最近发现了一个叫做pngquant的工具,可以有效的压缩资源文件中的png文件,从而减小发布的apk的大小。我发现这个工具有两个特点:

1. 真无损,压缩后重新运行了我的app发现是没有任何区别的

2. 使用简便,一个命令行即可

3. 对于.9图片也可以照样压缩切不报错

具体对于这个工具的介绍就不多说了,应该是用了某种比较好的算法来实现无损压缩或者最大限度的达到同样的效果,具体可以参考官网:

https://pngquant.org/http://i.cnblogs.com/EditPosts.aspx?opt=1

这里简单介绍下windows上的使用方法,命令很简单

.\pngquant  --force --ext .png .\drawable-xxhdpi\*.png

首先进入官网下载windows使用的版本

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" 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解压缩后进入该目录,并且将你需要压缩的drawable文件夹拷贝到同目录里面

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" alt="" />

进入控制台到该目录下执行上述命令即可,这里解释下其中几个参数:

--ext .png
这个是因为默认它会将解压缩后的Png文件重命名加后缀,这个参数即将重命名后加了一个空的字符的后缀,即等于不重命名了
--force
不重命名后等于要覆盖原来的文件了,这里即强制覆盖原来的文件

这是压缩前的四个目录的资源文件大小:

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" 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这是压缩后的四个目录的资源文件大小:

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" alt="" />

减少了1.29MB,减少了原来的约25%,效果还是比较明显的。

推荐使用!

												

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