最近几年上中数学省队的升学情况
（数据都是从网上收集，如果有缺失错误请告知）可以看出上中数学似乎也有大小年的说法，20/22的要相对较强，19/21的似乎算是低谷。
本帖最后由 明天会更好123 于 2024-7-11 08:53 编辑
data:image/png;base64,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**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**LJteK5S+NTUx+u9PPxusvllK/4itvknZtbI89s7dwyO2XJxbO572SbX73aqnp+6S+dS4YRiuolPy/m++ogXq56XTl+S+cSYISicsk7o7fD018eybnlULHk/MHYK7T4kt1lMLnkfIPpHnXjLfOKvzaWuywmlnzS4yXq3vS3s839/S1/jM9dBhNLPiweoQ52+/mjW1l2s3zVLueWWeVXfM5dOr5k1w6+ZNcOvmTXDr5k1w6+ZNcOvmTXDr5k1w6+ZNcOvmTXDr5k1w6+ZLeQP17vdP7+M7v8+86WXVgGvmS3iIPO9c/31juPw8X8444v2V1S+fo//Ds/HnSu/O6qL9ldTifvFdvdDEs+ftn/xpfsLjW7Ze77kt0ld1CcJ/uS3SU3uMvCl+wus08H91j4kt3llX98hXuTfcnuEsvXr3zBRV+yu7xOrl/52V70ut//897Dq3f2/kCSnC/ZLeCgg8f9/mZxwe6PWwK+ZNcOvmTXDr5k1w6+ZNcOvmTXDr5k1w6+ZNcOvmTXDr5k1w6+ZNcOq7jk8vtrP7va6Vz/U3HRXXqrt+TBPwne7NzZ270+8q1d7jJbuSUP/kmwfUti+U/S3GW3ckse/JPgA7s1/tRvlNthFc+TWbL9s8rP+NeV7pJb3SXn61d+trf7/eJbbd1c/rYaaWKru+R+/qNO58o//+mqL3leLFeRJrbCSzacLrs5sFxFmtjKL/nT7/yVS24WlqtIE6tY8otelt14Ei8dh0s3vy7e2Sa25G+K04qT9/6peJ+bA8tVpIlNLvkw6+3tb8TXXT+5dnPvWe/9bwlaovwnwcVXfA+/6zfJ82O5ijSxiSXnG+vv+HFn7WW/f9T9hKQlBv8kOP/4aqdzxx+tnh/LVaSJTSz55Fqx3O31dyObdi5guYo0sVO+4ov7Pbl2N17cbtvphTsrlqtIEztlyYfhPJlb552KJX/pVhHLVaSNYYSiesnPszBiX7Ibx3IVaWMYoahc8k4ccliyn124USxXkSZWseT8wVpxb7J/xefGsVxFmtjkkvONeOdb1M574dyZsVxFmtjEkk96aw/3ozdhxG18ZMSdGctVpIlNLPkww25rH612Z8RyFWlilV/xOVeF5SrSxHzJbm4sV5Em5kt2c2O5ijQxX7KbG8tVpIn5kt3cWK4iTWy1lsyhV6RuBg6XIk3MlxyQuhk4XIo0MV9yQOpm4HAp0sR8yQGpm4HDpUgT8yUHpG4GDpciTcyXHJC6GThcijQxX3JA6mbgcCnSxHzJAambgcOlSBPzJQekbgYOlyJNzJcckLoZOFyKNDFfckDqZuBwKdLEfMkBqZuBw6VIE/MlB6RuBg6XIk3MlxyQuhk4XIo0MV9yQOpm4HAp0sR8yQGpm4HDpUgT8yUHpG4GDpciTcyXHJC6GThcijQxX3JA6mbgcCnSxHzJAambgcOlSBPzJQekbgYOlyJNzJcckLoZOFyKNDFfckDqZuBwKdLEfMkBqZuBw6VIE/MlB6RuBg6XIk3MlxyQuhk4XIo0MV9yQOpm4HAp0sR8yQGpm4HDpUgTu4gl/74zeK3+k/f+4d+5uAw49Ip0SfjhO5P6l5x/3Bn+VWzGF4heHhx6RboU/PCdUe1LPuhc+d3V8q/i4Mp3/a9iIX74zqr2JR+/7H9T/lWEC5v+V7EQP3xndRHnyeVfRb7+T33/q1iYH74zucglf/qdv/pfxeL88J3JBS75m6uPw9cs/lexKD98Z3JxS