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注册真麻烦 初学数据Lv2
发表于2021-10-11 16:24
悬赏10
已解决
楼主
if(self.value='N/A',#A0A0A0,#F0F0F0)
我需要当值为N/A时,背景为灰色,否则不变
现在的代码不起作用
![](http://data:image/png;base64,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)
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)
我需要当值为N/A时,背景为灰色,否则不变
现在的代码不起作用
最佳答案
注册真麻烦 初学数据Lv2
发表于2021-10-11 16:24
悬赏10
已解决
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