android jnl的mk文件,【转】Android 布局学习之——LinearLayout属性baselineAligned的作用及baseline... - Go语言中文社区

android jnl的mk文件,【转】Android 布局学习之——LinearLayout属性baselineAligned的作用及baseline...


相信大家对LinearLayout已经相当熟悉,但你们是否了解它的属性baselineAligned呢?

Android官方文档是这么描述的:

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" alt="" />

那到底这个属性是做什么用的呢?

baselineAligned:基准线对齐。

首先要解释什么是基准线,这个在中文中不常见,但在以字母为书写语言的其他国家非常常见。

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" 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如上图所示,红线就是基线(baseline),是不是很熟悉,这不就是我们经常写英文的四条线中的第三条吗。

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  • 发表于 2021-12-12 03:12:28
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