如何替换文本中的换行
如下字符如何替换掉换行，用文本替换( 本表单.test1 ,常量.换行符, "" )不行3号
广东111111111111
data:image/png;base64,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
data:image/png;base64,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
用文本替换可以实现
李根 发表于 2023-12-19 13:58
用文本替换可以实现
你是什么样的应用场景？需要\r和\n
页:
[1]