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JJJJ(uid:73243)
职业资格认证:尚未取得认证
  • 这是我写的js,大家看看有什么问题,还有一张是google调试的样子,变量也都有
  • 同一个模版在本地和远程服务器上显示出来的数据不一样,数据库也是一样的
  • 刚开始连接不上后,在网上下了一个DB2 9.7版本的驱动程序,但是再次尝试连接后出现这种错误: Cannot create PoolableConnectionFactory (DB2 SQL Error: SQLCODE=-551, SQLSTATE=42501, 想请问是什么原因造成的???
  • 怎么让这些数据出现在一张饼图上,饼图里展示的应该是各个班级总平均分所占的百分比
  • 同样的Sql语句在8.0中可以实现,在6.5中显示错误,所以我对6.5里的语句进行了修改但还是错的
  • 同样的sql语句,在6.5里显示错误,在8.0里可以查询出来45769
  • 怎么把4个班级的各科成绩汇总表分开显示,我现在做出来的是在一张表里的
  • 表中有班级,学号,姓名,科目和成绩,现在要做一个包括班级和总平均分的数据集,但是我做的就一个年级出来了
  • 本帖最后由 JJJJ 于 2016-9-24 13:18 编辑 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都是200,但是有一个不显示出来 data:image/png;base64,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这种就有

9

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