[常用脚本]
基于看板月份参数组建(多选),如何用脚本筛选最大月
本帖最后由 yhdata_QxUfKaA7 于 2023-12-22 09:50 编辑
自由表中不同度量之间要分别依照月度、季度参数组建进行过滤(支持多选),但是库存金额要依照月份参数组建的最大月份(简称结束月)体现库存金额。在不影响看板整体结构的前提下,若要定义一个结束月,脚本该如何写![](data:image/png;base64,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) 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yhdata_lyaa
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发表于 2023-12-22 10:11:50
最大月份(简称结束月)体现库存的金额,可以设置单元格过滤 月份=最大月份吗 |
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yhdata_QxUfKaA7
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发表于 2023-12-22 10:21:32
我就是想要这样,但是这个最大月份怎么设置呀![](data:image/png;base64,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) 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yhdata_lyaa
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发表于 2023-12-22 10:38:48
要依照月份参数组建的最大月份?最大月份是怎么来的呢 |
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yhdata_QxUfKaA7
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发表于 2023-12-22 10:56:44
当看板月份参数组建月份筛选了10、11、12月时,则库存额为12月
最大月份是根据参数筛选的月份来判断最大月份数,是个动态的 |
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yhdata_lyaa
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发表于 2023-12-22 11:03:01
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yhdata_QxUfKaA7
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发表于 2023-12-22 11:13:55
数据格式为文本型的,但是我找到解决办法了![](data:image/png;base64,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) |
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yhdata_lyaa
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发表于 2023-12-22 11:18:28
可以解决了么![](static/image/smiley/m_emoji/ulemoji_1.png) |
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yhdata_QxUfKaA7
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发表于 2023-12-22 13:33:33
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yhdata_yzm
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发表于 2023-12-22 14:41:37
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