一粒砂 发表于 2025-5-11 23:48

量价配合良好突破过峰002809红墙股份

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

一粒砂 发表于 2025-5-14 23:01

baixiong888888 发表于 2025-5-14 14:55
还是没有找到呢

在签到排行榜旁边有个积分,点开就能看到你的学分

一粒砂 发表于 2025-5-12 13:10

baixiong888888 发表于 2025-5-12 09:36
这分扣了哪里看呢?

在积分里看,有个学分选项

baixiong888888 发表于 2025-5-14 14:55

一粒砂 发表于 2025-5-12 13:10
在积分里看,有个学分选项

还是没有找到呢

xuyu 发表于 2025-5-12 00:38

好好学习

泉府上士 发表于 2025-5-12 05:16

谢谢分享,学习了。

大老郭 发表于 2025-5-12 08:58

好好学习天天向上

一剑飘尘 发表于 2025-5-12 09:01

谢谢分享,学习了。

矫健之兔 发表于 2025-5-12 09:03

好好学习 天天向涨

咖啡猫 发表于 2025-5-12 09:06

怎么点不开?

774796946 发表于 2025-5-12 09:19

好好学习天天向上

baixiong888888 发表于 2025-5-12 09:36

这分扣了哪里看呢?

gyssmao 发表于 2025-5-12 10:34

好好学习天天向上

970619LYG 发表于 2025-5-12 10:47

好好学习天天向上

970619LYG 发表于 2025-5-12 11:04

好好学习天天向上

ufiRVX 发表于 2025-5-12 13:44

好好学习天天向上

矫健之兔 发表于 2025-5-12 13:47

好好学习天天向上
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