wuxinyu 发表于 2015-4-7 16:17:37

Birt鼠标悬浮高亮事件问题

本帖最后由 wuxinyu 于 2015-4-7 16:19 编辑

@呼唤,鼠标悬浮高亮显示好像有点问题
报表设计
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
效果图:
data:image/png;base64,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这是第一页,没有问题,
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第二页鼠标悬浮事件失效了(我截图的时候,鼠标指针被隐藏了)
在切回第一页,也失效了!
研究了一下,没有思路啊。。。。。

wuxinyu 发表于 2015-4-7 16:33:01

晕了,只是在firefix里面存在这个问题,IE没有问题,搞了半天居然是浏览器的问题

xuediao518 发表于 2015-6-6 11:00:59

亲好呀,那个鼠标悬停高亮 怎么写呢?我也想玩玩!:)
页: [1]
查看完整版本: Birt鼠标悬浮高亮事件问题