第八话社团与数学成绩(3/3)
X/nO812xtDmfKr/XPxnf8lizsAOQ+zKuex5wXqlql0LE+/GDYW5kNiYz75sQCBTO8NL6lVDBaCRNbqQCpDHngRRTM5dGL/0ynms5+UpgaKZ9Pk9P9nPJ49aFeUPCpvXSBB8664ACb3qeOfX4sEokKXN4vv0pYvCN3ha6yj2hVRfyM2tT6ikgmuDqX5Q1NNiaLPhywcO/XU6y2FvzFlIKnja3CkBnf3r1lB/H5AbrMXMvqa9+YLkgoFYnfva42/jw9kDTmJLKG+5HX7ayV6rd3mMCKNjKdQ37ZBmZbQvmqWbcivLwxk9oS2FypcXxGZi8oc/yd8G+y6UXQNHXtZ+0QGhIg1PCt2R3OYhBaxiRbBhyd5ggzVhp0sWJPdfzFTkIYD4NJQZEVWiwXCE8AX3pbRm8oQnokxkk0bsWZeRbRvBFCx3IgpeRkqM06khPBsNUDqy8TpVIkfEBWHr3XYahWiFP0nK3oQk+EqsRKZVgTK/roXF6/yWcWQSK41L8wxK9PfB2yLiJr6ecuVORvv5aHx6AZM2swnSm/g2r9uejdXEZde9xOkaEsvP7UeH3VqiSOFeN/pd/3oARkxZpfMeZeI9TnxrPAi+w4JydZHXM5miLoq+Ki134Me4fDnu7K6/6vjlL6ZSh/Fs/6Q3sVLFG0Ex6iuSPLYnwLubMQ38J98Rk+KC+gqZjKvyOMIKkxOAz2VoOSTncRq9ySynpdfcj7zJCyEcNsFnccth1n5wHmrp8V/TZiL/sQhe1rtawusH2BkcQlsry8o6/7takAfyv7e+alIgX2fFn3XOrZvvZ8dBAgMBQnPz3RvIfdmyyMlZwhAMJABqlVOKWCSnuv2V408VVQ6C7zRHAafJqzWxQCyjRjw8yQ9b2nVK+IV8ZvbsDnjUa+xWgmHh81yCYhremtgR0YMUh9obl7Lu+2J1Oozg2cT4QtUjp0rDmIQIZ22xeamF+31TorfjbT9+GHCcT29CZlYVsMPmRna6qJs2GinWgsnh2fXxOPoX6TKGTvRjfhqP2g9MTLwvXF5l1ZB281FOLhZ4MamJjDt/Hvz85eicZvooxA39ZjnjMq01Z/0D/5vCpr3MZZb9W4DeHGFHnCq+2vqO42sQfZqgnAbGHAvkw4Jo8p7v+VZ6vqewkItVIo26IQqmtXNnP+ejg5ysGVIB+80FDrNWtdMFdlqbKat+CI5YO8DZFP2WPWlqZ9QWnhliqbJOYNqOH05iZV3zeI0fmlapghrVWaZGXCsr/TwfQS68+kaWAtAwSRCG+kPavB03MgKUU49heU8luCk8hzwRuWJPc4uBlS1p2dzDyTZaUSlafvCWDkVUmG0IMch7ffN7h3oYtzGsO+utl2I0w4vcX5ZI5sPb4aGgGngzHNHoBp5OPzXrnnqUF4pvAojPFEATV3lVb1930urssP4oIpM8rewCZ2C7+BPezWl16dh2FgcWJJWUVgq+Y0D7MMY1ww5GmIiGez0WnZ7Tl3dPPnFX8v+x3hnnUQnXpogZ+H4FxHhAHFjB3Wn9VNEbiDcNHY77J9YuQqkmaP5YlfSBednm+UhJHPWW4c7S2g8rjEHJcTVGUOizEeT6zksF92cC/HIfXj1LLztTjQprQyN/+yyd3jPmFL0r81Qphy+LFeRzBZIxsSGGPChLg4bJkuRqyyJOlgx+pgvNOLFzC7Nuq5NX0j0PamNgmtcE9KPkXtvMgpkcll+wJiggw5LNx4V3XkJehKU5SxkKreVF0p3p8Cnt6grIs3dWMXFF0pw9Eo1N76pFXM219BCUHvm6QUKWR75Y1tzcJ9FFWIJVdGVkyT5yhxEyhT4uz+iHWd1m0yXmWyr4K2css04LkyGL5RmFzoX9p6NhSOAbadGw3cnsBKjAyXHPlKoEklraDR/ZBnp7KsJ0rIUFcj3nqua8/P/EldrZumRc2mLdDnMyHzEPs2hnWq51tyK5D0aBNfX0LqpEq5Xd1qx4y8wOT/JwocflIOYdKi81Vlro2vI2qhe/Ad3UYkPxYxpQBp7igUhBqSdwQgh3uY52A2jssxGv3bHCJGn5R1aJUUGzDILBif6zrAXW64nVuC0tzNo5INUCE4McRsa7nNR99uLyyPmD3ZuWY2NicIS65RGgIq1V9W5mc3EfaNdHhTPdZy4AoIkx2vPjcR//G41dB7W2axI/+p+MQ9SB3luzNekZIsRdFzJMYJ9wHyVYDrYAJjJsp0pujslGDl5ZqUi0b8VAafn2hCyrrxVoswjiGSYVNAbAMGp6fW3ZiPWn9jZeW4M7GATxSfQ2dqojXPV46bIDwQkFOttgO8NuJfAGwDn5L+7trsOj6cA1SXA6gydftS/6vPK0q2PCsp+eWxVRmVnpvXGnt91UHRI5hLKLd8Zvnj4tdLGYPDtzE3nHLeXMKJj+5N/nxfk6Z3XZVL4VgrwKUE9dW5c8Taghbg2GzvTdNmcWhUuK99LF9dZVbPNJVQdYD1GIoPNfkLJ1j18uEe5CtZRW3kFfActx6vuP0nJ+BNGzao5tuIVFp376cOMXFzE859mzwN+g5XNTcH+gatOdP0bTxPx34BOn6VzpJIgiosR1jbA0PIrHyHElWMC76up7WVrsx9I3IMJjpCO1w0nQgP+XVlaTgR1JsggoCrnYkxwIFTF27RQx+GK5BIvcGyOCND3SmwD5ifLOnusXFlMK9DwStAAi81gsSezb3HfEFKYXqVE6cHTBxN3sAFpTek+VF+ZAqgFL8CrIne5aJu/XrQvEqFnnYKctkW68hH2IteeWMdvbK5rS/PQjQbL38YcqjFUCnTDsLzTw6oK0Zh6ZUr7kPWXAXTklpWfqbCCH9Jux85xAEiXthbvoMZw+zBBL7j01LgiFCaDUxrv06x8sp/dnhnNB9H5S2PEXb1p5vdrlGLac99CWlczWqj8l9o26u+jekAnfC9wuJD4yfVcFt8YFdDa2+NZHM1GU4PEp6SaG8hXjlCACeQXD3ZU3dETSZjYXvTIeFccSa1tMSruNCEZuhq4kJUAKJiNCTxZAHf/DDLpnnalvwvGmVhtY4P8T3hdVCe9VZqZ+yE921nqjv9el3q1XXZkPY99AIKG/kAEYvJi4lmp0tgXJh1bC1n0nQ3qAQXdDNr87f0py2oepGvA1BrbJs+Gq5VBS3+8z+CvDwuRWjSmv/3SPm7feJMdBHQ6WmjCJUqfmDuPr+gR6YgdTgY7jwhw+SYoqA/7s22yDhPUIT3eF+tPIZS2QEdUV4kRSuD5Va9S92048LfNG+PcRWRgxRr0pi875TS9sqk8WqrEOmISN6caOJYS221Y8Ld2KUoNNSAVNuxlCsSxuMTbQbBFty+PBgDBMduoIdnqeesr/662/pFPg8N62u1YlyNmkpWgu3s5wuTPBau8gAtA1ZOjzJRIpaPSo/LOUlMKvmYtTKcY5S6e7/+IgAZ9YZLHi6AiR69Yvkhyvi2ix3N1esBJcmGPAM5q5F80eGtCMJ570