请问明细表中每列有多项如何定义?
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如图,明细表单列有两项将如何定义,请大神帮忙谢谢 https://bbs.iyunbiao.com/t-261-1.html 这是一份很早的帖子了,希望对你有所帮助 补充发送表格图片 明细项 前四列 同值合并 同值合并是可以解决目前的问题,但是数据项定义和值不匹配,会造成数据被查询和引用时困难。另外,同值合并需要重复录入数据,工作量大。 最重要的还是第一条问题,所以建议还是回归本质。
注:你这个表格样式,可能是用户之前的习惯问题,但是上系统后,很多习惯需要改变,不能一味迁就用户习惯。
页:
[1]