报表数据显示顺序与SQL查询出的数据顺序不符,怎么解决
报表显示的数据和引用的数据源,一样的条件,出来的结.....
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yhdata_ruby
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发表于 2023-6-28 16:29:13
顺序不对?数据集内有做过排序吗,使用SQL如何查询的,两者数据展示截图看一下吧 |
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yhdata_0te4SELv
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发表于 2023-6-28 16:39:06
sql![](data:image/png;base64,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)
报表![](data:image/png;base64,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)
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yhdata_ruby
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发表于 2023-6-28 16:39:59
sql 是怎么写的,制作报告界面按照同样排序方式设置的吗 |
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yhdata_0te4SELv
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发表于 2023-6-28 16:40:13
做了,order by srot 这个字段,报表和sql 查询出的,顺序,从第四个开始对不上, |
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yhdata_ruby
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发表于 2023-6-28 16:46:31
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yhdata_0te4SELv
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发表于 2023-6-28 17:24:57
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yhdata_ruby
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发表于 2023-6-28 17:29:47
维度自动选择细节,然后度量字段选择聚合为空,看一下顺序是按照数据集来的吗
![](data:image/png;base64,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)
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yhdata_0te4SELv
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发表于 2023-6-28 17:40:40
不是,自由表只放了这一个字段,类型改为了细节,呈现的顺序还是不对,普通表,点击明细数据后,与SQL查出的顺序是一致的 |
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yhdata_ruby
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发表于 2023-6-28 17:59:02
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