neal123 发表于 2023-11-30 08:57

《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

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

fourier3 发表于 2023-11-30 10:46

《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

fourier3 发表于 2023-11-30 10:49

fourier3 发表于 2023-11-30 10:46
《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

gogog2 发表于 2023-11-30 11:03

A person who won't read has no advantage over one who can't read.

fourier6 发表于 2023-11-30 11:14

《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

fourier6 发表于 2023-11-30 11:15

fourier6 发表于 2023-11-30 11:14
《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

lulu3 发表于 2023-11-30 11:37

《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

lulu3 发表于 2023-11-30 11:38

lulu3 发表于 2023-11-30 11:37
《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

《穷查理宝典》漫画图解版 巴菲特 查理·芒格 财务自由 投资理财

qikan 发表于 2023-11-30 12:26

强烈支持楼主ing……

creazyl 发表于 2023-11-30 13:20

真是难得给力的帖子啊。
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