求助idle怎么导入request和bs4
在终端里使用pip 去下request和bs4，成功了然而……data:image/png;base64,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
求助各位大佬QAQ
你的电脑里是不是有两个 Python ？如果是，将其中一个删除。 zltzlt 发表于 2020-4-17 13:14
你的电脑里是不是有两个 Python ？如果是，将其中一个删除。
我是下了Python3.8 和pycharm 还有Anaconda3 然而怎么样？？？
有截图吗？？？ E7evenKim 发表于 2020-4-17 13:46
我是下了Python3.8 和pycharm 还有Anaconda3
编辑器没事，他的意思是多个版本的python，比如3.3和2.7，可能会导致未知问题 老八秘制 发表于 2020-4-17 16:12
然而怎么样？？？
有截图吗？？？
截图被吞了…… E7evenKim 发表于 2020-4-17 16:46
截图被吞了……
那你回复里面发一下 老八秘制 发表于 2020-4-17 16:13
编辑器没事，他的意思是多个版本的python，比如3.3和2.7，可能会导致未知问题
我复查了一下 我自己下了Python3.8 但是anaconda里自带的是Python3.7 E7evenKim 发表于 2020-4-17 16:47
我复查了一下 我自己下了Python3.8 但是anaconda里自带的是Python3.7
和anaconda没关系吧，我pycharm不是3.8的也没事啊 老八秘制 发表于 2020-4-17 16:47
和anaconda没关系吧，我pycharm不是3.8的也没事啊
emmmm 我看了一下我pip install requests 和 pip install bs4 都下在了Python3.7里面了 但是我idle用的是Python3.8的 估计是这个原因 E7evenKim 发表于 2020-4-17 17:12
emmmm 我看了一下我pip install requests 和 pip install bs4 都下在了Python3.7里面了 但是我idle用的是 ...
你下载到那个文件夹了？你python的路径是多少？
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