46fHP2v4gz88J3JxS350yu/2dvbW//gc14Fexlw6BXpkvDDdyaVS36eFa+6ftQtX/Z3MfZXsdlBvG1ZEhx6Rbok/PCdScWS8wcZS/5wz16KfSF/3nt49c7eH3jLPz0uyA/fGU0u+TBb2+0WSz58/9viPYuxG5Pyb8D/Khbkh++MJpf89qtwWmFLXn9XvKc9OPSK1M3A4VKkiVWeJ7PknZtbWXbjSfGuduDQK1I3A4dLkSY2dcnZ5levtuycuR049IrUzcDhUqSJTVvyq4P443bF2fKXlxSHXpG6GThcirQxjFBMW7LZWZu8R5Pf8tLh0CtSNwOHS5E2hhGKsy35suLQK1I3A4dLkSY2Zcn2Y77RonswOPSK1M3A4VKkiVUs+dX+o+7mfjhH3s429/e3Fn+Mb3lx6BWpm4HDpUgTq1jydvEYdbglzh/dyrKbT3l3G3DoFambgcOlSBOrPLtoLQ69InUzcLgUaWK+5IDUzcDhUqSJ+ZIDUjcDh0uRJuZLDkjdDBwuRZqYLzkgdTNwuBRpYjUvmesmCNOjjyJNjz6CMD36KNLEfMkBaXr0EYTp0UeRJuZLDkjTo48gTI8+ijQxX3JAmh59BGF69FGkifmSA9L06CMI06OPIk3MlxyQpkcfQZgefRRpYr7kgDQ9+gjC9OijSBPzJQekheHzcI88I3dT6CMI06OPIk3MlxyQBsPn4R57Ru6m0EcQpkcfRZqYLzkgHX0e7rFn5G4MfQRhevRRpIn5kgPS0efhHn1G7ubQRxCmRx9FmpgvOSAtDPfrS1b0UaSJ+ZID0oIv+XT0UaSJ+ZID0oIv+XT0UaSJ+ZID0oIv+XT0UaSJ+ZID0oIv+XT0UaSJ+ZID0oIv+XT0UaSJNb7k8pGzo+udzgd/Ki42hz6KNBg+D/f4M3I3hD6CMD36KNLEGl7y4JGzk/c++Hz3+nf+Wry3MfRRpMHwebjHn5G7IfQRhOnRR5Em1uySh4+cfXrliwSfv+mjSNOjjyBMjz6KNLFmlzx45Cxfj7d29mOD6KNI06OPIEyPPoo0scbPk23JJ+8VL2m02fDpBX0UaXr0EYTp0UeRJpZsyXaO4UseQx9BmB59FGlivuSAND36CML06KNIE/Ozi4A0PfoIwvToo0gTS7Rk/4qvEn0EYXr0UaSJJVqy3wtXiT6CMD36KNLEGl7y4JGzb64u5SMjidFHEKZHH0WaWMNLHj5ytpyPVidGH0FY+uxqp3O96SNXoI8iTazxs4uk6KNI06OPIMRm587e7vV4ctY4+ijSxHzJAWl69BGEZvQr5qbRR5Em5ksOSNOjjyA0B3ZrXHzF3DT6KNLEfMkBaXr0EYTmoPM4/u8z+1+z6KNIE/MlBxb+RzULm0EfQWjy9Ss/29v9fseXLHzJgYUsV1nYDPoIQuQ/6nSu/POfrvqSx/mSAwtZrrKwGfQRhGM4XW4WfRRpYr7kwEKWqyxsBn0E4Zimv/eqQB9Fmljlkp9n8bXX+/3jXpbd/Lq4OCeumyBMjz7KQparLGwGfQSh+aY4reA7sBpGH0WaWMWS8weZLfnk2s29Z733vy3eOx+umyBMjz7KQparLGwGfQShKb7ie/jdFDfJl23Jh9nabrdY8s7ay37/yC7PiesmCNOjj7KQ5SoLm0EfQYj846udzh1/tFpNLvntV6w331h/V/44L66bIEyPPspClqssbAZ9BGF69FGkiVWeJ9uST67djW9sL3J6wXUThOnRR1nIcpWFzaCPIEyPPoo0salLtnMMX3Jj6CMI06OPIk3sbEv+8jRcN0GYHn2UhSxXWdgM+gjC9OijSBvDCMXZzi74**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 高一拿国集
到底是上中教的好，还是上中挑的好 上中的能力体现在对没有拿国集的人高考成绩的提升
毕竟靠竞赛成绩升学的占不到搞竞赛的一半 ally 发表于 2024-07-11 10:59
高一拿国集
