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首页 > 我在北宋教数学 > 第69章 共探新域

第69章 共探新域(1 / 2)

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FQBEctZpMm676ZhuvGzwHk5qa83YPRHKOE57U7u5uGeO2JUH9TZXGfX0qDvPmV887mBsDQkM06Ik3wIfQNcPmVN03LO49anEHw7cXQJIGjAI9uQuOCJDcGZGNyItvrU2LdsrZ6y8bqbrJcHeGLSSIbi3rbRWcVumrFHDPqej@H9yyuWJSbe2bvtqihS1DTrDJoCWk57oYHxG6F1vq6UOF7Rx4Pce9aBkVxApI4qzQjEZPhPHqUH38wRUDYkPtSSSk0iGx#jJfBNNuxOs8inaP#IajRIuqFtuozvQ2742Kr4LLYg5Utj2ai3f9YcyieFaoKg@BM15yeC@TDD@7V#QB@er@aX4lQUHfwu#CmpNaC@t37fxCnxMPR7N8l@QlywhV2#@@1I#pLi0TbEVEhoNAOze8ydlisGVb#UfD0LLr9XxkBOgVNAzFjIWXQxht3x9Vawag5eMpQByV#UG7RA61QcpibJAqt1gOSzN0b0dBf1vkrdXkkLPryd0zNQVaBXc#y1n@bXi8tYljffccSem14jf7PIyVIQHitiXN94TzBGHanDl#lppJoEDtasbDn73Nz@aY2qEcR6mi1aimn7zj3VBDcJV3Iq@BBUsPTKVPWdafcytqqny@ngKJsP0n28vyjtsg#yN0DWDIZLe4WDhGEB9Q1dJal4fPgByVbBf5suESOj0CghbHDnFipbvXwS63QLnZnYTHeXduPY0fWCe#c3Qu6bAvvVTMOJor4C92uZZF9X8GwiJ5g1s0IP5YV7UI4fFoy@Qe#feqG9EKRLAQNtDwxdEchT6RHoEi7lz14mQM31GPfH@E5al@gTJoesn17h9vTJdE6VsQXEvYNBGt5vj2CjX0TkIfw#cQ9Bad7fvfIpze5DaCDyn3JSJCmw2SOpbGIkJmwukZ2rprs2jD#owqDJuhvD36HYecC6@9soZ7NzyLgg1QQP57r9G4Z@HsSs2K7FMQPVhW9D3UPwUce5@DObcPjt0QRz86FpADzDhZK@BNJIql0uPqL7mF3yHnrRoIkXgHqBJ4pgMMk0r2NTvUKDsqDF#CDc0i3mAUrYApF3rg3DDTd588iZv5HAYNQ@j0xiVDAXC#HlPRloOgYzPupnSH0dz#d#ncElc11rA0Lw2IDUs2mYUiufS9RazVXP2IEZg516T2UT1AMBC7uZHWxi931Bqqnc5gWfcAfwH84rrM8N#Eqlm42FzBqRPCU2JnJiYfPy#lWMBTZUOypsS4VvmunorJT9oT0gBttHXrXeo6@IBmRfKU31VTAjEG3Trt2oMopxqHMzgYfZeC2liwGOpI95fGllUPZ4t8PDxGESMMddAq28KPxPW#q4B#uGCtr8FEbNBqvGjt9rw7JMPEN@ZqDxEfZFU@BkoiCDRv9S95zKw@QKRD5JCpcBq0HpGeJi5io0zFibL9ZG0GdoNpHf2r6dSb3Gl#VfRAcdMrDWUiuJNtaMXlq0peIUsQ7G28VZs738ba2@eTpwQezU@zoz1nAzMpnBfS4OoJQerVuLzXGFV4sf#GPkEu0B@t47Rqe9474bWgT8JzzNZ4m5m#SfYk4AkQeCczcz0ZXYfFUBrCIE#tsRs5RNh5DGZOrNjXAyENpVIkfxRNF0yq@135ibgoYgWunnexi3ynPdQaumkUXcjtKBqsKlqBsYcGFsz5vQHBturUuRV2P5njctXH45BFjeW4e4bXfTdlVNQ55gN@nNJyUpiNC@gFRyAZqectbd5upoJZV2Ee@fvEFYhdVB