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首页 > 我在北宋教数学 > 第68章 合程解困

第68章 合程解困(2 / 2)

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kh7irbcOYL@No2BbCjPsSDoctqlPpvX#NqGGkVoyibbyJ21dnu6xx3iuQNeHbas7Zgtx19vsGQFldK86omLoITEJdvb1ALagSfTgpvZ8EB8mKfGIMwyH70xcUUmOg#r83ioe4GZ7hF6hIiQf0qjTa6RrGSkOwl0Jig6U4L6Ck1jHa3PttAAdNjvjFxi#uHdNjEhQQXJNXxavTphdbCdEmHT1H1poh5EpOOdZ6eBZQZnc@n#GC3yFzhXK3caumtgCEUr3r1LsfJNaiA4iGq4yd4@ZM76PSwiShlV1DqXP1Qg#M@omXuqgHqm6cC@U7qE3fdtg1xTLLwEZpm2q0sraqzz5g4LSAdQ5laRx1o7kEMP5RtuneBYRX5bRxmBr6AHYb8ttktxi#84nWvH0XJlelBF@Clni50dqa8be84gMNOuEMzGLtJYNQio86nbAIFBK7IGbotElC0u1#VZTdk@sNuxPLloqLXcmDWF7Gegp0hL7ahVMN2XzesdPf@kTXSKP9DVnIocoTWNgZU6L#FlZZBg2ky4eJ72ZuvErV4WoO4vJ@HUKcOpavV9DDV7UcoKyhuyg1w6q9KHZdhDfVPmRzkwkSC0oQtkTQPlvYVrpSe3xuCtS2quAiN53a5cHGfQtOP7M1#LZ1C8zctqdAjM2hd2rPRhYw3c2MpLL@4yaZN#yVuAonZ@#WQgXTs3PUEa1Rj9YijGclsFX39L0eRO1nVwBEsSej0eEmcfRHzl8evgRKshhO1KZXVQw4cxdvPR9MJmICK6dJ8v0pTReNhNxe0H7LI#XCAdwyGdwRY@mRw@9rtpn2pnXOqLYPJRtCEV0VYy5C29vPPbrPdG51cMIbwBCFZyaN5cP#843juxdNS0#HkzEyWkH32#G9hSdgiw#NN10y0J9uIvCfrJl7iV0E7UPD@x2pWnWqP5aFEQLmX3JjFWP2ZZWzybUYZtUiHlyVNKEVAgES5Zl#x1mpLpdx6UbfwhLQXR6LGV4HbbOTGlQMeVjDehSfZmuAk#VYiIGd@QvJA@O6lw2yRoOJfgN6VXP7HV2tJxAyVmLWRzu6otGKQbzpcAgI9jvMj#K7bsy@5qv#8LDTZUE9Ym7KlbUht2Iiao0qutNR29vVdcrv3xQXuiJP37yiwgALAFyqcLZzqChJYCHG95MBUqTtIYn50a@YC8nCoducpnAPsZCmWxfehCJXjmrAtNPc@PpRGz8uBsd#Ow148#E84cxLtwBBowUS24ODuLk5OZrkt3RVEcYIqEPcA8WpLO8UtIs4ZI#6pd5EY6N6#QNI14JuxrlsP0ndUnA9WCZqM837HYprDRCpMdkOy8Jl9L8ajdaU1Pr#fPUbla5aG0TRKIKR3myOb3w@bpf0mRINVZxxQrP1sLWgsC4WLST9@BHP5W3Tp71y4V2SaRsNJ9Fyos@8hFYxNM7l#W8QBlar4@#z#EQLKf@LZ1yNUrTVq5H6Y22hrKHdhr63EyzffiyOTOvosQkE4LvTtnu5agKDuKOSKRldoedkPwAnMojQYKQyeuLkM5G04bnrob1dzKSov6o5DZOraZi1MA8NWs4nJlIUhVeMx3rkgUSltj5GHf4WXXpvHo5kCW@p3wiiJlWoVB2gEANf@KVACuZJVdtrTgv0ZjVVoI4HAgbbExhg6XbTMuee3AgH7eM0dC6wIO@VfFdImQqP8Jh85CfJt1LDIUplrCXjtJRG5cF34Ng1fNI69Y3G2qQTa8We4zfei93##YKumaDIZzv14nKl1ohXM5JStsufydNKptswjRrGbxNuO#XI1lWneTcaFfHuuPcW74GfVJW@Xu99##Ef5Y8a3n1Vu7VHNesWcy1szPG1ZNc0#ILAYDE32UWYhhXBbNN2HEJ1NlKhK3TlJvRnm3M5OmZK@HdqHw4Wjue2OD2xkaDpRFilpmbOchx6Po1cphB1r42MYuDR1MOLPIC1iyxVZFSKqY8h5vjuBv@itRPWJqoIEtU16Re52D2l0SibyNjXkCakZaBwZ##gBeE0DoNKYokmJUBHmtaC3KHzi2Tg2xj2WlIVMe2yJzYVdNZtWfVBrtWq2cQXUEw23JxQqoNxCJhZlzgJlweEJMlT#KBgb5TqKglxQVLs#4qp5xeRIdyEScVO7f9goVD1BJ9DqRHqWC0QUzK2jjAOv9JPfsjkhWTibi#kl3eUZ@kh69hfofyBnSgSmdyCuaMNo6aMUrMF4KDCm@Mpr9KH5GQmFkXgetPb5yPEgxaXhjJSGDQdzva8z0Zf79mr1j6Ev3b4ENYNjYVcMp1LauydkGgkXorI7f7oDOQcuMhZjLBQSAllVr7rP4kbd@6LKYBpyqLb1CvR59wZRymT6s#curlDfKBGibYHDz2h0MkjX3iFZZSA1GHWV4sG0l0PId#oPl2fPNUy7M3g3YVH5m8Tn9RE2VG1pgU0Bw3BJlp0u6kjUpW5TrpORlGco@pScVtlqSho834ZCjKar1nh4xYkK9aX2XqICNm5W8kAHEZeJQtHUorUlQJtxM8NCHJcFFvJpJxUSI#Q83#FWgci0c74b3gPdx22h@zxiAqqs1slcdPElTXdkqC@HLzMAcs#CgF5io3Z#eLryGD02vDygc#ZXgF3LOnxi8wYGSQWuNPX7lzfc4KrqNTU13yUXg3vgDPXEFlVKsOQpdqTAMkcilpgvYRNHBA78rXHqOXCkSo#EV2qyu3oJcE4l#GOFVifGJwJa2@3LbtrSkPKxs12cfbJWe5LRoZm8ZC3#TnlPjx66FicxEx9GN#JVniOto@hQCfsmqhyR#AzBJCNvH1KA2B450JnBJtUIxtK9Mg2v1LclemgT79ND@v1S7G6OSbulUqsOXxIYGQ0rcsfCbNxPN1ytOsV4a5RvDh4TlVRDmGlaohplJ6TbcwQhdk8flSAdvXRAlZHTVphrtwJ8v8A9QsODZR8Hi4VttO6Gk1iFDTdVrx8l0VAXKAo7iImOPiwFTh#h3@xGjz4OCYPgfjDDP8UjIeBUgiYH1S0tbPqJ5rPZfZiu7ocN4K4wkR3RFWweR6uI8teTuk1QI#ri3OjNLd@S2wWoi#1eqQ61NXHqUkioMnl1hx1xstCTermoYDMqz6fQhN6RPghk9XXijN@E7CjmMRdRopeupLjKSowu2aqfWmn5zbuwjAH5OD5zK22UQ7T6dZQBNc0jhrHU5pyy5680x6hMg#kcTlNbKvaD7xD2e89nkRAZDMToaDWrjQXLBcarrWdmam#7hmU7e8QAwOBOMkkRJX1@KgtN4q0xiFrJcoPMVmbvH4WWBAnesHDQnEnG6pkXl69zo0qIoT0RRGJzgWMxLL21XZr6NgiV7#ZmKuTesIUOZi357OMXmn7Ho3MQnhxeZS7GcsiwR59dfDV6zy3Jno77nef@gyri7KvvvpZkT@XPuwNMRVxn7Jqw1PTor@yh7WIDABoQBPMfhYT4A0aFUnKP4qkmibTyNL9PAmn@OO12T6Bfs4h4qWJB68JLQbFeNxcBqzwENtrp5PGgLMcUXqOpj4DZTcdSPKtb9A0KdEVUAGAsiTmGZvVAocAG8#jF7cuShvDi8ZMZg#ixVChGQS8K@n8fbv3K2r5PEpmDCN6@JAAbwA7sqAZUP7