闵行的实验西今年中考成绩怎么样?
有知道的嘛?还没有看到贴喜报。
今年是不是没有区招生了,
所以成绩没有那么好了?
我记得一直说是闵行公办的第一。 路还很远 发表于 2023-08-09 16:03
今年是不是没有区招生了,
所以成绩没有那么好了?
我记得一直说是闵行公办的第一。
今年应该是末代区招班
今年这形势和去年比肯定数据上不如的,不过也不至于太差。听说哦,绕了好几道弯的那种,说是最高分725,有近40个700+。 aminimini 发表于 2023-08-09 18:05
今年这形势和去年比肯定数据上不如的,不过也不至于太差。听说哦,绕了好几道弯的那种,说是最高分725,有近40个700+。
我听说是39个700+,最高分725去了交附 路还很远 发表于 2023-08-09 16:03
今年是不是没有区招生了,
所以成绩没有那么好了?
我记得一直说是闵行公办的第一。
瞎排,闵行公办初中第一华二,第二交附,第三鑫都,第四莘松,第五晶城。 风之旅人 发表于 2023-08-09 20:00
瞎排,闵行公办初中第一华二,第二交附,第三鑫都,第四莘松,第五晶城。
你这才是瞎排,每年都有公开成绩的,平均分公办连续三年第一,这个是公开秀出来的。 aminimini 发表于 2023-08-09 18:05
今年这形势和去年比肯定数据上不如的,不过也不至于太差。听说哦,绕了好几道弯的那种,说是最高分725,有近40个700+。
去年好像是80多个吧,今年少这么多? 本帖最后由 toair 于 2023-8-11 10:33 编辑
给三个可以稍微肉眼量化的指标,接受不接受看个人情绪了
1.公办初中地段班: 闵行区地段班教学质量排名 (2022+2023年,连续两年闵行到校指标平均分排名)
2022年闵行公办初中TOP3: 上实西明星交2
2023年闵行公办初中TOP3:华2颛桥交2
http://www.qianfanedu.cn/thread-333280-1-1.html
2.公办初中顶尖班: 闵行区顶尖预录取+区招 名额排名
2022年闵行公办初中TOP3: 华2 交2 晶城/上实西
http://www.qianfanedu.cn/thread-333280-1-1.html
3. 新政后闵行区统考:去年2022年 (摇号后,闵行初中期末统考成绩民办和公办混合排名)
闵行公办初中TOP3:上实西 交2华2
http://www.qianfanedu.cn/thread-333292-1-1.html
今年上实西名额到校均分排名低和年级前三720+,715+都有到校名额却都到区走掉有没有关系,最终这三个最高分没有计入到校均分,三个到校名额跳过区招班不享受到校名额的710+和700+,给了分更低的同学,造成学校到校均分下降。 zft16 发表于 2023-08-09 22:29
去年好像是80多个吧,今年少这么多?
看看其他学校的数据呗https://app.qianfanedu.cn/public/emotion/face_007.png zft16 发表于 2023-08-09 22:29
去年好像是80多个吧,今年少这么多?
卷子难度不一样啊https://app.qianfanedu.cn/public/emotion/face_020.png你看看四校都降了十几分 阳阳2008 发表于 2023-08-10 06:34
今年上实西名额到校均分排名低和年级前三720+,715+都有到校名额却都到区走掉有没有关系,最终这三个最高分没有计入到校均分,三个到校名额跳过区招班不享受到校名额的710+和700+,给了分更低的同学,造成学校到校均分下降。
应该看看八大以上一共多少人,市重点以上一共多少人这样的数据 今年均分都下降了十几分,但应该不影响均分排名 所有学校都下降了 今年这形势,我盲猜实验西市重和区重率相比去年都要下降10个点。 aminimini 发表于 2023-08-10 08:48
今年这形势,我盲猜实验西市重和区重率相比去年都要下降10个点。
去年市重率和区重率是多少? 阳阳2008 发表于 2023-08-10 09:13
去年市重率和区重率是多少?
去年市重率41.2%,区重达线率76.1%。 风之旅人 发表于 2023-8-9 20:00
瞎排,闵行公办初中第一华二,第二交附,第三鑫都,第四莘松,第五晶城。
你这个肯定不是前几年的。 zft16 发表于 2023-8-9 22:29
去年好像是80多个吧,今年少这么多?
