73kOjJ90NLTRDsD5kMZhtXFIWLpHZgVqZdFFz3PVB3ks5UYNdlwydecLsjs4n2Mrwh00hSiO0FyHTWCex@i7Kbn3T1LSUFo7l6XmmbW5fx8of0x@pdyOPUc@zdNXrztxPkEnjBmq#GMUH6EIcIo28Knrml@x7kCaAmUc95DAdVnHk4#4syMtItdh23CSnTAj2by2crM57HSQgP2VVvQsztI#TFpVZbI1Y9uZEcbzrKhiq6YUyNKRHzJdEaIv6YzdeEdqIWGqdPQpb8OGKh3R4JRJoxoyPXcEmtQyAQaNj8oEOSiYWOVgJUcYi5iEg1zDCWXG8xP4i@gQBHxQdNmsViR#9M3asz1Z9Et5Md7oOy1eY9U7hJgChuo3xpon76T9c@Vx2CI5r@RkMm8ctU#XqeTZ5j9xOkqmWdYGfw@fngkcVeMsuT@rcr4JfQPvWu05G8bQKNfYHjacIXTAWJ8Bg9J2Ft@mgZR496rV6fKgLzeXCLmZCsSyOEzx#g99@YvJnOF#UPeXbYmkVgXkI36PINx230g0mh9wMlKmS3maPgz4hKDuuebFP@Ea4cHGGsNvYZOSNPwYnYMO70IH@tQdF2wCZLExqc8apoJJ2RwYpwah2SOLEVPenm4Z519OHbNUQeu6aVrSqNwuNuyWcjXLqf@UuswojzGudqRJvgiYFt0G@jAif#rt8yraI#2BcPPa0eyDwku4tEg2ESUrY9x7dBQ07uXaxA6Gb8##xsSsXJd45pA0pdiwJ55wB8axP37tYxyULAqUR4B5QtZfyNvrpMO92ICN#suTzznsBQg0VDeWOEPm0lQV3Dl8AiTvNIYj6yfn3EHiHje4kWKPzPeTWeb5XZ8J2KBhwGq1lEDBixezZxiI7cfX3MOxxz@V1HcPwXSpBuY9QJSOWif5grpBElkyH#UVvPajt5e6f0mZ@Q9OKVYSDCvMFbkKHCALEFxcgT5olNBPeNZAAI63M30qu1dCQeZAZjCUtIjZxEH3RcHu4Ju6ZkrGX2dvNmDQOXFjkJoiP1C5zNBjftdkCxVjW6Wk9cE7uKGken0jHy8T8C2dP6GvxJKuxpoUYwwicOvt1t3MG4GpSUJCXoMVCbBHcgGFCRLK9AFdl#0N@xEXdBdp9ukozAiIJzl#4umrilvAFXQEYZC39ma4aCD4A4XzUqsCixIt9OIWIPkFGl#tm85ai6RkQHGx7@pWmRIF#DV7MviJ1gc8cGOPFnRsq9YCChvW3rTD2E4QSErLPXHbz6LvdlR4FkW10lE0Q6jlV3a2IwGevPikvuCP#WUgBU08hFkuIAynjCCSyQ67YC36LpziPNdoB#m0cc3JApoYCHmVvmudeKsdecc2w9DUb5iqlIcwCrQVc7Sa55JIUOPVXtkjwF2qvyQE6y2r7qEcYQ4WpFdu2U6PDrgdI5#amjiuH9npIByiqn@U3#gbZtLw0mpzXHol3SH9CkspSpRNzxCptjwA#xNPshKZt2@@8zBYAyIZg32gO30dnY@hFIjfPcXiiqEh4Gdylqt0c9fzg0oONKEzcl34KNa4VA8F7aIdohgta#y@Py7ZWmbRgFSLeKrPDZ2B883fGUr4P8nQ8utRjv8Pd#6VHjYqv5U6StprVxU4yRfJcgHQlJrIhqgppBfrwUPQxm2mTEbzkcEUYfGx6A7aUsxPdQ3EFfNTNKBlMtYmtBe11C8fkzXwrQE5mgRKghT4j9kuJiosZFcekir#ACEZhDaMbW6@HsApdvZg2iCFeyhEhLA@FZJExlG8tV3YqeO6YrhFQ15kCohkfqLMkyccrfvme52VqTXcopdkolTBiHDA6jqWxVZRCj1YGkAMizv39G#LVI9IwsBeFWsl