huan灬shen 发表于 2020-11-16 10:16:16

统计查询问题

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
统计
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

如果我想在一段时间内查询统计;在这段时间内各个部门的个数。应该怎样查询(比如查询2020年8月1日到2020年9月1日的数据)?

论坛管理员 发表于 2020-11-17 11:20:15

我们统计暂时不提供查询功能。
但是如果您要查询当月的统计,可以在视图中过滤好条件!
根据视图上的默认过滤条件过滤
页: [1]
查看完整版本: 统计查询问题