今年难呀,感觉有40左右的700+,
算是不错了。 toair 发表于 2023-8-9 23:33
给三个可以稍微肉眼量化的指标,接受不接受看个人情绪了
今年颛桥是王炸啊。 阳阳2008 发表于 2023-8-10 06:34
今年上实西名额到校均分排名低和年级前三720+,715+都有到校名额却都到区走掉有没有关系,最终这三个最高分 ...
是的,区招班是不享受名额到校的,
关键名额到区的数据我们看不到学生的分配,
应该跟这个有很大关系。 aminimini 发表于 2023-8-10 09:20
去年市重率41.2%,区重达线率76.1%。
这个是达标分数计算出来的吧。
并不是实际录取的。
不过,感觉比原来有所下降,
我记得之前的区重好像都80%+的,
每年都是以田园的录取分数线为基准,
公布的区重达线率。 路还很远 发表于 2023-8-10 09:51
今年颛桥是王炸啊。
怎么讲? 紫薯布丁 小石头呀 发表于 2023-8-10 09:57
怎么讲? 紫薯布丁
名额到校的分数很高。
名额到校在一定程度上反应了学校的水平。 路还很远 发表于 2023-08-10 09:55
这个是达标分数计算出来的吧。
并不是实际录取的。
不过,感觉比原来有所下降,
我记得之前的区重好像都80%+的,
每年都是以田园的录取分数线为基准,
公布的区重达线率。
去年市重是实际录取率,区重是达线,实际录取率会下降些。以前以田园为基准的区重达线率也差不多都是百分之七十多。 aminimini 发表于 2023-8-9 18:05
今年这形势和去年比肯定数据上不如的,不过也不至于太差。听说哦,绕了好几道弯的那种,说是最高分725,有 ...
饶了好几个弯是什么意思啊,能解释下吗? gferryman 发表于 2023-08-10 10:14
饶了好几个弯是什么意思啊,能解释下吗?
口口相传呗 阳阳2008 发表于 2023-8-9 18:43
我听说是39个700+,最高分725去了交附
这个是对的,侄子702.5,名额到校进了七宝 zft16 发表于 2023-8-9 22:28
你这才是瞎排,每年都有公开成绩的,平均分公办连续三年第一,这个是公开秀出来的。
是啊, 我已经说瞎排了, 指的就是我这个是乱排的。 路还很远 发表于 2023-08-10 09:51
今年颛桥是王炸啊。
颛桥什么情况? 珏1983 发表于 2023-08-10 14:14
颛桥什么情况?
以前就是菜中,后来据说弄了重点班叫上宝班,不清楚是不是上宝那里的师资?如果能进这好班的话也是不错的,不过听说头重脚轻,其他班级还是老样子。 说700分以上39个,我还真不信。 大家看一下到校名额分分数线。
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**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**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**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**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**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**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**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**TllqNHDLVj2POWAYks**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**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**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**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**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**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**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**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**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
tim_xiao21 发表于 2023-08-10 15:27
说700分以上39个,我还真不信。 大家看一下到校名额分分数线。
哎,说明你对实验西一无所知啊。 tim_xiao21 发表于 2023-8-10 15:27
说700分以上39个,我还真不信。 大家看一下到校名额分分数线。
根据此表,700+按照最乐观估计(七宝5+紫竹2+交闵2+上师分1+闵行中学1 =11人)那么到区和自招700+近30人? 今年到校二个志愿,那么表中680以上的人滑档的人极少(10人以内),也就是全校除自招和到区外680人以上的人才30来人。如果按照最乐观估计,这30多人有11人超过700分;也就是说680-700分到全校只有20多人。1,那么假设700分以上39人2,680-700分20多人觉得这个成绩分布合理吗?
tim_xiao21 发表于 2023-8-10 15:40
根据此表,700+按照最乐观估计(七宝5+紫竹2+交闵2+上师分1+闵行中学1 =11人)那么到区和自招700+近30人 ...
你确实对上实西不太了解…… 本帖最后由 阳阳2008 于 2023-8-10 16:08 编辑
tim_xiao21 发表于 2023-08-10 15:40
根据此表,700+按照最乐观估计(七宝5+紫竹2+交闵2+上师分1+闵行中学1 =11人)那么到区和自招700+近30人? 今年到校二个志愿,那么表中680以上的人滑档的人极少(10人以内),也就是全校除自招和到区外680人以上的人才30来人。如果按照最乐观估计,这30多人有11人超过700分;也就是说680-700分到全校只有20多人。1,那么假设700分以上39人2, 680-700分20多人觉得这个成绩分布合理吗?
