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  • 如图,第一次扫描可以成功,后面却是生成空白行,对应的值没有传过去,哪位高手帮忙解决下;还有在填报想东想西下如何对某个列进行排序
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data:image/png;base64,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因做按日期进行不同图表展示,需要用当前日期来自动计算相应的日期。 如上述脚本,只能是手动输入相应的日期。 能不能用日期函数来改写上述的脚本。(周月季年) 编辑于 2018-10-15 10:27
  • 填报表格中,某个单元格值是通过两个单元格计算得来, 但有时需要手工输入 。如何实现
  • 请见图

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