[填报与传统报表]
下拉框样式数据能否实现如图效果
下拉参数过滤能否实现如图效果![](data:image/png;base64,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)
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yhdata_ruby
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发表于 2023-6-20 14:40:58
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yhdata_yzm
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发表于 2023-6-20 14:42:12
效果是要给出药品的一些说明?
你截图是联动去来的还是本来的数据就是如此的 |
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yhdata_vvdTILYN
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发表于 2023-6-20 14:42:47
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yhdata_vvdTILYN
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发表于 2023-6-20 14:44:32
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yhdata_ruby
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发表于 2023-6-20 14:46:15
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yhdata_vvdTILYN
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发表于 2023-6-20 16:22:49
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yhdata_ruby
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发表于 2023-6-20 16:24:47
多列展示改成列表形式设置想展示的列数,你的数据本身就是图上那样的?
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)
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发表于 2023-6-21 10:52:11
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)
想绑定多个列,目的达到上面问题中那张截图的样式
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yhdata_ruby
显示全部楼层
发表于 2023-6-21 10:53:19
多个列不支持,过滤组件和参数组件只支持绑定一个维度列 |
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