Android—ListView条目背景为图片时,条目间距问题解决_移动开发_编程开发_程序员俱乐部

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Android—ListView条目背景为图片时,条目间距问题解决

 2016/5/27 5:30:52  奋斗者—cyf  程序员俱乐部  我要评论(0)
  • 摘要:ListView是android开发中使用最普遍的控件了,可有的listView条目的内容颇为丰富,甚至为了美观,背景用指定图片,如下图:或许有人说了,很简单啊就是布局复杂了一些嘛,再把北京换一下不就OK了么?这个思路的确是对得,但是运行结果会是这样的状态:于是就开始各种调margin啊padding啊,,,但是结果发现俩item根本不变样啊~~~~~~大家可以换一个思路:listView的分割线是可以调节的:android:divider="#00000000"-------这样
  • 标签:android 解决 view list 问题解决 图片 问题

ListView是android开发中使用最普遍的控件了,可有的listView条目的内容颇为丰富,甚至为了美观,背景用指定图片,如下图:

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" alt="" />

或许有人说了,很简单啊就是布局复杂了一些嘛,再把北京换一下不就OK了么?

这个思路的确是对得,但是运行结果会是这样的状态:

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" alt="" />

于是就开始各种调margin啊 padding啊,,,但是结果发现俩item根本不变样啊~~~~~~

大家可以换一个思路:listView的分割线是可以调节的:

android:divider="#00000000"-------这样,分割线就透明了

android:dividerHeight="8dp"--------这样,就有了8dp透明的分割线,,就不信那两个条目还要连在一起!!!!!!!!

 

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