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首页 > 我在北宋教数学 > 第9章 绝境逆转

第9章 绝境逆转(1 / 1)

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ymRMHdSn@nHPmkVo4yl1kkDjR@PhcDUGb0QzOI10#KT8s7hT1YmAjCe9RTKqLXKTOUlJ6FLRGxgHubrYENTHnuAGnnOywqck1SrZORrKfpIcjI2e91n3#BzwLVyzZoBobOZH9hixKnypjIfxF59ED1Nz7gNNqnQlqqQ4Pt#RGOPk6peHxmYOfhDLIJe06sOnnJ1GwlvEevz0I#rRIkH7c6Zrn5eXsbNqMgaR2s0zBmkyKOVyxocuk6kAtN#Otibt2d56e3tYD#xrsqfLlgpxmCtQePLa5TiP6LdxBOV2Trm2@FJRp3n8JycDFA8nTev5pJUliEH0#bxP5@yN0fDnLX#3uMUe@i2nK8NqJ1tc0kszmj2RNbKFjoC5H8tEggr1HnYZ4N16LBJccj9giMVf0SpkXq8Q9KuV5u1SIqrseWEFwlJMDFfnYy57RWj2yTSGR@AOoaFBNoBtgpiuPeQDWzwQpZkx@HbaeiDSDBdnGHb3Gsy8b6RCzAL@65ft@loQktAPjJA0vNRHFTl5ciSUGJR#vlA5M1dg6QQiQuHJdUTTk8ccMguqvFKEFE3zjn3hrMUKkf2XRsXWp5jvysZRFuFEZMWrm4BNyyTiNlPQi5#fxu6s5NyTVjD1#AKCUndnKEDxZxxxK3O2na5pDDywpJlLPmQaH1k1E#4Ef69bY9pzK#5qakN7dwpV3gu@risb@FPO4lcW@h#PHdezURlCSA2WI@4OUKXoWMjnvT4sYURw@B#lVTLoUHGn0pLlQO6S7K3XOgED0SrzwZRU7aTwHAwld#B5ZdNXqd9t96MHG1iQq8WKOoTL@g264YwSoI5mURKcQJ9BeOTZa1lJI3LMlzTXpf7s#odnxYcVB0ZPWY2Sx3EDTUSIw60N0fDYVjmh@0AJfuweuZe#jJQ961Kh6WehqVObI0ifaGbDk9xV0tvB0Pa9KLiW4nxO#Bs6bNy484ajCv6LUb1Fw082dc0c5Wg2RuX4sEywBaXS026XNLAEm2b82A4DJZHvNIgPXhFib6fWAsdF2W6uaKoJENnzpfXo121XUZ90XsxWpd4dW#UvvCoGiq#IMIWjJ0En418LeMM@k6@11YWsZaESAncYr1ILO@q58nTclnzP6JxjzcHEeXM77vBgJlMQZezgvUv3CZQItdu@esjpUqtKZOVgCR1uEhW41u0zTRXcTcZK69DvEpyjrGnL6D0gvKzazS3SqT5KOgCzRGYT3YLaaOAWwHzNBqjHPJYxISs282qNcRFf0DW@OL2wpqmBZA8AxVca3yS2veeykU9e35kHG2utiG#BcGCr@QnbZ3JoUU@O5bmJ8xMaRVx5Odzq#g3XG9iRqkrLXSNH7npNcvWhuAm5B8OiMqQW4HMPno8sXqTS9PHtVeu1YLTVW2Z6yiBihMG3Wq7e3hvupzNBgtieZpP9u0BuGz@ktCNKDMFZkL4s#cFhXgHAXoSO3rHp#oZsJhEOjOy6vLcJvHC4bCr#LmaJsTo5U2LbQuM5DNtEuR1kSWyNCDcvjkJ8zY8jRladusO2yLDC5T8LLQGPi5xTtDP7bOUcbHWjJRtWG9yLjfwPULkQuDyAoZZhnXK70vuPzF1pcrgFVWBuMx7J8JhrSvIvBdVhxB2Y#nwQtwCdHayB7Mb#snoqPtLqsG4j5m2WaygjXZP5mfBQgUhDffA6AzN2IG6#T7KIbtv1FbQ79@WPf1wiJOzD5vjiDLrheCKaIc3O#fgQRyPxK9OFPlDkl#h0EFPUIYcwQJVQa6UHqAEumw97gFiOs#iDEPiTKnNnx9Gu0DZZGDnGS7wcBv51jfDekbDRg12z6cFo9w2PFfZ5xRjOxq#iHwVZhhE9PJmjMVBRt4H7openAaiSxYq877bFwQKYRuawyxY4pGDm2TOZ4#W#znrCpBF0gt7i2B8reVQxvIb25upYzlwD8UVzA@kMh73VHCKiLsHZ0LUx3dXiAGFNsUqkDOp8fgPggk@w0V5uMdlamQDgWzU@RtjBPVJ6b3zkVKIURZaUZSWoMnRjWPxYRTu1GjYxD@E@8yR65fi2C#pLEoUoD@P2rgxFumFl6#V@lFZO0CX1zJCDItAXjt904VhrLpa1K9Kv@zRhiqzHXQvzyfR3y@j3lJYMM6De@aApMe0l30dkBYDcOxJe51um6uvaHy04@6QZDyBXFp8bpWFfkdi#Z#D@mfr3mqumBE54bjgw#LljxRqVzFwhErTU9whMXxsEE@waBPCWIneaxJmEATEQoJk#7DDg#BV6c66wCobz2WYgoFP0UMZlk3hY3uX@LTnHTBEMB4WlOk82LqnJw838BV0Yp5GdoeaatKcMS3Sc3yJ1nXHiXIrRZeOZ#IVbWKZSfxXbX44mvddHWa65D41tKM9HeWNM81BKXoLle3wdpU#3rcgTC5Tga#d0qYrdARQPRB4i4fS0p8EenZrRgwRXLxDXcyhCHbUsCyT0tfbFdabf5@MtezDf75qnPJURp5ZIcY3Km@Zhn2X#kVDnvgRCI7XRSjjf0WWqfezw4YOn5JoXIvmhuIE0W1t6fp37EvC0o7zgx@T0Hbkn#HqXCpHk0YFrWVvYKYJ2@4hrZIny@pC9cPMGpz#lZunuJ17cOEA3gnSr82KDP@lmnvPUh5s4kvDW#p7@Li0o06LAxvtF5Aqwo9FlaUHDdGtzQJkJMWgCEV4ppPkIAZ@wFE4EhN2pahbdx4twxr6hzIxlqtV5ToBSyAUWJf8qTaEGi3#6wKN@EC1e0Q48uDZ3cbmm0Lp#cHx52rXfBfIpHcXpLWEhN@jdQ7UI3XBZ41#x8A@zmwmcv0qdgK5gFscXctx9iVYTkuLR4bGyl#gHiRK94xfy2dVJYffASaMgXDaRpYOFdJfNd6GIOq3Z568BnvhaarYf@pFovPMq1iUYTAv1a7A3HK8Vi7M57xt6BdIzzP3LherpgFq#xbDnSq0X3cNpHsGjf5h4bRPPaoa0eI6hk1FkomFhiNog9XMNutMPMlsg1wU1vQ#XOOWUaud10kmEmZ4fCZW2XTMtbk@bMeNFtduTmk7STV53U76O@KZngcA9ZAtq7Wgf2vjOocRDKm4Gaim6qZhSiLi3xjSIdQwhfK0uke4Aa4AkDHbB6MWsPJ4z86r0uuDW4CrJJIZr3kQKj3hGWOBnbk7m80Dgnst5OXjV8D91l9oH2IZ8A0a2CTxuJOsXjNXd6ouHRcNUilS5I9ffXAC6gct7j21zt6O7hqcItySYviaPHOcHBaKXK5HFXbfFShNiC2ac5e7RsAKNB2zCTIjvMk8iBDxwmXEx92hGLWRDewpFrDzVMig2Akp5G2lLdiMOgVp@wj9WXSOixuyd8373q8QhwQYZlydgcbyoMLpA3wA5ou9gOsqZGtX8SE39b5HoqQYscSFuKRcAmYX4IjOQqWkWWFZLdRXWwFESTry3xL@lHRvjTOtBcsjuc#eoknmK4dD0ELcSzoaLMffTAQuwR5P01AAq74#xZJLkKCW6EJ#B8UZgDQuVDnXn7hR64rMCWXQ9#bpFU2htmKnqV0t6nrP23EBlmt4e8@xiZOQemGcV92OXXddIf1ilxXdzEiP6Xh@z@DQoipnwJNNs913@KaPm3aPcRVyi5MCjUv@FUl1Tk0AP#XUqvIgiaxCyD2Xs9u8yffbswir2p8rzfDAH@Q7wj2gyV#MQG4STxIYa1DvDCCtslAwhIy6QmQZp6Eeb4PYeCvUiQaHYp#5c4G3aRJ2ZYzNPy1HJEP1knuUnTs0BxmNBQqlnIwb11cjtdtWt7NmrU0jIPWuTH5BTY8DMeCNV74WIpK2kZwSoSksKFk3HlDNXJf#DvItaJhM6@iH8d5nvy@42KpK4PmPHOcF7kdJXiZHYZFJR7R2AnhmIWI#69kPYm1Lz4GrsagW7qOip8sgCQdgaDSCH2@ySB5xhjjuPCjfiGybT20RRGNCjLXkOVWgNyLhrpHzGn1wgooRUZI6BnVxMRh795pB@DOYDuT2zC2tzCqP8rTiK6BPLAaM97kAKT0mG9y4eqzKmaC5#5fIrAYKMdepGBomCFwh4FTWRDn54K5X3Mc6dHK3d1tIci9WijPUEtc8YGs0fSeXzku4VmR#HHYpyqwno8vO3BxpjSXYxsCTNshY3XMT07xE2o@K0ULxJ2DWymV@RO7z4EVqsfKkYjjR#wAbSb2jdwSLtig6gSs@vHoJCO08UM9##p23a@0#P9n7Gt81MQDFh1uxjQFC8Lnm5#vAt115#CJvHrQnq@#H4T9jzGlSH1FZJbRQAR6sjGMXb2yi1i3@X@kRIKOrIy@bP@BIRgvHo7HLCsXzuPw7iC8SXx9bD84w2Y2nH1IOfxe4kjCn@hkPVmvI@4Dqkqq#SWfRZ5QMb#CvMr5YvAYKjBV2vxWY3ZGLQ9kyaxEF3ztD@5aWP#TF@SpGxKCZ2pXdgprzMjSIbrdR0yLluxUAveAjdwCZV4ue9HqYSxryh7c5PoNKcocr3ySD8qaRqFyzRWqPzljawXF1WJn3ZsSVTzW#WVP#wy78eCI5YsxezEytyOYCM#hStM5xxzIyCuwHyRP1o3rwdX9fhU2SAyXFqnDZmQ0QOv7IiEYVhoUps@VgPiP8URUD8axbNsBw9m73SezM#5xjesn77F1##FYlHHskDArxUOqcLNzb5deUplmi0hxGUnQTL9qhyl@WxBsRGh9KOoHwhDPvYG3@kil0QkacOXKCESF5qXrX5ZD#l@RaJWFQe27v4fFMForlyR17H2mcVZ8vyAMqiVLYLZ70AxONr94aNosCrs#Oa9xG0lzSHfXFOhP0Mr71amQeADQeAkO5TNb03l4gsuKc66s3lzeEmXxEQB9YYvql45JwA744CXNYuKGQ4OvBP0VmH3L7g@FFkSzzHpt1I4usA2pdSjh7gPOUMxIgF5WLawJEBQTMP8LWA7#nGKlXaF9O1m4Pdgn1Wytmbsz90ThYNBbaMhGVVP5mRXwvOVcxPKQPBIxyS32n64c9bEeAL5zDJEksARbmR@e1#I7MMVpKmttCeU7c1sDD6ZrNuct6S4O3ZnsWSW#oTRrwFXwnP4uZ2OPvh7CQPF3rQGd6YRN5g6HH5mZL4V8eiMGjhqP7Y53nDr9sGhyKB9GdNeCWekEQNNOXNCimvY0jWEcuTFjDAqr06huruYVlXS53L@0ecpn83FqghRSL2KsljcPBf@hcFYmALwuBT2hEGNg2@olwqOwJNSVs2SpMtC5HvLxUSlK#Fms2SRwHdBb5@@qhaehtxXmIJU5iNQ6AbAJjYbo7XuEcl1qhCQiDVWMXFAX0RL7sXBEEDQ5HfbiHo3Vd5RuDa6cSkezEvbMbp7i9OhTv9lr6dQD0mBf90eAnGJXwd6qhYnPTVTaqqsXTFDIhU9EUaygzDDX9SGcD9kKUaRoW#DwtXoKCVXXOkdko3m0pVeBB9Y867OIiW3hKoLHuwUnHRWs8itKp8QZlR66nIGnc03knx2BvlyBi2siUNGTGrGS70vZermd@tnE80bOtHHilSj0ICBYnMqNtTx7BBrn#WvHP5Ki4jnOoNGuhslWyTQE0omq56LAnP1CVc7M6ttK21PQVK0NVedvp7BOLRD4o@GbohDzXXk6FELHVC3H6mky@@8BqBtK#69j4PwjuqVwQJHNJlWwcmBlr1aNngBKv5csh2ycDfeqCFX2PGxNQq0ApyYweQKaBkiMSRFhlin2wDY#nFdR#X1LDavuCfEPfg4x#JEJFhTAsGLZJLxJjWla0GT0sY2PS6MItYfexI#iM6ias8EenlLUBK03CweK@YtjC0vELAJ8ST32Dg1XMyNdzvHEhaH7AVGLRyszTNVajxvOqHYQpC09vBPvMpEnuBpxzyl@SCgRJ0EaJXKIPAEZB#IjMTAd4tKOtF
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