korla 发表于 2023-5-29 00:08:51

python3的扩展库

想问一下这个beautifulsoup4库和bs4库有什么关系啊?
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

这个Required-by好像说明他俩之间有些关系,但我也只是猜测。
如果这两个库等价,那代码from bs4 import BeautifulSoup是不是也可以写成from beautifulsoup4 import BeautifulSoup
data:image/png;base64,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

suchocolate 发表于 2023-5-29 10:25:42

只是出于类名等习惯,在不同的地方叫法不同,实际是一个东西。就按照下面用就行。
安装:pip3 install beautifulsoup4
使用:from bs4 import BeautifulSoup

天地丶良心 发表于 2023-5-29 18:09:55

BeautifulSoup4和bs4是同一个库,只是命名不同。在安装时,使用pip install beautifulsoup4安装库,但是在引用时,需要使用from bs4 import BeautifulSoup。因此,这两个名称是等价的,都可以使用。 Required-by表示其他库或软件需要基于BeautifulSoup4 / bs4来运行。
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