到底是上中教的好，还是上中挑的好
教的好。你以为初中生是在初中学？ 22年入学的两个国集（吴和余）今年是还要参赛吗？ 上中三个年级搞数学竞赛大概多少人？ ally 发表于 2024-7-11 10:59
高一拿国集
到底是上中教的好，还是上中挑的好
有没有挖墙脚的 省队大部分去了清北，少量复旦 省队基本都能去清北？
其他学科的呢？ 数学竞赛，上中确实厉害 只能说掐的一手好尖 懒洋洋886 发表于 2024-07-11 13:56
只能说掐的一手好尖
你觉得是掐尖只是你不在这个范围内，事实上这里大部分从初中甚至小学就跟着上中的小班上课了。 懒洋洋886 发表于 2024-7-11 13:56
只能说掐的一手好尖
有掐尖实力也是本事，就怕掐尖的资本都没有 2022年入学的前11名空着的几个请全部填清华 22年入学的阵容好强大， 意思是明年上中要爆发？ 2022年入学的上中物理竞赛也非常强 都是牛人！！ kaikle 发表于 2024-7-11 15:28
意思是明年上中要爆发？
2022年入学的已经有19个清北+2个复旦 懒洋洋886 发表于 2024-07-11 13:56
只能说掐的一手好尖
这就是实力 谢谢分享 怎么培养的啊 cwqwin 发表于 2024-7-11 14:15
2022年入学的前11名空着的几个请全部填清华
确认？？？ 那个说小学就跟着上中小班的。你是认真的嘛 杰瑞13 发表于 2024-7-12 09:06
那个说小学就跟着上中小班的。你是认真的嘛
这个说法肯定是夸张了，起码对于绝大多数人来说不是这样 明天会更好123 发表于 2024-07-12 09:11
这个说法肯定是夸张了，起码对于绝大多数人来说不是这样
明确告诉你，不可能的事。冯志刚的孙子都不可能。有些人用力过猛了。以想象为依据了。好笑 高中派数竞教练去初中，及小学和初中生进高中上小班，都己形成了体系。 杰瑞13 发表于 2024-07-12 10:54
明确告诉你，不可能的事。冯志刚的孙子都不可能。有些人用力过猛了。以想象为依据了。好笑
如果你参加过今年上中毕业典礼，你就会亲耳听到冯校自己说，当然你这种瞎吹的应该没资格参加。 Anderson 发表于 2024-07-18 11:20
如果你参加过今年上中毕业典礼，你就会亲耳听到冯校自己说，当然你这种瞎吹的应该没资格参加。
你是名单上的一员吗？这种下沉小学的教学，耸人听闻，有误导之嫌。我们是讨论，不必攻击。还有告诉你，我们已经毕业了。 杰瑞13 发表于 2024-07-18 12:26
你是名单上的一员吗？这种下沉小学的教学，耸人听闻，有误导之嫌。我们是讨论，不必攻击。还有告诉你，我们已经毕业了。
我只说实际，那天有参加上中毕业典礼的都能听到。没有说是普遍现象，只说有这种人。包括之前的言哥也是这个体系。 这些孩子都是从小扎堆一起在奥数圈学习的，确实是上海万里挑一的存在。但如果说要在小学阶段够得上，上中小班老师的青睐，这就过分了。像华育这种，初中才会挑数学小班的孩子送上中学习。实际上，数学另外的一种学习体系犹为重要，曹，周，陈等名师，如果没拜过师，大概率不可能获奖。那么学校又是什么？学校他是平台，有机会让这些孩子脱颖而出。学习氛围又是其他学校不具备的！这邓同学小学阶段就显露风芒了，拭目以待，终会成为领军人物！哈哈 很多人说上中或四校掐尖，为啥没人批评北大和清华甚至北清复交掐尖呢？
不理解 kaikle 发表于 2024-07-11 15:28
意思是明年上中要爆发？
25届的提前走了不少，20左右 admin 发表于 2024-08-02 15:09
很多人说上中或四校掐尖，为啥没人批评北大和清华甚至北清复交掐尖呢？
不理解
漂亮国更加掐尖厉害，全世界范围搞https://app.qianfanedu.cn/public/emotion/face_007.png 整天说四校掐尖的都是傻叉，你自己买菜还挑挑拣拣的，也没见你喊"用一桌烂菜做出出好饭才是本事" 小西西 发表于 2024-8-2 16:44
漂亮国更加掐尖厉害，全世界范围搞
漂亮国都是人才主动往那跑的啊 建平王 发表于 2024-08-03 11:40
漂亮国都是人才主动往那跑的啊
都叫掐尖，人家为了挽留人才提供各种福利待遇。这和国内高校许诺好班级好专业一样啊。没好处大家去挤好学校干嘛，还不如家门口上上。 小黑的麻麻 发表于 2024-08-03 10:30
整天说四校掐尖的都是傻叉，你自己买菜还挑挑拣拣的，也没见你喊"用一桌烂菜做出出好饭才是本事"
找工作的时候个个都羡慕别人单位高薪福利待遇好，没见几个人愿意主动去差的公司扶贫做贡献，把烂公司烂单位扶起来。成年人就这样，有嘴说别人趋利避害，轮到自己上社会比谁都现实。
页:
[1]