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文本图片自适应高度小bug以及解决办法

发布时间:2016-05-11 22:00:14
自定义cell的文本图片自适应高度代码,如果存在自定义的cell赋值封装,就必须将自适应高度代码写在这个方法中 点击效果: 注:- (void)layoutSubviews 方法不能同时操作,否则会出现cell的高度错乱显示:点击: ...

自定义cell的文本图片自适应高度代码,如果存在自定义的cell赋值封装,就必须将自适应高度代码写在这个方法中

 文本图片自适应高度小bug以及解决办法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

 

注:- (void)layoutSubviews 方法不能同时操作,否则会出现cell的高度错乱

原标题:文本图片自适应高度小bug以及解决办法

关键词:图片

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