MfuOHwWLjBsOuRsVRC6CbR+NEJ5jvzOEKQlKHkg2/9y6utFURTQzqdpwOF1lXnOjbkvxY4+zaz3DACuBNitzug+XzspuX3TUcQggRELoi7nlbnuSGOQEpNhgxeRGUS/xPsFkiG8/uV+jAtAACZi6av66QFpyAqwD4DLMBWXo0AQ2Zz76jznIzbTciqoitKax/eMYCpXor5+TH2VEmi5P/BXo4PQvviTVxi0l0WqAMK+Jc50z4/lIy2dbl04CT5UOPqd9TfOCs1y47ihhfMvgfj6UxYemA+PQSNnwE5Bj28zd4IcS4Gl4hGdA82ma95FerSk1TtuYaAGxPYflrHBPJmC8S2meEwU0C05Th6ay7W4a+eYV0lKRuVWLYYMgAivmpu4gLmkWLk9syGE5o+78Os5moKlmrSmRTb/aoHZXwC1onqcCiMWL6ILyuxWNPdG82DCljy4zbFaT0qT5Q1QRtcdhn+DZ3WPxD7lCoOiHXZ0ZW/YioIJ7jr6Y8p4wVAnOKKyVRixVrn+xsvxAxfuEORw0NJL6ZKcFVk1AXfTVATEV1HZFGU4oPTWfzR7TbO/a3JGNu//INaOsPnmJfPCKzh1wlpun98MMDSTaonuyKV2o4bBJJdWRxAj0Q0do25c1XEBSybgt0R4n/oQO/7q8XLrr4vIIKoUjEwtkN/OJRXu/Znff9QFKDqPsN5XblB5IJCTPBTgElciQIRqhre2duJ/tKql1oMrGaaDjdeOZap/oMbx2gKLj80vYJblc5EDh//9ienuUPmgnb2/m2LtlcyZ1q9uZT7ki9lh2qHlYrKg4k+F3j3HEbrR3G8FMtlygNExWekX4KMc6YDP06k9OsLvAJhaCTC4ApEs4dxY5zWHY4wAaqWlANwksiZeZtJRbHYd2pipSAOUFy8Yghz8MZ63WFz56ArAMGJ28ZczPrOLx7jXEy0o96/9LtZfCbHRKSk4KUN8ETHOR0ATqqyFEiLGENYE/AGebxMlN8zRWKuiMbrHKButGGwBKlnBWVbaou0TzwHEi+efM0LrecGn04NBISbfUJsKZW4jaWCNXm6JEi7q5h8uAndf/2QU8QoBeyIzYNjFqhkU5CzEipnXFMecmyV0CKSb+mUsdygvNXkvu1/IHzOPL/bsLhdGhcGmpYYcBsR37NJiDq3urrOij/P29NdVDSjoWBCCjCWHrg8qn1Ra41LKFBD9qrF7BUG7KTHY5EYdB/96hvia6OsbIWROztl/U21PCbR3Dz8wiYq84IjP4s1LnvAj+DF1o2HV6i4/MlbSeMkwS8MCM5NLVuPy2IOF3g041nvYyMf5eizFDj3/I3cNoJSU85Q5a3lL+uuz0E56QP2Jl5E7kXBvjqZbzSppF9+sCW4hGzS6KKfo0vnkorDXQ/kdRfYyYRC7K/t6/OHingKICoI/UTzohdsbRP/4Eujr5vYHwjHFkPrk0X47XLV0czQxrM0gIEScQyacqNlPdp/TxYtaFnzWt4fpMzoNuwozJwPpOzcynqyoOUHArWMjQNDmCHW3V8E9wsSVQeiT94uv0ByVgJW5+qdMDk+dcj7FAX/HC5fDEu7bfxRit6YUbioh7PzFci54coyAiQemymRToguB5CrWS/pjN0oWwoQ06HMGWzkNn08kC6A5euj4nBjOiXvKxp9ln3I0NUdJ/Mx044hg8/lH+8g5tcQO8/aOny8wOzA5Rj4xrPjVjQyPjpOptvuwvrog38JMO+y6ibL5S9ZAsFzfSa/Ss6rvM/8CayKW3ys9xjrBf0WtUrartmJ2z9UV+KevIcCW8v3nB5FZyx0g7WqpKvtYbaM4b7syP/LNL3dhD++kOqrLtzADZW9ObpJ7WOsTWYOc+5tnFEhHNp0qAMhxVUbjVQFamPEWtAR2v6rvE5qvnzTyB6jC1c1fq/d7+v34eJY3txZ/Hn0gCh5JiiTyhsU8BYPN/V6//2/s8SMUjdHKcvOy7Ax8CC4kundI9SP7KTte7b2yPrdH0rMdXXlR1XGdJa/MA1wZHvf9Y5Nek3Wd/yoYPlI6nr6P7qdpn6H0Vh8s9Dy5m5pHoP5v9YyvTARmFOcUGaCm6OuRbQXZlX72rxwryTCd3Wqqd9fA8xzRFzH264dNpGcg/stQZ6ZLtdf7spa/AWakPE0MzDd0T2rW997fj04bFeOgrSlQqEc12W/7PBknmopT3Dj4vKCblGhLUn5rFxEZ49vyCr5dHH71GOIr+q4LkFh/D+rFWAN2a6iie+G79agY94bxD1aEq1W2rh8k5cfvuDiEVXVKI3sNzdxBEMFZS6pikO5Qk8E86SX6oP+sUvcfYXTnFjzFrQoHr1g69OqzBjK2jcclgadA30gBCRIDwpsxVFEIsFVD73eeuvJ0f4vBbxzyz4omlpgi17X5/OuNBFK8lTeOL0ONgSmbJ3Y4xmbc7wwLBL+R3STJX60lEBwaVmPzQgnNtStwcDY0dV7tNJa+r9A7Bm8ijNmuInB6TgA8LunFFW1QPe6FeI3WP0SD2uA0oROiYr1ysHKsoZO2aHP+fybH/2OFM1ikPlPJF/R64kw53XgmP54a3H0Jp6NGhVQDtOJgS+pB5p5a8aS9RzE+QmH+uQ9HTsZQkPtQK9HAMUurD/3OFkSssfsXByHlJ51gWXDy+r+OG4rk1Lpb5nzRELWHB9q5dLR+eryvJW1O+zGlWdh3EWh2wkg36VmcI6pUpLToCH481F/46pagHFLwe0iJU6aqaQowNCs5MekFKRyVTIVBirZ+XWB8WBOsVUIakblJbhd/G5YK4MKA2fUD1CHmO1d+m4G17w840OsiNeS8S9EFOnt1l1oiuMhZZ5hnd7Nx70PocawTgL2xNvprUgf8SdIlT5kwU5qkB1CJxc3Milcsn6MJSx9/K2NSBMRXoswqUmejRzWXaj4f45lWdlTeGbpK0BX4GSO+RK6nz7sVC+K/8b7qRE6Dd8GoqU8R9ZmFpPD25V3V+OTGgcLEtxXSYFolb2w4CBOjD/aexw7SI2HEXkj+Sapj0aEid9L3tQSX2Zosnl0C8I3JWqNot+RNax/Uxc49Z871TrqTuNGPLhRqlxaBQo9u2/gFQyvKDvULjUaPWgKp3muo5fwkptE7tT0bdRpWtg2VS1MMeyz+WFKN8UyYFiICPOf/hxc2aGiPg97QNXqNvGwgE2ZLim8+e4F/R98cxLkirp1P4QBABA+oJVBOkEaoVWPwsfb1zf2PvsUvUG/xoE9gHvRGpsvpPIJvAa+noWUH3rgrjJU/FdtLUrjJ45rikI72No5ePTR2hLS6Pgfeoh/mwBUJ5fIa68ZMNcnmwwyL94OZY9CnUlK+ibRZPb500XSsKpp0Z95XVA34G1MWqdOQPGDbYmauAyQHUiLJhWLhEtiXnrnYV0VT8W8Mj5ybSyYnA8ljJ9za7wb+FNI8F1pQUbnu1glJaDSD9prgihhwmVtkyZAtrd0f5OLCFhz50WBaPT/pZCFSn4ncbu9t7TMslqPFtcfEgs+ep8FA+kEeVHhQOzyt3yhX/X/uLW3h21fPQrxthzuYxE0t9ghJgGhyBuboW1wrZSF7G4YuFSabCOZVS17MwKKm2t1dIvs7FLurs54nTPplTErDu3TSNcW4le1JiTdPWHkmIgVUY3BW9ar5No9K27fTMwH0rFncb/nsYYJ1sOQB9i8bvsL8i5OEVRpK3Qc/uXQInl0mwxitogf9rkEJxZer8Ae8b31wV1Hl+NcOA4/ZImjCUkKtgLJUaKQ6Ympl60ZFYOJjHDqLiKtkZZh8bRYpGvozFobYBpUwXVNwOmfR7LqrM59gm9gQwMB5BPZy5l+e7tmuY3UJ53yq35WexbzVS6EVbhGfr0gqfTD421i76El9tdAH5sdu+miaajMfChp5yiV/ai+XbrKHtr8fba3xVW1j2ntW6X2inEFOWmkudnPrmQJcomLhIVScwQwmqwGX58QfQq3Lw1GRZ0aO9h/h2R0RMwNbLXY9ZcU0BPwLPoVDlI2PNUHiopvE6LDAM1OEIEfDTYcHuTJ4rmR2UIBkAkkqiGOJucQTUE2Yf4MgQqCOhGLrTSrDJrwYpMjFVXLpp5w5M4P7tqUjYGlyD+nPzL2e7lqXYzYfn+t1DwW4azuscSGbFvbVT/eQz+uXZYo1fDrt8Lzo7WgUUXdOl9KXYgInyWWR1zD0ixSZeRqltc8XyqbfRNSzvsAZ+kP51J3E0/bblDBC3i5yiMjNsfsBlXFhCL6DQ9bVvt29MqFvbn4T912gNB9J/s1it58ItltpLt4j1DG4RRxveqAzo0Z+3dr8UVyqqGOl8HwmkEiAXTjb3q1e1g04wfSwSrm8X8TmVu/7Ar+NxH8dT6MNawY2zUk6prpH7lTscSAdzmv9sD42o+hzgXwYaGIU4V1aXGRxnVJza7WMAXTQXVCZrYrBHgQq//MMh5R3gXrI6nLeCm/l1Etl+huugLIQsX6mINTX7svt5BTyA1Rtobqs9v59le9dmoLV53y9D+dRFlb1oNj8/Toj1LLkEzdSi6ss1VoEK0wog7g7Dy+1Rzj4VkNmSlCf+gt8a+n3prHz2kFwFCQS4I4I9IeYluoDnj8dY+KrI9DCKdem1alcMhVNGUcYKsWgxgGwkpJtpqXoQ/JG71Wlto/yLB/7a08mgh8cljJ8x5g83BdS5CitFMD/InZRcklT6EvLcpKClnJMEpM5cFtRqJHAibdhdyMoZyAI/Fy6k337O4TkfF2lJDPJxzRRKl7Ubg7zFObphZ1uCw3XHqiUWa5cZo3H1Oey35GvAadO/ngLkFQMOe260tRRNLmihdA1UP4jgotnanHg6dNvtvIDAySCuoBpYiV1wqTh4dV6fH4kub2QQ8Tqgs0hHymwo5+hanE+Rva6CFZflkoAhWVnfUdrNRTYUR6ZIknurueNvXKYRC71IordcPK/MShLWwuNE5TUQHPj1Oc07L3Cxa52Ob9rM+54mQn+cnzWABqtCVkjjeiBtriIxFF3fGUoBGzKJ+xn2QbNOOsS2yBbDMRE6+4b2BeCVJ82xQ9EnVG22snwSlglpw+kz56O+OAr7b+wyLxW6TKmYJ8uUNOV9yuIj2hxjKUOyulZQip5clUoLdp5WV1IxO8AbV6mycASCN0CGEIb2tsIUq7bV6Ut2l3fKle6ddB3XedmIsiqTif7aiSd8xHk8DV9kVGxPl2M+KFlkamSoctyTtwgVu2lQtfX6lePBaF59zcm55CRl2a653qNRUkabDtwvk3thT2NOYp+FTWkv0lYBn6yB1MoBLclA6wBJDTXqauiLV8DQ7YfBYdgBudfAASBOizP3/ILa04YRO/U3gEjCTWaO98Nz217SwCAn766WjS58nn08ArbQw8BgUVWU8PO4YhB2iFrdtFqivt33u/C2Swh0x4TmOF9ZTtWQXCF11eVnzmGl+0sNrmIIZTkPEF6QsYrKK9imy8DXjhPeCHgjOK57uXfqLleXhPB25wA+Nka+qJ0xNyviZ4ZXtHlFz4dQVxf6gify/hzrVf0qo+k+pgrRGAq1mXjLr9PsxlUpt77SNps1Mth2XiUmMoqON2Xsdd415DWeQ/KvhZRqVLGOb5WG3ZfVNynLVJlkhig90zNTPBdS5NXAcCKbEuApDyHVOx3XEFL/YJpfZiVValMxQk6eVDNylaP6m5/ELRWMRiheqXLxwWFr+3WqvbjxjlZGNlCSkHzSDPmaCtwr1104Jht8k1iSRZB9ZG1T7Ixwvuws79ovZxaE43dUPjSUDVTt2q7VOxV5xsyaTW5gQ8Hnb4uKvrTIkMPF1/Eagd5/SS/hL72bTYmx2EYAu1Clib0lYAFzhWS6C1LsC/lq5aCcL9wlJ2C3S4ju4O+iTH8pOrfe+ORlfjrJ164D8z3gHHvZ3FfngE3AeitQorLJWaZROQ2jZwrzN12DlbflNXOpznqmGvfSQ0mhKt3Iv0XTJI+NVm0J2Z116FggVems8tK5x7C9olvcrmlIB8B1YIZN/pAxJIBUzKbqYTzcvaWIBuBQ25x9/I4sNk/TFCv+HscgbyxTaS0QKj/Q8IQNgAjPRqFCodgrC2kVNwMJL7pwnMCPAow1AauOu6s1VaKJZTPLmLDnMiq3mFn6uUiU76JW0UNicyNMCKGB5UeSmXixlppb7pQ8gGfN529eooXb1t6xdhyU/5rWdoTtWY65rGKt1s+aU5RXyPv3782w1JxGvZJHwdsgMpWFPwYqi9nDZ/tlKZBLbE1+YcHDQtxloOGNpWkNtXh1svv85j0pqw1MLJOPlkYOAZP14utzeXe5wvBYHzqUwZag4m6vJAsANLchiF1DY9icI4ZHA9/rZU7OcgydBaKJMmtbZ+FIrVze/4tHQCRl8ovhPV2yFqHRmZOlLmmM937146PzeFgSP1yzfbbMSrSTB00Seu5W/ennaHdgntEhQhWNqHzWELMEQcsdt4Gm/5jzsLz4Zgd2R+n0EcVsCwAAmyZEIPM21dDWHF5NBW0vAY5RAhwnH/5NWaygZsLf3OZVmkow1pAV19FZmej3GVfNecPe07oz85AqG+QoTLlh4FJsjq1BqK1gx5e1SJQfj7l4TPPiIwzdYFXNmFzdwv1QIwzQuOGl4eBVV85L/cCrZJUvV8Rxz6h60h0R0ybVp5pvtZp1jISZmK69p7DpeXqmWRvDaGsof3zHNDXBXtKdiAfQRdywT8VdE2uajnGWrFVxfRjvDGg48qdo7YYsjkbDrHakt/n7B4ukTYbbDHFCNSG/zJLo4aiaUVGgsl10yyM5qj9NaikksCMgXH/faTfR+OyE4vYSx5ZYL3ZcZxzRs1uaIrvGsce6D5JamgvQAtLfh0kGJoN8gODRWjXt6VFr/owZk58orhckDRMmkpa19cv3IFdX6hG4QSV+IRQdAmgSWA97Wmf6FwWEhtCzU5K7+1SI2D30y2mBLgUcpWUZb3POEwfw8PoByDwXhWo0VZIxssWZPCuHdcoE4hMsinyEpeDJrcQ==