第一章 “擦G净”纪满指了指自己的数学书(3/5)

ItwwN5RAIa2dRekcBibmZXFfaMrFRA8N4oOO/yMLhkQOsaLvJPiNiyL/K8cLMBEmLzHrVynXTz3GLoQNbIVA3BQnwatI8BjTuGkG/AQESTDewGM7+wQzen8v92h8iW9UiLDiJI9mImM24Nt/UHzshycbc94z7I5rsxK+w0UGMpTHL4jcNZ34768nopRFzqv4cg+9SsUG+0nGOnhApxmKJ0SdGOV73WNVe0j7aZfWc7E1Y7eJy5y7uDHLIVUCDT/WeJKBw/cod00xf96xHSJ24WoEXUPCkxJoC411YJh9XJixTwV7LePDhyF7L69rAXmy56cgmThhrj3IilFIyZvNec8vjI6WOf/NovgF3VmxmI0Z2rEhWcZeN/9Ddv8zi51T7gfRA9wvFqciWBwp5D2E1fZQku48+wUwXc4DyjXeNy2u184Mwo5c4k25HpSwKueE42NVepWcgLQ1kfg2Nem2HgCYdLsMqfsy6uUj6VOUUALU8ZdpPFOK+dLp3TcLEy0lXswscC/mKbAqm+hi8EnWUq6J2A3kJc7q3Pk+BT+fxVohWkMWRD9b0bIOaQUctnXRum8Iz/uqvagZ+/18tSx6SIxVTtPDRmoM4UfAzly8ZUz8dHiKCyuiPRbGmIuUCauf7yeqMvHFwUCXSTv0OKEdOc/lMBX/R/Bf0oTuGMiNc21YV/OmR7i2580xBZ1+xyi9/gt1Q57PSM+cDuskJjkMgY8hAMpSOPmYGp1H3415xjgk+0LaYXsF7DgF2r2k37hSp7gZZf4cVkTwR3UG3rGVwcQCtIotoM+vfB6iUplNKbeRfJ69LLWUYwRAjFKCWrqPPPFmqJMlmM64hzT8VR6dWxgjdcYQVutEUA1YSSU384mHzE4P+Hsz374R4Eza8YzxPGXhISDhQ4Ne/AzE/yrRavQ8v0HPsAdpHy3Q5S21qLVQq7Oy/bdxySvVaUSDze79pb/X1zFwFnVFKTY3TqHnvt1MaeTU5ejbv9ZhqlPJDsDPiuw9wS1hh3AOTtW8lwnUHaKPHCtqDnOi55GKUijIfS6zYvFU8ycfydg5+ojLu3lRfuYRLRoKJyyRPHAY8S1nyt4rFd1HfoA9z4qw8xhsDswto4LhmQZdbYLLD/PotB5AaXx5REb4EhQecvtZexezkWLVO6krFug0nQOunYAkG2Srb8Wr3NxpWDbwziVLYYb+r4Cji3g5S1USbgH66jtI6T9Ms3Hlg/LjSFvkGJwoz8fqu0UQKLjCrC/wZOkInkq1dI0kSIVRug7d9wVKd60Haoak5OXWpd/LMUdwm4qj1hkKirDdKs02545n2AzcASqZktnvTYXBUJP9INAvLtyfLHN71I1WLEEF88GjMROs0rTJ4GNyjfz+o75MzvnDhy0V4B2+OH+3Na4UuCPFEl+jMDRJSwC1FYkIYikKsDrcIpXXT2kPU9LM5dSW6kR8mgUOKDbISHlsEUP5i3CVHLbE8d2e/vV4hbrsNh8Hj69LhuXOnkPyGSJNOmwEzrjo1FIJcJT23AaRvhL2Mt/wztjXsraLInE1Ld0voc7ksTSqcY9t27Fk9jyVqi7Tt2t7Z0lyjYgxkKqCAfFdqMcUNBJwcZb5Oq0++Moy9pHeFT+zQNljVoLCfad+Sg+wWXIR5nuei9suvQIjm+KznUY6GaD7HKKCqtsaZyQWuFxBb70kD0sAbVx3VEhM/uuhwi/CEt2WY0RJnUQRqWjDOKE2sBjMuOrDrrlysrTQdXI8slnHyZwSjPFpgUwWKr5UrYsIqKivBPpIRFcmEBbhrhthuBE5MMerV1u2EFTj6bMw37qevXUs0EKaDD369xnbK/NKf5c/cDyI4sha/wUxNY3cvrvjd7W8DSnuniNQ4MXUfgtRY7CHYrtQLyF7F0ejj9osr8fIumjvLIilUwamaJkV3Jnd3KhBXtonSlU7GKIli/zGRw8o8O0g+cxDj97iNDWP9kQwCsbP9k+V/Noe20+fehAY0M+QmY+oxqKB7xSjZqvW0TlMSoXWSKdKCUnn/UPV3maxDbpgt0wxz/WhmDnNPPd0xZZpJqJrToWFpjxcz+2uvWZJ3cMh5ajIgLA8/1bwa8ns/ngDX5uT2Qn4Qh6nBTEFa3HDJ0510AyCcm/5SLvpT8ODw+NPy2LmPtkhcCGQNG2Jqc5EJOI7D/C3+FkbSeFxYZdQwxQnLh4+JboDtWkiqHINryfV/dXqX+yrT5U50luAh+OJRqjy0Ilcl2SYFmwiVnw+zp/GrcJyEksJI/Qt0qmur44rGKH8bJvnZHfUr4hBliRScx+APREm43dYYClLx/3JwpSXM5TI3/dXpBjTH6qSlQ6YN3a7TQrbiI149u839dQciaG1P9hJQYP+eswenZd0PiV3jk9kwVwDEoXIpERnsUiHPl2Gvj1l93N3OwD5stEL3yTZrjaACmxeqAnmPtkwquCs+tVxQcXpygADSe1wxZ4svBq+3EycROFSmbP/qPDK6jaxLU+CesQ+Amcu+2jqoFP+4DwYszDZDn8IrxeeGIl33tqo9mN0qYO73tUcWiWLbcCAeYzZGTPxsS455XRI1g8erweH+OnU+FhSVetV2neC5ayi8BLQbMeKG51/Ab4CqmdiiAvfiJOYzt26G9jmG9DK0MZsVJirkE5L8fMzoEfWoToMrHy7Dbr5O4kMtzv6XdfvXcStHJ5VdrmKQF6eB6N1ACS4/+kydUNlzZNdjVokyyrJUk/fdG97Zup/7Qufts5F9BC435peOBNTiAMrHpLjZYg/lhGHvD8QObFq4mM69sgKXWjwjzOtyZ6X2DQ0Fh/6pYooYnRKS7FjD4eMG5nb1YyOK1RCfJsb5cbrwE/3j+NBX4WoRTplyGMI+BJfN0DecY4dqAQeW470MXsXS4+GIORQ8hAL8sI5zbidU8LJxxW0U6z1clOhZ1tIyl4scrDQQS0osamNKvxs7I55NNceVjdqF4AG2aYJ+wJOLO0xJq5vpXZHcitkvpkbnWV4S1mYMs8l+qz0NoWZTdCNHtbAoVe8WZbLVJR+sJYhhr1JPBjUsuSPSMcqV5iMcDIQ1huyt4lbYxU9xBCqPnt016USmE+qUpwR5OR03wCy+n5aRe2aNYp4zpoayw8n7/Ytjt4ZDxLS2aoMOj0hMejwkEmlGc9NIZcNOYuAE7eHKUBC2gpqH3qB09mSRO3S+Q3ecNtw8P+jxx3pK2f/kSRD4D0pCrQDOIsT7/wmbYevA+lcpkymWnuY/OwdDL+WO+zRrdtoS9BuKp5KcZ2aVt0LiPUi6+mlbFsTEr/h9FrbwtAc1Web7ADjhhJJQYfCKrKD5XZtUr8YTZdXh4wucO8EQii83JYeOouJd/pDUqZZZopPI2HxoGgkgKhV4L02askREcVq2yLEoVhBOkLGpaEApF7E4M5AOILCj42cawTVSjvVBF9kXDAfzhrdfQBQCLaIoc3lKoaZtyEvz7ey1g7YpoDAjcGY1eEX/rX99n6kvyGq4fVLN/Jd/H+cUG2LN27aB/jUJvnVbhDV57zNHvTwpHFkuQWAYJLKXW8CeAji7XUi0lgejoEDqDwzFzIgIDJsE/G74QMR5Nn4VaFdATwIrxEO5Tiq0//13k5CS8z8cN62J4D2Svd9t1HFkIe/aimL3ePkrg1iU8DChlGC10Bz2PcfVy2CwtZIiKZzu2TxeRT6tXlyphfUy0yJVU5dzb33Rv9KhNF9VEyIBUaW+/XljnRCp15+m9o8WRZ1l2A9mdwTlK+E+E5HIYutzUOQNpAXiOFuO/dpTsDr7jXbXHJ4uuf4tWbUKYUcAe9C98CK9vzPQ+kDS1QAZM+49wfleQImWoZCFe