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珍惜1(uid:82958)
职业资格认证:尚未取得认证
  • FineReport定时调度推送,出现暂停还会继续推送的情况测试过1. 清空相关表,重新建立任务;2.删除MYSQL中frdb重复的小写表;3.更新jar包,并删除任务,清空相关表,重新建立任务没有任何效果,有什么解决的办法吗?有遇到过类似的情况吗?
  • 企业微信后台调用cpr,有cpr所在的URL链接,有采用这种做法的吗,具体是如何实现的 编辑于 2017-9-22 15:51
  • 有个报表是分页预览的,报表有个字段是超级链接到另一份填报报表(之间是left join 关联),如何实现在钻取的填报报表插入数据,在分页预览的报表可以查询得到插入的数据
  • 通过企业微信,调取cpr快照的url,进行推送,推送界面又如何设置不要单独的链接,单点登录问题又如何解决, 编辑于 2017-9-15 17:30
  • 请问下 FineReport自带的参数有哪些
  • 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 标签数字6位,盖住了一位
  • 在同个数据集,条形图排序是从下往上,折线图是从左往右,如何设置条形图排序是从上往下
  • function(){ return this.value+ " "+ " ";} 如何将显示的1234转成1,234
  • 只要新特性图表,能否组合条形图跟折线图
  • 推送的报表中包含图表,单元格的是文字显示是清晰的,在图表显示的文字(标签、标题、图例等)显示不清晰,有点失真

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