创世魂 发表于 2021-2-5 11:05:04

【解决方案】安卓全局使用一个变量对象操作数-据

本帖最后由 创世魂 于 2023-12-1 20:15 编辑



火山安卓全局使用一个对象操作**,本例程演示了全局使用一个HP客户Duan,照葫芦画瓢,什么Mysql**之类的东西,都可以采取类似方法。



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相关链接:火山无名模块:http://m.vowm.cn/火山免安装整合包下载:http://m.vowm.cn/xiazai.html火山安卓百集问道基础教程地址:https://www.bilibili.com/video/BV18a411c7SC?from=search&seid=351947916778015965
火山安卓无名模块,最好用的火山模块:http://bbs.voldp.com/forum.php?mod=viewthread&tid=3403&extra=page%3D1无名模块所有例子都在这里:http://bbs.voldp.com/forum.php?mod=viewthread&tid=4289

交流群:

火山交流群①:641526939 https://pub.idqqimg.com/wpa/images/group.png

火山交流群②:791290038 https://pub.idqqimg.com/wpa/images/group.png




zqiz 发表于 2021-2-5 18:11:51

全局使用一个HP客户Duan

szk820628 发表于 2021-2-5 18:57:30

新课程啊,谢谢

fsxq 发表于 2021-2-5 19:44:25

安卓全局使用一个对象操作

zqiz 发表于 2021-2-5 20:45:47

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

zqiz 发表于 2021-2-5 20:47:49

@创世魂 :不用写@全局类 真?

精易大学士 发表于 2021-2-10 15:25:46

学习,学习,继续学习。

阿丘 发表于 2021-2-10 16:25:23


全局使用一个HP客户Duan

大山火娃 发表于 2021-2-12 16:54:02

全局使用一个HP客户Duan

Ken 发表于 2021-2-12 21:00:33

支持~~~顶
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查看完整版本: 【解决方案】安卓全局使用一个变量对象操作数-据