利君云表开发工作室 发表于 2023-3-6 21:06:16

·查询列表格式设置

这里设置了单元格格式,不能生效,请问是什么原因?

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

chentao 发表于 2023-3-7 08:39:37

填表公式的单元格样式设置还是excel的右击单元格的设置?云表有些excel的单元格样式暂时还不生效

李根 发表于 2023-3-7 09:18:29

清除格式重设置一下试试,如果是明细表可以一列一列设置

利君云表开发工作室 发表于 2023-3-7 09:31:24

chentao 发表于 2023-3-7 08:39
填表公式的单元格样式设置还是excel的右击单元格的设置?云表有些excel的单元格样式暂时还不生效 ...

是单元格样式设置,设置了,不能生效,是系统原因吗?
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