[可视化]
如何普通表双重排序:先按1列排序,在基础上按第2列排...
有个普通表。 想先按时间对整表排序一次,然后在此基础上,按第二列名称再整表进行排序。 但在报表里设置失败
类似EXCEL的按级别排序的操作,如何实现呢?
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最佳答案
普通表按照顺序绑定字段,再按照顺序设置排序试试呢
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yhdata_lyaa
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发表于 2024-5-17 15:42:25
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zhangweiang
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发表于 2024-5-17 15:43:24
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)
类似这种
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美滋滋
显示全部楼层
发表于 2024-5-17 15:51:25
那你就直接针你需要排序的绑定在普通表格上的字段设定排序规则就可以了啊 |
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