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职业资格认证:尚未取得认证
  • 将原来运行在windows上的FineBI考到Centos服务器以后安装了unniODBC,但是数据库测试连接还是不通,请问是否还需要设置其他? 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
  • 本番薯所在公司只支持apache服务器,FINEBI能否部署在Apache 2.4服务器上,有没有详细步骤描述啊, 谢谢了
  • 本番薯在做一张柱状图引用了两个表的内容,且两个表有部分字段是一样的,但我发现若要过滤那部分相同字段必须用两个过滤组件 例如表A有员工字段, 表B有员工字段,图表是表A和表B的组合,但是要过滤员工字段时候需要 表A过滤一次+表B过滤一次,能否一次过滤两张表相同字段的内容呢?

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