名额到区四校分数线比较,到崇明考的赚了
本帖最后由 jhwind 于 2023-7-23 16:46 编辑data:image/png;base64,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**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**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**G/MoIUmS2Gw2W/ud3roOMUqI398298afQ1hv+rQih55CfsRuxK133n66GJ1AZI99HutUVQ2sY1V6EiQlvyz2yyTmEQAstRUWURTd/5dKJciy7EsjwtPtdrfeey2Xy5BleaPzWdh8xPMjTr0bjUYoFAoYDAbQNA39fp/82ogl4tC50WgE0zQDnUpVVYVpmnt97lQW+2VS80gqUUKyLOP169cYDocwTRNv376lASoChmFAkiS8evXqqZtC**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**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**uKbl6IoyGazK/+u53no9/ubHXTKNJtNAMDt7W2wzfM8XFxc4PLyEtfX18F2wzBW7nt7e4s3b97g5uYGlmXN/ZuDwWBvrkzR9s2Lq7Axc39/D1mWJ/a9vLxEq9VaGpP0su1iHNw3Ufpl2PqmbfNckXjCAjwPRu/evVt7P03TZrZ9/PhxJhjn6XQ6ODs7W/t**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**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**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
今年的分数线果然比去年低了好多 恩,普遍下降,部分洼地也没想到啊 我看到四校区分数线都跌了15+,所以到区也没什么可怕的,大家以后放心填了冲四校:) WeiningCao2019 发表于 2023-7-23 17:26
我看到四校区分数线都跌了15+,所以到区也没什么可怕的,大家以后放心填了冲四校:)
那说不定明年一下子又要暴涨了 看来这次数学事故,对头部的学生影响也很大啊! 黄浦基本上所有四校分数线都远高于徐汇,头部学生水平这么高吗? pullugo 发表于 2023-07-23 17:35
看来这次数学事故,对头部的学生影响也很大啊!
嗯,中考数学22题的分值差不多就有8分。这题出得是有问题的。这考的就不是数学。 skozer1 发表于 2023-07-23 17:38
黄浦基本上所有四校分数线都远高于徐汇,头部学生水平这么高吗?
黄浦四校名额少,分自然就高了 奉贤685上中?我擦 到区都有偶然性,崇明你报华二的话不是一样挂的快啊 都说浦东不适合头部学生,这四校到区分数线并不高呀,一定要去录取分高的区去卷才好? 闵行还是卷王啊 请问今年到区的,是包括民办学校吗? sonicview 发表于 2023-7-23 19:06
请问今年到区的,是包括民办学校吗?
到区包括所有学校的 叫我御神 发表于 2023-7-23 18:38
闵行还是卷王啊
是的,闵行实在是太卷了:L skozer1 发表于 2023-07-23 17:38
黄浦基本上所有四校分数线都远高于徐汇,头部学生水平这么高吗?
四校给黄浦的名额太少了,徐汇名额是黄浦的好几倍 janefst9 发表于 2023-07-23 18:04
黄浦四校名额少,分自然就高了
不是按照区里的人数比例来的吗 skozer1 发表于 2023-7-23 19:36
不是按照区里的人数比例来的吗
肯定不是根据人数的比例来的,大概率是学校自己调配的 奉贤才是最划算的吧 普陀的上中,真的是普陀学霸们心中的痛啊! 为啥到区和到校分数线差这么多 还是要看的吧,本身人数也少 标题党,奉贤四校分数线全部低于崇明,金山总体也是比崇明低 崇明又不是最低的,也没赚吧 标题党,奉贤四校分数全部比崇明低,金山的总体来说也是低于崇明的 天外的天外 发表于 2023-7-23 21:19
普陀的上中,真的是普陀学霸们心中的痛啊!
填的人少了一些是吧 黄浦优势在哪里?有明白的指点一下,不止四校分数高,四分、市重、区重都分数高…… 一般不会为这个去崇明金山,奉贤青浦 甚至浦东倒是可以考虑 asrock1 发表于 2023-07-24 09:34
填的人少了一些是吧
到区才701.5,苍天啊 ,大地啊,心中的神殿 ,从来没有离得这么近过,却,错过啦! 崇明虽然分低,但是崇明四校到区全加一起才6个名额,你还觉得占优势吗?拼杀只会更加惨烈
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