这个统计完全不对 西校今年进七宝的有19人,其中包括了到校名额8人,其余11人是到区和平行志愿进的 waspjia 发表于 2023-8-10 15:47
你确实对上实西不太了解……
数据说话,你了解上数据,不要传说。 事实是到校数据有点惨 tim_xiao21 发表于 2023-08-10 15:40
根据此表,700+按照最乐观估计(七宝5+紫竹2+交闵2+上师分1+闵行中学1 =11人)那么到区和自招700+近30人? 今年到校二个志愿,那么表中680以上的人滑档的人极少(10人以内),也就是全校除自招和到区外680人以上的人才30来人。如果按照最乐观估计,这30多人有11人超过700分;也就是说680-700分到全校只有20多人。1,那么假设700分以上39人2, 680-700分20多人觉得这个成绩分布合理吗?
你以为我在杠你吗?我只是说实情。就算以前黑实验西的人都不会像你一样质疑这个问题。。。 阳阳2008 发表于 2023-08-10 15:50
西校今年进七宝的有19人,其中包括了到校名额8人,其余11人是到区和平行志愿进的
这还没包括到区走掉的,我所知有708.5到区去延安的,有716.5到区志在交闵的,有725到区进交附的,有716到区进上中的。我知道的有四位,欢迎补充。 本帖最后由 阳阳2008 于 2023-8-10 16:01 编辑
aminimini 发表于 2023-08-10 15:53
你以为我在杠你吗?我只是说实情。就算以前黑实验西的人都不会像你一样质疑这个问题。。。
一激动回复错人了 tim_xiao21 发表于 2023-08-10 15:52
数据说话,你了解上数据,不要传说。 事实是到校数据有点惨
今年实验西校中考成绩年级前四都有到校名额,但是都到区走掉了,他们的分数分别是725交附,716.5交闵,716上中,716七宝,4个到校名额顺延给了分数低的同学 阳阳2008 发表于 2023-8-10 16:02
今年实验西校中考成绩年级前四都有到校名额,但是都到区走掉了,他们的分数分别是725交附,716.5交闵,71 ...
我这是想用数据理性分析,也欢迎质疑我的分析方法和用例子反驳。
我相信你举出的四个例子,这是合理的讨论方式;而不是像某些人一样故作高深装内幕达人。
即使这样,那么还有近30个700+的例子需要佐证;
因为按照今年的录取方式,那么这30人基本上要在到区自招产生,西校平行志愿进三宝的应该极少(因为西校的闵行三宝到校分数都低于690,意味着放弃到校)
那么这30人基本是到区四校以及分校,少量八大。如果能举出大部分这部分数据,那就打消大家的质疑
另外一点,西校675-700分的分布人数根据图表能看出大致情况。这也是我觉得如果700分以上39人,而680-700 30人以下这样畸形的分数分布是不合理的
因为西校有区招班,这些人是没有名额到校,只能自招,到区和平行志愿 要死了,你的数据都是假大空啊,你连实验西这一届有区招生都不知道,而区招生是没有名额到校资格的。所以很多高分学生成绩不计入到校数据里的啊,你连这最基本的信息都没掌握,所以我说你对实验西一无所知,就在那管中窥豹的摆弄些自以为是的数据。。。 tim_xiao21 发表于 2023-08-10 16:32
我这是想用数据理性分析,也欢迎质疑我的分析方法和用例子反驳。
我相信你举出的四个例子,这是合理的讨论方式;而不是像某些人一样故作高深装内幕达人。
即使这样,那么还有近30个700+的例子需要佐证;
因为按照今年的录取方式,那么这30人基本上要在到区自招产生,西校平行志愿进三宝的应该极少(因为西校的闵行三宝到校分数都低于690,意味着放弃到校)
那么这30人基本是到区四校以及分校,少量八大。如果能举出大部分这部分数据,那就打消大家的质疑
另外一点,西校675-700分的分布人数根据图表能看出大致情况。这也是我觉得如果700分以上39人,而680-700 30人以下这样畸形的分数分布是不合理的
西校四个区招班有大约100多个区招班学生是没有名额到校资格的 aminimini 发表于 2023-08-10 16:48
要死了,你的数据都是假大空啊,你连实验西这一届有区招生都不知道,而区招生是没有名额到校资格的。所以很多高分学生成绩不计入到校数据里的啊,你连这最基本的信息都没掌握,所以我说你对实验西一无所知,就在那管中窥豹的摆弄些自以为是的数据。。。
我以为他知道,闹了半天这都不知道,来统计什么啊 又有消息说是新六学生家长会上透露有45个700+,不知真假。 据传西校今年是尾巴大