[数据处理]
自由表导出EXCEL时,部分单元格内容缺失
如下图,自由表预览导出或者编辑状态下导出表的时候,会有部分单元格数据缺失,但是排查数据集或者在表格里单筛选有缺失的行然后再导出,缺失单元格的数据又是全的。这个是什么原因?
1115420 | 30 | 70 | 1116030 | 100 | 100 | 1116486 | 60 | 60 | 1116490 | 100 | 100 | 1117185 | 60 | 60 | 1117667 | 100 | 100 | 1117896 | 100 | 100 | 1117899 | 30 | 70 | 1119660 | 40 | 60 | 1119781 | 100 | 100 | 1119783 | | | 1119825 | | | 1119833 | | | 1120218 | | | 1120220 | | | 1120253 | | | 1121115 | | | 1121410 | | | 1122513 | | |
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最佳答案
在输出布局中取消勾选匹配布局,保存再去导出看看
查看完整内容
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yhdata_ruby
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发表于 2023-6-27 14:50:14
在输出布局中取消勾选匹配布局,保存再去导出看看
![](data:image/png;base64,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)
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yhdata_ruby
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发表于 2023-6-27 14:53:35
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yhdata_pdA5dHJG
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发表于 2023-6-27 15:08:10
上表中空的单元格就是缺失数据的单元格。
刚刚用交叉表试了一下,导出数据是OK的。
完全相同的内容![](static/image/smiley/m_emoji/ulemoji_34.png) |
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yhdata_ruby
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发表于 2023-6-27 15:14:37
数据有多少,数据量大吗,报告方便导出jar看一下吗 |
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yhdata_pdA5dHJG
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发表于 2023-6-27 15:28:07
437行,23列。按理说数据不算大。
数据不方便导出~ |
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yhdata_pdA5dHJG
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发表于 2023-6-27 16:08:54
试验了一下,措施有效。![](static/image/smiley/m_emoji/ulemoji_1.png) |
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yhdata_ruby
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发表于 2023-6-27 16:11:00
好的哦![](static/image/smiley/m_emoji/ulemoji_36.png) |
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