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职业资格认证:FCA-FineReport
  • 根据帮助文档的做法,用现有的数据形成了组织树结构,但是 最终的目的是通过组织树,对应的显示出其他字段的内容,请问该怎么实现,以下是截图 73165 预览效果 73166依据组织树结构,我先后面显示 Code Name字段的数据 我该怎么做
  • 原始考勤数据 () 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 需要这种表格 data:image/png;base64,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 在FR里面 怎么实现

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