Su. 发表于 2022-5-12 20:37:33

哥哥们我又来了,help!!!

本帖最后由 Su. 于 2022-5-12 20:52 编辑

如何让一个脚本中的内容,分别应用在两个网页呢?呃,表达可能有点问题,就是,我想针对两个网页写两个功能,在一个脚本里,但是我想让他们不会串台,应该,表达清楚了吧,了,吧。。。


就是,我想在!(data/attachment/forum/202205/12/205133j7ve7y533kp8c6b7.png)这两个看视频的网页中只执行看视频的代码,在登录页面只执行登录的代码

Su. 发表于 2022-5-12 20:38:33

就是说,我想让一个脚本,在登陆页面执行登录的方法,在刷课页面执行刷课的方法,应该怎么实现代码呢?哥哥们

15533829110 发表于 2022-5-12 20:43:46

一个 *就解决了

Su. 发表于 2022-5-12 20:46:02

15533829110 发表于 2022-5-12 20:43
一个 *就解决了

哥哥讲的我没明白,怎么搞啊,我初学的

wwwwwllllk 发表于 2022-5-12 20:57:46

要想不报错就加if判断

Su. 发表于 2022-5-12 20:58:46

wwwwwllllk 发表于 2022-5-12 20:57
要想不报错就加if判断

if url跟目的网页作比较吗?

wwwwwllllk 发表于 2022-5-12 21:21:34

Su. 发表于 2022-5-12 20:58
if url跟目的网页作比较吗?

可以直接拿到url地址判断

Su. 发表于 2022-5-12 21:26:28

wwwwwllllk 发表于 2022-5-12 21:21
可以直接拿到url地址判断

好的,我去试试,谢谢哥哥

Ne-21 发表于 2022-5-12 22:07:56

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

通过判断pathname,来区别同一域名下的不同路径
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

李恒道 发表于 2022-5-12 22:10:47

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