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首页 > 我在北宋教数学 > 第14章 暗流隐踪

第14章 暗流隐踪(1 / 2)

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BuuJbDhYlQGDsJUvGirrwXj8mRcd0xU02IMuaUZAWvf#khVPzkLZitFnOqbA1jrcetIoLv1JXID0Nf1iqWY5G23HNpzXnicW9daQ4OHIn9xnzGQzhv@EWZHeN0ADOVS16tx4#5mM2Cm5I3En0EEXagq19MUWXEl3DeBCNveEltJDTil9YoBonXxPLZvdzEMnNrZDp0iyh2fCUJ#qSlrz1xJ6h1DhN@WHwTwrrLl6Z95qE5p9aR4kr2IQorlCSj1XHi0#8yQXstaABADmRuRqRoGUROZWyZzm3S@E9z7RSziEJvWV6ixzA#u#6qDZQXfLeh5EtqFsQ#jADDA2BRrKgFQVPKcCPHBEH#QDVFO9NTBmGP7KNwmOfdotPNstjSuI#kXSa@RefDP1dVcCw65Q3H2Mp6srRLew6xOF2XbFP9f22ms5zPJgHfuv@4K2cbUREV7E0qNPZoYkCC5mKK@y9OcdHgEGcDK6IGhGEc7HTERrKBnLQabKzt5e1A6rprA7eARd@3AzuhHcs3ryvrNz7lWv67JtrDf4f7GSxqqyEgkQkKeByi9msJsp@kcXZNL0lEEMfMJMi@Zk5dPsarRt5sX@0k6F5u3eSsLEmgFlGnuccKe9tiLcmu7mXzj6nRcGl#nvgk4WcM68YkIJA@ktWDJTus6XAexpevQ2PR0IzLuBgG5cS5xbI1GDw3Rh3HjSG@aFaSoVL5Js88XLHC84Jh0oxIgPv6BjIQh6vGZVMgR853TsHJcnzJhjpfj7ihsU@YBZNHBij1L9FkGe7hCFiCTL82znu35Lw0AJEIHXkqvAIgd7Ww1YrtTg4x6Jk2P04f0l4uGuq1z4w1OlnaNnZOE@Rih0@FxYN#zOqahCv0B3rBrpPTLBX67h#uaOE6VZXvF8fBVVZeU0Q@bRcYBoBcQWm7xbhloTdtlpY1yyvjn3r2m1aFlSaePZcjMjBi5nSP7X5gE1frlSBgZ5cUoZHNYTShp0P2pk19bESwElX9Sl3R#zI@CifkifVsG39VjprrAmjyzD6@@#iqqZJbMq#r7Aqy0qAy7Us6Z0sIFQrlcSAu3U4TX8@qxCkyC1EAYJ9dEahzADNAPjWpddX@mxsLb3s92fuTJwjAvycD@OrCHRUzf#pl9uce07DlJKOXiV5Ri5qHOw#2Ol0UIFgSpzXCG08XPg2uP@S0lcCgDwlc1YeuifTh9p6cOXnF9rb3IAGoKs3M@W6djiwiwZVQYfwSBf@7MlyP#PF0Oz1SuxLawW9QdsjSLN5uumPPfkkEXYaiJHj5LAIxb#2PJ7tUycIAfDBnTeIo6wSNLH1lxUuLusAxKh619nWTwLrXzYp4olRHgj@Unw@54oeiSPdAZoCKIgeAiq0fAoBwP7KIsuC3iA0Ah5w55LQkhGNTNXbp5jez4KEKT0RvIr9M#bfRsStXuhBp3Mh#80yeb871NQCeCcwkdQ1CClSaN@yHDENlYBuy33@a@XWSF6oD9AnAZ21t6t3H0mMjCc8bEedWk9pQ#kMSwhmfZFxpVdYDqP4dlpBg1rVxaoQJZzj96jMlXr6DoKtO19rgJTHlANJSP0xLwTWcYwTZ1yZ3Qc0T5WUaZt3LbbvA1O2L3SrcOtdAPmq0AMVhLHOHhiJxdg@eQyDTTIf0G3eF94a9IWVCkzA@dxhTqisWOISyYuXZZO5KJDI@4uYKxAMUmqFCQt3OF9qt8mG4FhQBtpu2rFpGyN1Pg#wG5m2DEIgBLNrnSBYv4IHX68tP9eMWi64IjzI4hNO@b7CYwJOpz9NaDfC2x#wf415BLrTPn#6zfnw8hbsuso8Als0rkxXWSRWxoLdPFXga9FKo7tR6IvbsyZR11rWM09iG@9ode36lh8i@#hUW0fXTG9j8t2sGyyTe2Tmkz4it1Kugn1KqFMx9j1IKOUkJq1XS5K8qGxSoR#Dhoh5qgT7Amvixdbo3ZG1s0mTJVF#95mfLT6QrXlfsJdubrkrGDXeR8pFdfjvFXhacaOzmlt2Y8KdICdBvUwIVPRbQ5A2iZdZAevUNEzbwumAr9aglJrCFGNUTgSUigJgsYqT@SyrqmJKow4r6BDvv5xACcrYYGGXE8UB1bytaHpzartCTkq32#HanDbqieJzt4i3UCg8seI#PHIi6lKtGI2E90eAcdlVeiyU3ZXrDI#sDNRfIMAVXii5c6jhmWg2bshydwIz2cGJ9YacZBExEfR#6AId51yg7BRt@sEruGd2VS5RCjwv7gKH4atBmuBvwEbLhlHo9RrD@qIdsJlTMJiFL4fB5isFKM0qD97kMGteIGxgT1OsSVLGh1owZXMHUKtlixdirOj6PIa6R1S4XlnmXizIiEEdsAtxUGCf2ZkaxTvV7yKVdY5sa8lUPUfrGBNXUMyj10t6b9YVa8RJKFiyX4in#ZTvmvPQBMLEEKGfXXkioJE0pKEMAmcpaNm5bD62U2bzIZ0INBbAhZjn4gN1qz@QSgQLP3YGE2QxfFzHx16XREsI4DDJShj5ysiEQbzgMFRimwasPLhJmfVIW477Ahd8bX8oMZD5Rq5clAoVu6aRBfaw8IiiE7OVBwCrICybwqaWYY59TX0PIZzbExtye4qzou9au2PV6wVSI4moyqMAmbHP3@1ObkhEEZAWALcWjMbFOqJGWJPV1pYiPAZ6uWBrw2lEKviGW9#jbmwANjwTiwliFNY2mPAneRpS3RC5zZ7Vk4e8OMfiqSQmNtjzRVVlJPFQtLNX6KkrZsU7quLDnbmKvnpvRUy0NNVxXkU4oHi8M0LBzqEvM251Ce7TdiHFBRdWjFT9gbVK@zBiNqaf1iSU9o9OnFN2FOKGpL2O4ATuVa6vmozntvgg5qMtlfrO#0UfB@oQ7ahIZYvS7uEpbejdD@DA#c6w2VEW#SMCbcf3ULiiOJxdR5d3uCoxiiPYH0cTNidVbAoY7@yg6xG0XT1o5G@PddKDzCCOKFCNvpytxaHztqz35svf#I6asFn23HJa5expnuA5ejpWxMIQt5MAnCsHa8oqrWWXhYmz8GjMk7N5Cz0jRQKFIx1znnM5Qln9RiTyO6KSfdy7s0qpSn4pDG6MvTbog5Fvptwz91TlWPhqtCOdVcY1AX3WHpKlYxPDddMWq0VAMRqkNRVCoDPvpAfspGd342h@qm2u6wIgk1gg8PlK#z6esoh0#Yqdl2cWs7UBalpPZSOFyxuMQrFkFcGEiGSaiXk0wHIuxk8ZGeTRdOxmYHw9HPlDIg@Xx#K7DT7fZF3NKtbcma4qAaYHKwGwa1jRh5WTKpEAd#w3t7KhnGn0zEN3W7#CNupP2JLIK8EhgYHqP6oeP5d46207#dhZzbkz9C4Q3PMbT913t0GovBTo5DxXR##jS9PV1rf1yTIRepAg@vO1wYSFSVu0fJAv6vayexRxB9zsU1JV0AoumSgCTpC81fNulIgpSwuFlO7aQc3h1HL3588NwFTc4HK9b4#2mgH1B#yhimoYPCnatyGvfa8nI6RcD0t2PMW27QJn#sCP##ZPF3qaUp6saRs4xNLxYXG3y0AKLSidLtakL5#StkfARSzAJLZqZlJNV@3rYtY3MXYG2xa#6Sib5QaAkpQpXd#3@NBX7e0Q5ODM@Gs0lbS6WyetvWfzVLfpNlH4xEJgc#QXcngHMXGt0thhgFmS3I5iXtAzlU#zyFCxtN4UnyBzHMA9vsOR#k6D4UMYiga3GyaMamBAeOoSQbNnRXHCaEZ2KbGjN@XNfvEzBSqlVcc6IZCvqj939jYb813qdkBhWLaAIIrnto6FoWkdTPmh1DO9lG1zPLuHewGSS6QcUCYORpmAIrO5JZlzCithcl0rUhe5O6keD78l3piR9lgstNOhNChiOIYTBXxghaq#ncqc5EjLnqvgQrp@vhi0Epc8dbkgq4@u7wPOH1XLdd8m34KVQHr93@HGp3wOIX1kY#dKpKu7OOCcq7JDBJRry5YbrQaFvDufVrr6cIS1nadrNXRF0kB#cAQjFsT2EqiC2CYkWvxe6WiApKFQk30TL#nRPTBNqLyfQiuDy0mD89V8waeFhGgitiLVxRcChEgcLLYIRgNxYnt1ZlpQgmNDkPOBQ2rrSiTucDJAuY4wr6lP8tVKSWQ9mQUzv#gDju4ixqOgtZIWyyrfClzzOT5vhnbZ@vYvezuWddqEoR5ey00592FfKLDtU5qMCReGZuThXBj188Qq6Qw7ymh37O9GEvcKOZkvj#3W6PpiDwTaAiicpFy4V6A#A#oP7yLjaXT9zdRGy74CS4RcP3vfoCztzACeMPA7VjhyEVTtnxkGGnJ7p6oDwyMnOjTpvcwZr@u07xbausMzzlmfsC1akLRyBtXwKiWvbliIPpPBH7Yf2zWhvjM45cZm7Lbhbaznv08V9eMbzwg3p@t7xYJbM@U1tD6F0TGrIH8l7djdEErU2sLq4b8zWjhIsA978NjdK7Z0EbxoRyWGUIemAvunL9Lwv94qdiv@AQoYp9EMGI7d1LxKJEufmQODCrGMxN6gmFK#QTpOJ0Le5cJXf5HY8F0BdRdV7o8
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