陶陶儿 发表于 2019-5-7 10:14

2019上海985高校自招初审人数统计

本帖最后由 陶陶儿 于 2019-5-7 10:19 编辑

直接上图。

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

陶陶儿 发表于 2019-5-7 10:19

图无法显示?可是编辑页面能看到:L

陶陶儿 发表于 2019-5-7 10:20

顺位        高中学校        复旦        交大        同济        华师        合计
1        华二        20        22        5        10        57
2        上中        16        16        0        2        34
3        复附        11        6        2        3        22
4        交附        9        5        3        1        18
5        曹二        3        6        17        3        29
6        七宝        4        4        4        1        13
7        华二紫        1        4        2        0        7
8        上实        0        4        3        2        9
9        控江        1        2        1        2        6
10        大同        1        1        2        1        5
11        向明        0        0        14        2        16
12        晋元        0        0        15        0        15
13        嘉一        0        0        7        1        8
14        同二        0        0        7        0        7
15        曹杨        0        0        7        0        7
16        松二        0        0        3        4        7

陶陶儿 发表于 2019-5-7 10:22

数据均采集于网络,不保证完全准确。
排序按复交人数为先,同济次之,华师再次之。

咖啡猫12 发表于 2019-5-7 10:37

曹杨中学是什么中学?有7个拿省一的?

bluewhite 发表于 2019-5-7 10:46

为什么晋元、向明、曹杨等拿同济自招资格的这么多?

咖啡猫12 发表于 2019-5-7 11:05

bluewhite 发表于 2019-5-7 10:46
为什么晋元、向明、曹杨等拿同济自招资格的这么多?

是啊,晋元、向明、曹杨今年的省一很多?

陶陶儿 发表于 2019-5-7 11:20

是否和同济的苗圃计划有关?同济和一些高中有苗圃这种特殊自招计划关联的。

admin 发表于 2019-5-7 20:28

陶陶儿 发表于 2019-5-7 10:20
顺位        高中学校        复旦        交大        同济        华师        合计
1        华二        20        22        5        10        57
2        上中        16        16        0        2        34


华二的竞赛还是很强的

catnip 发表于 2019-5-7 21:29

陶陶儿 发表于 2019-5-7 11:20
是否和同济的苗圃计划有关?同济和一些高中有苗圃这种特殊自招计划关联的。

tj真是自甘堕落

laowang 发表于 2019-5-7 21:44

个人感觉,除非是拼清华北大,否则自招的性价比确实比较低

77m 发表于 2019-5-9 13:21

看看统计结果,了解一下
页: [1]
查看完整版本: 2019上海985高校自招初审人数统计