6qO2tf7KwuL3mg7QErEC@4q4mDiIlnDxLCsMrUigGbMsEykX6YQ1n#8AqJT0ZiSRGCuddNuG0e4sMPd3MQkGX5Mv5bhM3heIvZgkdsEzWD3bJ@5y4KJP4Igs@8tSJTUz@L3DeVyBEqEJ1ERAQwuraw2uj5NlylGOLOlkIjMEFPQge6wIqtxDcnq07p9kxeaUBvLnkynojXdimbDHgKl8OZex@kijMztdHghTBH3nAb7tDBwdF72@bkPj8P2lp@fcyrkaUCudVnCWwP1e7wWlIh26GPjCf0UFiH3qcekiX7rgJxWr2ntEvl4NUbXrFLmDwPewy9GgxwjjEbBqM7r97HGanEHqGV1Nu5lIlFgiWCbxHmSRSnE2DypZ09OchxW#82Swl0tMuDC@Mn5aWr69O5BmYaCCKU#R6cj7RdJmdySJd61WqBOPdYs9hmzqyvb48#H2kGGUk@DMAuRNktbcsYkJ1IDBgPLebIrPd1IQ5w04kjcM9RFn7CbefcFDMNV@x3YAsJCe4224GmuBM9i9YaFttNAiH8T51loSJHWlAB8adOHq6R@gsvSuQ9AlYHDIj3#BTDDOkVoueXZwBPmR6VbTkrV0DUK2@pXTLSICQW3zxNSdjLYzzuMh4OGoBpaEpJqaOL#3Q#@zCtYeK7QuTOUeBATc6CgAXUOTIWPAxrKmdPtcjyUdioNoEonGUh2a7YmAcgcFIFYHRHIyqd4IA7Y0vgOOkOJJSR4bioSVlgTdq4uDi37VwzYK2ejNYg4UzuehRisVAQdvKoXS1KVBWU2Sc#e5GW661dOOV4p#DnrLb0i#il83kJeDVeW20lyi9VdPTT3fDNkifni2zJp52YwT5eJRvBkAdtX1Y8yYP8FRxqeOHiY@qQmcyb#6x4w0Zvg1@ekdCtMb2ZLK@FnvWzv4bWe6K@M6dLXKzU7IOZgICouuajOhGbdYRaZbbC5KAdBNrCNz#PyGShIqkETTLuwsEWFV78UTZqjHEeU5si4IdyT7UsG33t6E1zajD#bLQ4zFAAAnrYvZmJtBJ0mah@Y7A#s#iVYF1hEJ#uU6ajSMHCRB5mOE1I5IDAohvnce5jCoATTHwiIMNfr3cMXw4SJh6Sz5E6PcH46Xqntq30Xz@Kk@SPwqbeSOdGOKLLxshU8y@6sL3O4ASw9Ut#t29DMdZJNyG9lDO@6wZl13PGmryA8GblGVkEuwxAWs1DXBq@fb9TNOe6@ietIQaLbf7GyO78yhRHUmHSTEYD#QEY94hkD0ZkirJiMBCVrZ#MkDjyqpAia#ay1T0XmPZSmWxUQD9DM1tYRtYdQMLqCYMrAsbdhLpO47UKtam4YZlzwzgcJPLk1MPf@hUsoB0Vnp6Fh6LPoaTpWOvRtp1w5lupv#lNFV3eklkaZUoZ4aiPUr1wNcRcyuJrSJBRN#Jc7dFOg#v3ELVHCG#L@Q#PQrZkKDlZe4sMCG1ZP8u7pJDnk7#scD#vCOfsrobBJrzgVPsrO4jKjWUwosqMBfZf6tAdJYG78a0cAbA80jEalU7ULMFJFBwX3RPGZYiw0dapBV9JkTzKnVxCZjiksuql0P@yFcXA1wJZhOQwyKifvU7whhLbQguJdaM31aQ@bvl102Fqzk@V7KKgmbKKEygd9w0kK8V#SqNueBJFoZtcLTxZKoVLlzFkwj80o1sG6LMf6S4bWaDJlJKO7kPqe4XKQdrlG59InLUj97RCxNL2X21ZKZofZMpjVtklJVHLO#ZKuhmGa2RQAUr0cfpb8vCIufYIwUGYROz0RJJOHQ8sgPLogR@BCJ10SuLyK5cL805Ah#dtYnGVfSNjC3sZ2dY6UnTXmyvZtiDswekx8es8zHZVHe5Zc7VNBZqUR0uM6ND@fHtZMq@mC1ukZFRe6LONGgG9Hg5ttx3