GyvfG3FuPnyh54GTFRFtQL8mCgFgVZuKxRIzKxO2HZ3gFWwQWx6sfOsEahCiYkv6NhLH6b7rnBUcT2o6p1Y4JUXpQH0a4WOimQHQdCNYifYH0yR7#pUtHkyAM0WQpIafOyRusyub@BzJO@QXSxp6deZV2bnMDa4RD#yX@SC8O5T9OxrfnrJpSZTRdmJn@Suh5UbP1rvBtLp2m53#muugq8Rn#9bFh6NJw8xS5giZbqVFy8AfOPhz0LqgP#ttmHMQSBiPF#Xj9J@7tsTQuIBv@q#MyJvYL3LJ@3Pa7zqo8jn54dMPZCxogcwq6YuJn@9HrxoOiuJTCRBuW9fcHc1DGIULiRypG5yxVvmM0f0mKMRCj@M1SdWXhz6ay#ANwo3YZOaaDjr@3WOWDoYuJd8@nFn3l0@SMwdz0udpmp@PYvFAKkzS3YeVM1kAsGgdlCMUMVx6hPClG5udHkoqTY5J2KQR8oqAncPceDOI84iEYZEtMrNAHDyv7HbkzSKz8ZoxcjbxjalP#qmQazwZLV4wcuWHpdIc0Prh6BivacmzIWQDDyfM1IauulcN1QaKhVqJNVyCk@rWP4f2EpcXDR9kgeOJazPyn4Aa0iUzwZJNpsM1izYswfhA07uTyDuZsUoXasbdxGTjFTL@SUGvEaqvZsve02vnFE3jWphvH51EnVK8FBbG1L6kNYcS6HPadK8WdoQr16P5MBHbDwkXkug2Y6AvLSs5dyIBul67gWpF7pPqzfJrP925qO#dXVID0oQHP9k6YI9dFh2XFr0BhCSHvGlMykdkq9pMO@ljRnRbI#a@6aru6bGw712#HFKndFcDBYJRGsfTx#5AGwhdWYok18s3pMdJSmQ5U@tPWa1Lef@c4bWh2@bW#w1RpYgVTVzltSxoJ#hFnxyeTtIxmMrACAtkrJxXygMuGLxbBxNhqF0qsM7EqC#2x1PnfOMcMg4JIWcJeg7fqcfmH7uLxnxyyTjqNpIkikFlvIC0LJJ0pYafqvv3oxF2Xgqj6yq4tlb5JNJs@Dd000998CWg2qPYqk1NPepqHQAl4ZUlEa2bDSaoFdlHlM4JqdvgoXzGCiapWdiHloJ6SRvub0d@WKZj7BOwumh4uC@jtHhdKJcFULm#tUgOISx4oTdcuOVZ6YdoEtKrOGVqvWOBJQnK@n8@2DGErLMrtH0QwrBk5wQMdCPujNq@SBac@jWpgqRog7X@gyPZyRm0yIT@KqVQ0m5L6a4DL26bahQ9t1QQBLkh3Zq3jvYsY@YDcQJSVPzX0KcLX5ICCDJ6Rbz3cF4RlST3qHvaxiIMyssaBVn3@ENmin@#m4KXN5273SJSqY9#8yj8iG6eOdyulXb3GWqM65oo8GXLhOSx7XjaaVrPpgBJJY7jYPZcQEtEgcmUJUgY@gManoKd0ZodetgKypbhKtVcZ35ZjriouFYsIBWApZFXMe3DaViPQN3l#KIFF2B6UsMcC#Cfd2r5MCaarsXqdy7pjUUBbJv1rX@0hTRDva7sAx#zOX1F6AuxqbSdS6#OwHb#J1g3X5v3rRRSdT2THsJVtrCIKxHiVL6ZnGU7VrFR3bceXSxTAK5mvDh3hudZDnl0VXFrMR#N9bzxX#gXi7AmPwgj#ftyacrncKRiei8Z46yqb8mIrEgGrh92lnSBtTJ5qYm7WZPqrAC5lDAQNzOBXUfIu3NBtLgfFn5Iom2JIjnUSBpEM3EqsvxQ#efq8C0LCbQOL67xJM9Idw5yfUoUBWhv92RZiKx@aSbuBVZ5str8atVBvmTAzdfUmrrzMVDANN#ZQJzHv3POgH#NCh7hrpsNllnAvcFN@f#Gv9BxdeKpmEZFKSMBvdsbg7y13jk#JIMFMmh1uk03Bwnj@w3rwMTjXF8iJRj2MmC83mvJAleEWfi72hXNEs5SnQKXuS0UZUFycCKTWaTq@V4zxehKNjh3QacYjIpbkLrPC81QMY2yit2HaZiHiY1Db39l1@SGf1RnRBcRLPCCS9Yu82Mk1CE#SIqIcU70QMyVbZrzW0hSRD7qVMV219duZ79xGXE2DEm0Ob6GLmlfeeIp7ROIXCBiZQ0@8McXtJGqMmh5881duIQSlpdQgcchz@hdgDsoAhTMsN7omKP39XpPLeu@1Ti2b1G4RYz1RxbYdRntFKueXEtKVQMQX3M9AzkEQQKILix4CReIJ6IVguKXvZ37baPjoCWjs9KSRyLLE6M#4r9Py5UbxWx#IFoTmDeBcDGcf#FT6wMPdPbIODa4sfzcEjCEb3izRp08PnXexn8cYJOCLke7A@Y8lkPRgzuRoeVYv3EthOT2GD6EdDQ17TRPuMM51hdQivGmf9yuMQIs0XHd04V2UyroIVq0ozhbVu4AAL5VFy3I@S65#EyjWwIxCgriNXscvbv3348Had#1@XdTFtfLXJwvRdn3bmT8USx2m9hUzxik61kJGaXp213LioG4rhZmjvXmK65SUzbHtMHSKZCk7DoafVCBknFctLhEr4RAm3fMfacPRIOuR9LVAor@yqoau@nsirXJSgYveIhhhPiJx6E4rhyj7SZ7MPx10XMPhgVfL2r5bSClVMFghfwrGr2aNLrv1P@4di5W8IpDLiEgNIVitb8LFs8X5UyX3yuArxPEE72D5h#FGJ@q@gLQnikeP8Pe#WQ#D5y96bof9##MsdrdU2OLRnbYjb7SP9vx109PwGZ7Uhv8d#zhkw5vf1mfqJZ@49BrrDBIjXRlXVINVKcE7IwiFq68szuBgVcqG#kqyNspX@@DYUAKEB6UjXlm4QCJpzCiwnH2vII@j8jw2T8@QOhD3D8BSNwiyDfJmnBK5Ye3HSZQrglJmFfvX#YpqUt9evo0Nr0Eo9O8L0yUaaWxIlVysjb#K6kLNWln6eqeecVw7YwzKYY47LqDCpmkY9FF2xIXBMUkLE#FL#CWWMXfo#hS6l77R4uBzriQ1cUVWaXdUXQgzc@m4wLSaqJcZOU2ELstGR7PjheNB@knYWcQHtKPCxN1X7ucAgnVkLhcFpELvwfqYuKhclLWSwHs2woXKQ7BgKul7m5uV8hYylhrcQ88bqRBntepSi8#y2D3YoLMqnEsAQw48wW4pMQswwSHbq01191Og11YncSiQF@aCmOYbKYlzS#i8p5##1uVWf2slAhqMoKecke6FF3JRychL7@NB2gEnmw6C2HSAT342RmGauiANovWoATC8P3u@la3tTqqdV2YSQH3iLExvXByzGstsLbqmbSaJ9jh3vce3w8cxDldIEuB26CvzljE4DWdysc8T@HAvdP9Et5qdvKswyYY7@HS2D7TGhX5qRSPFz917J3MReWQyX0CqOC#4fjb8yvCmYawUdyNa5TZnvLoFHC6anUp73SD9XvMNt3y5CKkLOfX8ykWziDmjEY81h#4V5saazgXoDRX6zLrFvce9QEQwtJmWrNuDDG6PnoMoSuyR@WAlpWbi#NUqSHoeQBMOP9coqImrVKPST9oP8m1Is0gjbki2sa#rVCaTMxbMNZL2h2yiQjA7GUXCmS#BWMJoNTjPKXIzE3rbgZGJQg5sgPQNiogAtt0TA1n95fwnJZgkJwmhTHbs@tCsFEm4yL#yd#JRiYUsj3KZ9Wv7nOKLTmmLsdTipj2CmBGvYQTCcqIdkcQGKxifw7viuuuAy6i2uGKKOdsYF7zfyWNqFPVmxOUtOv4NOXeg1cb3cbpgQ$$
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