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真实姓名(uid:59599)
职业资格认证:FCP-报表开发工程师 | FCA-业务分析理论
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回答:data:image/png;base64,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使用按钮控件
    2016年06月22日回复
  • 回答:填报用智能添加单元格组,http://www.finereporthelp.com/help/12/15/8.html
    2016年03月13日回复
  • 回答: 本帖最后由 真实姓名 于 2016-7-21 10:57 编辑 可以批量设置单元格的
    2016年05月20日回复
  • 回答:31014如果是需要经常导出,可以设置定时调度。他可以让文件名、收件人、邮件主题和正文使用模板中的参数进行动态显示,也可以直接使用模板中单元格(设个公式NOW(),单据号)。可以实现楼主要的“保存成当前日期或者我报表中单据号这个字段”。
    2015年11月26日回复
  • 回答:建议调整单元格位置
    2015年12月04日回复
  • 回答:在数据集语句里用distinct过滤
    2015年12月22日回复
  • 回答:在你第一次进决策中心的时候有叫你设置账户密码的 可以重置系统管理员 http://www.finereporthelp.com/help/22/6.html25404
    2015年08月07日回复
  • 回答:服务器性能优化 http://www.finereporthelp.com/help/24/1/folder.html
    2015年11月17日回复
  • 回答:公式可以用 len(pic)==‘0’试试
    2015年05月22日回复
  • 回答:还要端口转发吧
    2016年04月23日回复
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