Rocket 发表于 2021-6-24 23:38

2021初升高自招预录取全名单

这个是用程度把数据下载回来再合并的,经过抽样核对还没发现错误。有兴趣做统计的或者想查查认识的小朋友去向的,可以下载来试试。

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**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**teBDce0WtZcwBecdxCmdV/S2+PE/pGmeCweb1xzOp+P9g51Tvok767BdWS5VhINzHS50ntQ43QZW69CWsdwL9iUy56tkvCSmEj8pzBbn0PxGsfeKQb7eung6wdfq9RzgEbpIRnMsgYdvyMgn9IjZk4LRfnRb29fgYEdJBsgAGdgjA945mMujrQifnom+30W7HdLXD0QOcldaf4AyU4T**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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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





XWF 发表于 2021-6-25 01:04

显示文件错误,打不开https://app.qianfanedu.cn/public/emotion/face_037.png

dddhhhyyy 发表于 2021-6-25 05:50

XWF 发表于 2021-06-25 01:04
显示文件错误,打不开

手机app不行,电脑端没问题

Rocket 发表于 2021-6-25 05:55

XWF 发表于 2021-06-25 01:04
显示文件错误,打不开

不让上传Excel格式文件,只能打包成ZIP,电脑端下载解压就行。

阿Q 发表于 2021-6-25 08:28

楼主有心了!

jimmy2006 发表于 2021-6-25 08:31

看看,学习一下

gisellez 发表于 2021-6-25 08:37

谢谢楼主:)

zssssjjjjjj 发表于 2021-6-25 08:57

:):@;P:loveliness::curse::L:o:(

bing121 发表于 2021-6-25 09:25

解压出错,紫薯

xldh02 发表于 2021-6-25 09:26

都是牛蛙,谢谢楼主

千帆家长 发表于 2021-6-25 10:11

感谢分享
进来仰望一下

admin 发表于 2021-6-25 10:34

XWF 发表于 2021-6-25 01:04
显示文件错误,打不开

因为对方上传的是zip包,所以你的手机得有能解压的软件,否则当然文件错误。

littlelittle 发表于 2021-6-25 10:38

感谢楼主分享。电脑可以打开的

luliw 发表于 2021-6-25 10:44

这个全的,谢谢

优雅人生 发表于 2021-6-25 14:48

看不到,谁能贴个表看看

攀登者 发表于 2021-6-25 16:33

上实东一对双胞胎都被华二录取了,幸福

kaikle 发表于 2021-6-26 00:13

攀登者 发表于 2021-6-25 16:33
上实东一对双胞胎都被华二录取了,幸福

这真的是基因了.

sunnybaby 发表于 2021-6-26 08:52

攀登者 发表于 2021-06-25 16:33
上实东一对双胞胎都被华二录取了,幸福

强大的基因,去年大西一对双胞胎被复附预录

violetyang 发表于 2021-6-26 09:44

全名单再多一个初中来源就更好了

minami810 发表于 2021-6-26 14:46

已经支付 一会电脑看一下 谢谢

ctgen11 发表于 2021-7-7 14:57

这个没办法知道来着哪个初中吧?

Rocket 发表于 2021-7-8 08:37

ctgen11 发表于 2021-07-07 14:57
这个没办法知道来着哪个初中吧?

你可以去G大@gniwzero 的公众号“G大成长论”看看,那边有几个区的初中的推优结果统计,后续不知道会不会有自荐生分析。
我这边因为资料缺乏,没办法跟初中对应起来。如果有姓名和初中对照表或报名号与初中对照表,可以试着做一个比较。欢迎能提供类似资料的朋友私信联系。

kaikle 发表于 2021-7-8 16:39

有学有数解密了一些, 但是他收费的

kaikle 发表于 2021-7-8 17:50

四校的初中生源, 基本已经解密了. 有学有数上有的. 但收费:Q

ymed 发表于 2021-8-25 10:53

本帖最后由 ymed 于 2021-8-25 11:00 编辑

看不到初中是什么学校

claypas 发表于 2022-2-26 19:45

谢谢楼主分享
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