7eTForDIXDtHg86JprS7E7E4QSJrzAPy1wnpeBH+o8BatS976yQujQoJRVYMPH7cp6G3KQaTD4hBIXzdagzknqEkQFVvQrzA7WazAkp5s8dKc342jIHztI2xImcuKI7fMueteOK/K3oKYTFxLKOTDETmuFIDOM8IW9qqPosXydOH0MUBHRhukba7Tu+x89DDG0eooEyVkoU31e6npgK2EOKINsvrI34H0z93GS0kmLJThC8XfufP9692luBe5JrQyEdwYlezfLDLUeXOylInntj7V3lV+6sZMDnthFhCRf6aat3NRzngrCYkpJJBI6OHdDGEklwIZzWniyeduqpAcxqDgKiBvTqiwxRwxg7MNSDGUUBQBepb6JYOMXFSfwrgsnoC/TlFHOdR3KdFckSnB+qsOe7WMrU9JDtB+IuCx4HwW4mt8slFPsNjc4P+VLudVnemPb6r7NZuuuyyd9/VCWv47VCbo0rx9q2X0vILMRIThDBtFBujmyL4qD9uw21S5XfDmjKP4+kNr0uHHFEN1sBy2MO0j1js9cLdcgkUdLoYhveG+P6THduHmjrQFCZFSbCxlnMFxnPoAJe4FN8rQPr2f8ezIPKzU/XWiGXTX6SwDTr2WkDJQFXDz/JUmBBhUH9fbBFdB2iMsDHXGQrXjBiNOO61vWLaDompRaofj7ffgtw03odsttZ7lOZ5lPx/sX8u2gt24fYpZ0PfNRdpItQRGUqd48tAxJfs/ARa+fo+j3NWk+J0BPhXMCnSoFmJeRm9aaxw59QdHgYQmNHJ3WrOcICBBGQ7SzecVNQwBF+lfv5wmdTZBau3w26slE/z7gPECw/K5YNtUmDlKjjJHtQinXeRR0H6DSnZN4hkyLdWZv1pk6etagiEWBv3PN2wW3GZyfgLyEB5DxAyVHYYNC0bh8XXLnqAA5pfMhxRdjoNmKfgCvOHRRHVjgEBho39aX8PDYjDMS/HPE1EMmrThfZ29UEiJ5m0TAWs1l4jykiWxsGSYFGzdjlj7k6dgHtA1J5HN2S+nRoGYeXd2SUTfI6jcgT5atmXteRJM/rWvZuwpmNiUXkcEIn0wl+Bm7DkYAQW4NkLk3yjG5YVnrbpcmGaLAlWts4yEDWyKnv/f1UJhAQ1zDWu+1B3Tvg3ZhHuzLSUUAa6cT37LipYAsaOtglfZk0Fwh24VL+Sp5SOkVvdGr9i6R2pWCU4s8Q1Tjzyzbu/myahQ9CF/ycYSH2aBrTAkh8vIpisA+4eRF/Vwzp2wS9ULTL/CgMvI8g85d2mxv0ZXew6rghUWNqwtB21zNzy/QIvUTNwM1mdAHf5LcZ9JE0zngzhEyPJzfZ/YQzhxEEwoYZeJ0JlTE1BrhLuMXRI73rkgPCbOJ1GV0soUUMYSyQfzRp+2tuSYMVBA3w93LLSw5oWLlFlCFLdCX5VTTt4Cdoz8m+hKJuz4uV5SeLUYc6tAWYUJTmcCLDFvAM0IaQzLroBcX7ffEO+ZtseYzn4ajNwtcBuKckH1LQo/Y8a2DUOCd3p60NneMz9sLhKMxTk4SgEssNJxbvSAw8KtfocvmS1z+FKps9t5bRQrFbx8DSkKR3bqrjFQ0VBj9Nx7YtZA6bgrWo3xtIG+JOrTE8udBoqqZc5KkAvCom22o1i+vosChso2XoSfU8IkKw7dzPdVUvcG8nEvIQTQT24QsOuCjJRnN6qaWNgxJtiI+8Sy8xUaAx31OaA6iOkKbPlcXpFbfyL83sn+qRIP4I8810wmzoEQXNeq4d39ccn436avD+LyrMlVFiIPWjd5amlkDMuX2EGDyO0BjuoevQ52wzy6BW4Q69+30iOiKUMeEXwUcbcOImB2WuNC+umtg6dF78UhnmfDolll7PEZuLEcpYGrM3CWwu/B2aJHqlXXA9a4ZYCHJRfrWstmPFbHOJUJ56OG4Kch