[可视化]
自由表我只想显示10条数据,且右侧第一列为固定的序号
![](data:image/png;base64,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)
自由表我只想显示10条数据,且右侧第一列为固定的“序号1”“序号2”...
怎么实现?
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扫地僧
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发表于 2022-6-28 13:55:19
勾上去
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jindawei
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发表于 2022-6-28 14:03:23
你好,每次只想展示10行数据可以使用分页设置,固定序号没有太理解您的意思。 |
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yhdata_bear
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发表于 2022-6-28 14:03:26
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yhdata_IujV79wy
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发表于 2022-6-28 15:11:22
不行。
我想实现的是,我对列设置了降序后,其序号可以显示在第一列。即1,2,3,4,5,... |
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yhdata_yzm
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发表于 2022-6-28 15:15:42
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扫地僧
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发表于 2022-6-28 15:19:28
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扫地僧
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发表于 2022-6-28 15:22:19
很怀疑你们有没有用过excel 。。。 序号就是ID咯。。。 首列ID XX XX XX
1 楼主的数据
2
3
4
5
6
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10
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yhdata_IujV79wy
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发表于 2022-6-28 15:25:28
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yhdata_yzm
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发表于 2022-6-28 15:29:33
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