a2007sunqiang 发表于 2023-8-16 08:37:10

三个多月时间客观220,主观130的学习计划倒排表,供大家参考

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由于图片发不全,具体计划在评论区分批发

a2007sunqiang 发表于 2023-8-16 08:40:16

a2007sunqiang 发表于 2023-8-16 08:42:19

halocc 发表于 2023-8-16 11:30:31

8月到9月的呢

善良的朋友 发表于 2023-8-16 11:59:45

确实不错!

tongxj 发表于 2023-8-16 12:38:48

主观题延期几个月了?

Claud 发表于 2023-8-16 14:13:27

参考一下学习计划,谢谢!

a2007sunqiang 发表于 2023-8-16 17:38:50

halocc 发表于 2023-8-16 11:30
8月到9月的呢

复习完了,开始摸鱼了

a2007sunqiang 发表于 2023-8-16 17:40:02

tongxj 发表于 2023-8-16 12:38
主观题延期几个月了?

一直在摸鱼,反正延期了好多个月,每天就开车听录音,也没看书了。

a2007sunqiang 发表于 2023-8-16 17:42:41

综合回复一下,八月之后没有复习计划是因为已经复习完了,到了摸鱼时间,摸鱼的主要学习时间就每天开车的时候听一下录音。
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查看完整版本: 三个多月时间客观220,主观130的学习计划倒排表,供大家参考