918yWTFV0e1Pe3z9RBIytIO44S8Bcxe+a73VSIPauAhMgDQyB9MfmnqtWW65FnJVM9aZ0UGBwHhb0G39HqwzMNfCbZtjKmzcF91rYGv8UaTx53JbU4Iow+YXDMR12lqwCaRk5qttKV8xqicVGw0sk5AHVfDjDh7hHDwua6JQd1eu33gr9JeOGkP9tx2BhC9fUaHem2r9e+zIv3yk6R41jHzeXqOEO7zdF10kLK0xXbCARy2diyBJa0mxA7wkXti+5298FQXAD2Gn2m1AeGNtnycMCVStl7DnHH1UXRJXtHwvTATgPST4xxTchWWBUbGIaa17+kpcgevLU4EikSRpUFCpFZJBySo5Vi7Ic0YHvTFWd41nl+ARq3yXVRLFmG2jMSHC6+UUFPW3d5yD6UyNOFZoBLNsOQkYPn6fa2R2ZNXCQlQe6YudaYTGJZAIHepkN4llCwyom45kic2KjWHluru4ndKk9BJE1bVUaP3PxwxOhp+/jSbaISWODoNBf+yBdZ88huZfsvsTsmw10fRnngClMeKfTCAiPL/NOUXTPw1lVvMEwuiueq+7F8sFxmkeIdNXNAbi1x5FB7vDKH4ukJHOI3FIPWb65moWnxKm3KS6uI4HiPDgEY4QFCMoBnRQQj/SihPHmxUxPQJw9JeWopiNcy2n0mg27tYcsNb7ZNfhSzJtja/3fftdm2UnP3GFzERjHMjsOP9aWsgzYgG1F9etZbjpRvv5DMf5rvChoUKf41/wJ+ljwIYQTxkqoseJxLZrGWyB7g3UQo0BUaLLb5W3tKaLkmRw3o8hgL8/PPQ4NEQRo+1R3q0J9gtAiI/8pAo/H6G4Ysj3xE2JFlKnh6jK6XuJSkC7SqX0nzTK4OW8zMh1xJ23DNjj6XfS1YWEIW1d3A8EoSyzimfaG0Qe2pQWZzcREkpMpbmyHJ+IcmntS/IHhxKBn5HQ34g6EROkB0HRlnXmSb7aH7pIX4CzBS30/XRBjyHqOkRCpUjPdKwStOaF1/ZHrUH8QWu7apjRVJLGs/Gz2TgltUJLZmcVOafYv9/IKK5Zt/HmPTzPc2lkj5v0RwrslXuyX1OJmXqukt+6bNiAigDrLWmYBxjuLTC/sQcgSAuF5kBaB9e6FBGU/GOKh99gNtM07LEOAcqv/RH7JoD9Itb3n8YKBi4/7JnAtYb70Xtq0HInBS7ew9ybzos2ThH7gxhZsHU2pDvmLhBQcMzTeBrY7O95SmMgXctxMFwEcTiV1KqUhm4ZOOtoq1F3S16avRp48Aw+lUQEAsyh1rSKIR3ZCFICYe9y+AtgHyLuS34UeTrPRHbe8xrc0lu/avEuPXaa/qTUGeVkrhAMQrBws+OnQ/1HUMKF2kUxvIhNsTPJO1xy/3dvFCupZ/Vz586hom2WeJFRm7AKF2wBv6DSAOkKc3XdUfiVqVDSZR7vbiHCZmZC55XUsvtD2eXUW9hu/NMBNQSvXYsHsLAYrt8u6/HBFafKzWMaWsaenDEPog2E5WHVh6lQXF2a0hDnCXeT3awn32VO5jKFVHF/Op06X0lAfxddbPAajEf9bJe8FbfCFvOXZnss248pQXlCirawJEN/dSJOsP0XFqi47DepPN2HHKTfvvuxeNYFOsQMaTD0KMtKkaJNeZENIQC6L8zzXHcAEea+3fHhBV0H/S1NYLyJY3lxdLWFqj1nhxIIyaf3OCvTVOqhBVx0/KQQ8j7nCZTpdAfRmgrP2k7G+2pn64EZPQqdvQKAOWkuVTUVylkM3DEfquhql3zJEuMQQb+avKvRgw0YfeE8at65GQAnIdTL5DNctFqu1gNMlzDP02CeNe0u2pQ40ynI4dAznOx22ExD5Z4/wZeU8EUOdBGPSx6RB7EdcPSciawOSX4rNlHg5QrAQqf5CMEQNtBgGc/1xkWjrIc68Coc7PGFoTiboO/XsABsUV0l6mGjm2o0Jss5ImPELP1JmCuQ9Lj5rzswPp/7NgWx6syq/8x96QuR310kd+s3FbV+I5bY1XQIBVfJ1fpKVvOuYqZgrwW4EEjzMyVSCK5N5xbba2H9cfuexLMIQRck8feHW0J3yMAV/A4g3AN0RkAGE1AbFsIof6fF0x4PGiDys0fKM5bHcPwWwTafbOstuuOc8yY7Lx6ecc3/Tlow89QiBZDwq7w/Yvo/TPIqt1caovHvVNe394Hufsq25Ek3V8QiDiG6TyzUFv5KX5gxmHOho5SKy6I9SL9MNRvdIgmcpQvKQwOm+FdFm5S0QPqTcf8nNLs9K7mpKMnEUSDtGECTb+KNgaBj/h5VXGJDVEcqMgTX7FkHgptG2XVLq/k7ZMmV1X5tYdmID4MrZZkkuZ4ZC4KJ3Nxltb+bP4JMywTL9hnkTDAkC7qqEcLbZpyb2Q7HAyWdKiq2uPcQ6bNfSmdDVXWE/hP2vjGrweJVQoV9eemPVRRpZAIfK8oAk/6S632JD6RdXIzo94gA/7Z7+7l7WTisBXkojnD93o44yWZPn7S1kccHBQMijDXDCObjG6OoRDwgzmm+mksq8X3O/bJ8a6US2qEhfSBjBF4COU4alP4QvPAl/WVJCpEGsIyt+EZIrsIab13+mNt8rTu71VWrFXFVtVSZLR4KADLJPHhztzj5lIz4S2XhlpqFuaa33rK1iRgqlKTQozS9I/tw1IakicOnoH2c8Tq9VAwVEXmF88madZdMNceziECkU5VYWzhTPpE+5EepuBF5XUWtXl9rCE9+zSfEb58xfrJtYVrBoCPR+1koP5/HOXt1FSTywcrqNQPR1XHj9xtZpV7WFaBqHlj/I9SkLy6uVFOR11INxgOY1uM1t/UctCLUivjDFfl/7DDgLRlrThZOXrzyBqXgPtD+QY4D0F85VwK/dtHffih/4rAuWRTEdUB/NHB/0vKkWoU1GIzvSRUQ8tgqWhQV1XkCWqoSL3x8fEbTq6Tg5FdY4GJhgF2+FzT21RKdYTEiYeIgLCEaldOZ1nhmk4zviV6D7JjnSNnRGeVWEQBUpzNWCMYd8qzn/HPKNL714lw5oiSiPRk8oNFySdCv4PksgoqsaEIQ+RPHDNQ+oIDxlZjL4jgKuUOdYxKT0ro9HDqpWZ41mlGqjvtqlwnLb9hy8O5Oo5S5ii6cm2g4ccwi8fZpOWj394QiZ1O4h3PqE14GTK1FnmWTQnAo6G9YrXwT+pnu8sDetVM9voQJpuik6f3EMakc58n23vx3I8GM1ekmSAa7cCOcisHoO1aFGlZcgLYpFQROXTyEymifqgvRZ+X9u8+PAYYU8yP/5e9xs4g8yV1cwvtBdI1XfVEMNFoDEvvDuZSOReuPKPvcqTrRLjXQyQX+wbmliOckoThAQBfBJs26Ec/N23eTSElqK/MuIp6DjQAMzANNvgUb1PVL8dmBQBNG9iY0W0T1om99aglvPSUQ03LrwSxPpSbK4nCIJUk1h1/r2VXR9+72fqTwCGi87FXm7I5lvSUY3QrRbEtcbRlDiQJeVTSDlz+WNiYIbKlKZkWt79c5yOROqpDMpZUjZOEDeOoQEKZKBPtbkHVzV/AAz4CZONdFnUbLFgq76R2vdYipBUBgojhYcxdAcQqFWV24ARuzYeBouIuQJdPFQUUbZJqM4N5LjvE8+TOhEHd/Q5XogRQubNqLJQe6DyEhPL1H4W5ZpkJekmxJBhj9jca1e3MZmU8MVREVnGe+d1r+fNRpKAwofydsAKQntBONkYsRFUsgQgw3tPR9wDtXkAXQawLgF+SBYPPlaB8aUKrCNif7PDLp9O4K0U/tpR0eP1en0+uCZayuSh6Hq5VJmug==

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