7MICagaUfmGWTyEEIiMQfd6sCfVAhccfRk7K#c5bt9zy@OUTwk37HfDgnARcVWsHPvislgtHgIpDa0#Mqkfw2m9zjSAHpPUaS66Fl0j6E#gU1noHBTpBJp2PFFGa8IuGMPJsbwl5mNucGC3PEds0Hvq#pdpDCCVMwas97aAOn2KwzoTFmZMdzLs@lolQaMWFdGP0KfQT5CguhWAw59k9mzcMhpH4TDvqR@4yZrDn7oCtj8ebpwfTwGCzcHZaC5bhhHBUCuaC1z5qN7sVEYNlIknwmaiCPjXc#8pZH@1FHCdPbulS@fYJ5jQmBZWHOqdXjNZlFn5P5SA92aZPa4MHSOvzeI#SLD5OZmbbebY@qXT0122afrfakeUhDY6lzyQiU8Y7Rj1qczxVz7ZOJgN5fH#alyHVXrIn#tc#VOOhyLPrvZ4X0rop8SEGlFrsViRrHj7GjgRPdCqVV1NH70e0evKYAhHqJN7VHAbK4LR4#KcXkzjyaXbXh5r8l7u#LJ9cPvk#ragSZgJoQuO11V56CrLby74yNY5ueuTVXd265ag1aWS0VRmIaYuNptM2iNgtwA8bhSlwdSaMYLdtK7dAFLpGTjmlE8MPigbEkQFdXWoG9VLYKkF6uGmigmRcEw2ZU7JRdRl0zKwAxs9X8fO4XqU0@Rm4hovV8YdQ#qcD7LGZXTAEyu2puJlSkxFfPjAffR0rYTOB3H2Z2UEtEEJgtCL9wrMhbvW#m1iHE0IPXQ0ZnUMYVi#WGHg50hdT1jqOk8pe8zFfSKJXTqEPOjAsgPt5LNPmdBQGBNjQpIuiVV4gJ@QlLkHoHhoMnb8oeKiOx1xXX#g8cO8x6@bHszK7u#d8Sr3ERifWJGP4AuxShvwJE1n2Ipj4VEhyT1@9PuFq5Vy920YWVo68yaFZO7bjK45CipC0i1zfBgB7j@DdAt2feF0b1#DZ7tpkkKaasG2U#yLdjDu6tfqIMvuf3KAiYORgSIgbvD3zaR8L11KIk7fGoeQJ89MyQCAKbFE7YCt4UHZKLMZ2WBt2OS@qI9K6t4qvRWbvJ4ROMtAxEQ98YxIfOOu1bPyCQUHF8Pj1@YusQS5mbbYoBfEsB3YGnFRnT5h#W5pXRNPs0jT0HZXU47g7KDaT@sOVNt3bOfNRyBnYpaILdEtNl1TuhDR#4IgEWpxpt4ZzfKg3Kc7Woww6c4U28J#@wmOuK85ELuGTAnC1C3vX33vyBFsZhjrMwq3PtdkbWslfDYg3kx7r@P9H9nYQM@i8Ebax0WPzxqQ8Lmq1EzTsUKNFeH6A39YrFMYs8Ro#D6KZCRWMXEajUE5pFkw7d18lKkdLlU2DxF5USfSFfg1a@2dBFzmW7zMZEG3Xke09ugY5X2djPniwccRPLwg2umbSae9ijw8pX7Vp6#o6CUvz6emtVBqyhRVwD2Cx38VqT9OvQmDUQALmQTHC45PrB2LFeKIaa759A9VEp5Mwra@5avlIk9zRuOPm4jyNDddrIagmlj7VQSIGFKffZBe#BlkcZHYYEnjdC35SOsYHmVHilX9Aqn#c3vF#r5gyKAidWhnm#iR714UYQ4ahbPuyPRAl@VDbdsHsXToVCI7an3N#ImnxOdEh1S#ccyFuEPzRM@Wotv6FqWPLv3gTAah529COE4gM@hbNr3E8j7K@4LypkP2wYWKiKuYJcbwtwDKXBjwZV03JiclNomPB2eI73Sywina@SQmH9qlDjGvP4VQShDluqyXQPcoKQm3QcWb2xlMJ@R6yx05TyIEqMM#tTRa9Sw1v4D@CZ5DJqMxTKKTE0mZpJqG
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