the zipalign tool was not found in the sdk
来源:互联网 发布:5g网络华为和高通 编辑:程序博客网 时间:2024/05/17 00:19
the zipalign tool was not found in the sdk问题的解决
1.更新sdk(尝试无效)
2.复制zipalign到sdk/tools下(尝试无效)
3.使用Eclipse未签名工具导出apk,然后在命令行进行签名和使用zipalign.exe对apk进行优化
cd C:\Program Files\Java\jdk1.7.0_79\bin
c:jarsigner -verbose -keystore hbtxapp.keystore -signedjar -hytx38.apk hytx38.apk hbtx
cd D:\tools\android-sdk-1017\tools
d:
zipalign -f -v 4 -hytx38.apk -hytx38s.apk
辅助链接:
http://jingyan.baidu.com/article/3c48dd3491d91fe10be358f4.html
http://blog.csdn.net/welovesunflower/article/details/39080149
http://blog.csdn.net/gaojinshan/article/details/45056745
0 0
- the zipalign tool was not found in the sdk
- the zipalign tool was not found in the sdk
- the zipalign tool was not found in the sdk
- the zipalign tool was not found in the sdk
- the zipalign tool was not found in the sdk
- the zipalign tool was not found in the sdk
- 更新SDK后,打包APK时报 the zipalign tool was not found in the sdk
- 安卓 the zipalign tool was not found in the sdk
- eclipse打包apk时提示the zipalign tool was not found in the sdk解决方法
- python2.7 was not found in the registry
- node.js was not found in the default path
- opencv was not found in the pkg-config search path
- An SDK corresponding to WDK version '8.1' was not found. Please install the SDK before building.
- xxxx.accessor: The reference to 'xxxx' was not found in the list of this projects references
- "The object cannot be deleted because it was not found in the ObjectStateManager."
- "The string '__checksum' was not found in the string table"解决办法
- DB2 注册 错误提示 LIC1450I The product licensed was not found in the DB2 copy
- The specified datastore driver ("com.mysql.jdbc.Driver") was not found in the CLASSPATH
- 解决Scrapy性能问题——案例五(Item并发太多导致溢出)
- Fragment
- 设置PL/SQL连接参数,连接Oracle EBS数据库
- Java线程面试题 Top 50
- c语言编写的cgi程序实现登陆模块
- the zipalign tool was not found in the sdk
- GetWindowRect和GetClientRect
- 六步实现Rest风格的API
- Android 仿qq消息 可拖动回弹的泡泡
- Nodejs初阶之express
- VC++6.0环境下sqlite数据库编程入门
- Oracle 用户管理与权限分配
- 面试之路(7)-BAT面试题之计算机的三大原则
- 与栈结合的二叉树遍历(c语言)