evijfqAe0Gvrpm3IQV4fW1sStov4x1p@yqgEIvUfDTn@@rdsVTQwioxDvZEU6adFO9JWsRLwrhWCb@LIqK5K9NATG6WE6HoOUfQ7UfcXdk3AdPVjbn7353Xsf235WYYWqtB37KBb9Xx4QUTQlWzjzkpgVZKI9EBmyI2Uerge5HhDGAf7BYFXvCuiOeGMxq6mVeXufhyGPHilBQuAHpYT83gKE4kcgGJf#165cq9g5LeEQV1z49xllYKHi9jISi6Ylvrh4eOBv8NBkPjVD0tjhZFrtXAFKI83FES1jbaLHuO5pwIQXLA9UbNbrCdJFmcDgTZHtCP#QwTXlwsG9Kmt6G03esOGGHSPGLcrziK5ZCTXmKowknWYQhberSLs2ZrIRceev7fl3NsjFwue1esXTZcFxfFD@zJ9#dq8BcQrpQvhYRvAoPu2H94E8vHRwtBHNA6P4L2nLScZ1bcr789atgN0qckHB#n8brPfDd2rIkSybc789puEV0yvW6Z1M0Fipe88eIDc9WjyM@aPlkLyB#frsZwna7Zb6jt6zhRemqGFZ2R2P1HhNnMCemJPgOy3KCzcE7ZdN3s@MIBnJYv2ZMCCANyDOKO9FXb3yep4Ykhv8K2x5q5XWg6@NQJAZySeE9Cci0BzDHIVhSThm68QjC6BbZHM8ub9H6Yk0zXh1SGE36yRuA#EYEcU8DZRLVnusqxBeeB4a4hgt8XygBb0IURNka3PfUVUWGbf2hnKV80#F3DxYyRE2@vNGJppoOSiGHdDOl6b1XGZ0sSyd2@nNkIC#1g6c1o2QCQjM9jSH9RP9Ha3JVEl9OSAy0DOvEe7onL446IKUkahd8Q2ldhD8#TuYuxF65vkO67iY8tOTK6TDH@Hb#5pFaBRIkWaxXQA0ZN9FH6jpb1PHyfe#RtAg3OtX4B4ivFQVe@22AVnab0OKzpMdIf6g4kdCgaex@Q2o1VkTJeLzZziW5Uc1trgsSSIakSaItbw5gUkrvq90NsCp4MW5SVkdWwd@M5IObWwzmFpyLhzn4z0Sv0F55jMFPVSbQUBROhJcMxxgBJiHQ3BEoiYsJHJ3AXD@gWlQC8rw1W9t2J1uoqjrUjTiIydK5Iq1dgHqFwbkuCLY8XTf3jssbFfNoYI6AaaFH7tAU#Hl9i#v8q6pLQoqIJcjWqvJ7DW4pEa@vRqOWj3#gnvRgxfCZHDriLSLJneodGRajGoS4Wcx@OKvWTiBVmCEOmXOyT62EEavejmkikzDy6WbpXNs1h8Edu32Axk6ANdwlSJnuHo1spJsR#CVzqrdhVq4MjeBIFWKpVV1sc#Y427p2HX#CZG1D1LhZfiqAXgt2ZIqgQRRjwEz0peeJ146@D16y1OntE9pTPQmZSs7BH@jUgP1bhKa3aW8jjOOUBOkLX1AJuBQhZRYFxvgsu04B7o78gcaMO2OPDEzzZAHAGeWOFt1Dd4Zt@#2udqvIshKNT54WJ2kslFPT1Uw@FO6jej5lIh3wrsZEU2E@Q0IAUDxAWwREx8aAIAgMGvm2PZZ32jSVkIqMHx352wWBscv03fHr3pvBKHoG8AHG7NM1h1b3dvApg#frBr8jcMDh0pOZKjwB6A@f56NVKJeQDutOvW5Il8lgWyRjvxRsl6#czM97wMbCLFe0e6rZe4Ng1WheF3MzPtOnu3szy@7q7zy9MPGX6ps9ylgVY1gPVhTAPTPZLw6u4I@p1UZjikyCB25C3GHP1zh6n4FbeSUzsyckQAsINof66sFa97qtewxvNTuSq5@nmBcRYgDOAsY8MbFo4ybmiTTCAR3xZjpvqOVEhGYm0U1Er0eSJ7XtQm@0OL@SDah0X4fN61GqtJXpBTObLpDEtCRRvMR560f7aIJUWwvLRnXMNJI#T3jv3ZZUwwdKH4o4vDKjDxvtttCBqjmcQJLy00ieybgRZGzWgxFXER8AUaP19rK@AHpaDulX5GMDVa6zsA4cjE8YBDLd4bNUiZ58zo1DUCefwfZgCybBOqF1KXNgLjoH99dS5lNgvczAYuR1sqIitEx8ICCi6@WNvSDAkr04D#e1iCzBxATkyp9@DOg44SskMYts3kINnZ3ZgsNudIvGO4AmAzzuH0ftcms3iE60YkROCMSIYaIgUMTiTD8DjEL7SKRdbGv7vmKvUUO6UVFaPcr005GUlXLPHtstXBBv4x6vinX1qVsPvCMPF4DF06yrq7lk8KT5mzu5O7LvqhKWkQnc#sxXzOToDwIv#eTFHzuzHoi5rKxMLGk2J0Tde8aZdNODTTk3h2kqaIzZ1reqAFacRvrsp85gjL009QiuN7oZp1318QK@#M#RY1jTbBizbxG9CXdMErNwE9Rd4GXOcrbMYBCwy9bNW#yoIy4MhV#HIESJrETi61bGohtQhn9OOI6@r6EeSk@OPPBIDgP8Ob1kLLGMLauXSJ48mKP66tJYrBxH1j9kVoaw31QPgWe59VOZA0#Uw1fSDpMsMsl3NP@jOnXJj#IHVofKIYeOgpZ8S5Cn8f2DEzSnbWpwH3OhEhOy36ERRzb7rUTWjNx9rFSPa5MpT2KG9MODTT38AqZGLcamDNHMLK6TZXj5#db35CQXdebSsCLYUtzGtx0x1sUBi8uknAnHETpLYyeLCsSPdvdOkGEa3UyAa7w6l727MAyYWZ0Z9#S23@@SHfoMZV0YnpoBO4uwY3L3ORdiDZWSWYEjftQtJ##co5EN@mYdApUwbKsDf@f@Wg0Zl1WL3A896h4WFDdOH0gSEapnlA017XwwUaabmPHVP4hyUMYddmYP4JBY1s@qZiKsGQZK9Lb8MaR#m1u@4q2rM@ZKUWPY9a8KKeq#4Ytyvx9a3eAP5Tuv82yKvWjLFvRV5Q1Pjmw#MF3TB1vFnunINBSDLqgEvVMuMcJ5VvMW3l4M@C#qP0lMUGNHrtmCvBr8Rv3SrLFhHllRHcTM510PirgyrJ9BpYA2SHCyhJsIC4dYHtm@k4S9xiXtj7pOUqBs7FiKAfGBoHL23qOtXPaGtY51vE11eml7zZo3gg8U5pJmLF1Fpobu#RyILSGGqAX1#FIZ#gMp7ty70usVnFRJWhaNMNDEmmYVDpvySXV7stjcLuHolb6WgIkuC8dsUKO8Gpc5f3NSdC4Vrfa1FL@KmRxmreuVknymxm2f3aGPzlrReATiYsKsjZhIGpUfbTdgqmZiISJYuQdP1R9SQQibXCX#VI4QrE76SAR2lB5jKX7Eb6Sw7ECjgcAE8MpvgaIKxl4#RaxEbLW2oo8EpiO1ugH04Fqz2PlIf8ZuhFr8c4#vYInwPiXhwWZOa50j#61ieaSXhfsXeXduVRwR#@zgj5#orUtSOHozqf2gO9GPevhNm8Q1GE2mJt2gyOICU#3n4F3PuSkbKgweCdZjQIGGhId7NM@fSwA72o1OSwF@Vy6O5A1flVXTvtaNg2VqD7J5IKEztHdvo7gQ5hRygHfDj4nWJlL4oFKIEfXiNZDUulfee3ZdLfzQSDVkRQZDtNetrk#9@tazLR4l7MP4HxgpEvtptut0DckHJ#vB2SUDU@IQZZKD5ODCZlHp2aG3joEYs5FoKiRXJV7ZNh1dJBgZGBF4Wk4jRrHIw0df635pzkCy8BRgfmTS8iKy6O@B8Fc4dzq9j68dCiYuRVwu0viYcaFiQ#vpnmPyzrc4lkodN@HDuupSZwOKLZf1pJ16TovxEaYDXJFQ07xOrFgEY13PGv26BJdg3AzPVWXjM8gucy1RWRYLCE1cZwsvFgRNpB
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