ynhx0077 发表于 2024-8-8 12:07:18

关于自定议全局变量和手机与电脑端不一致的问题

我做了一个计划任务,用业务公式更新房间状态,但计划任务里不支持填表公式,而业务公式里有多个公式,间隔日期要一个一个修改,比较麻烦,能不能设一个变量可以直接调用?而且在业务公式里,日期间隔的函数不能使用。

点头ys 发表于 2024-8-8 23:58:34

业务公式赋值那一栏下面有个条件表达式,对这个数据项可以实现多条件匹配。

点头ys 发表于 2024-8-9 00:00:42

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这个条件表达式可以看成是if公式的分解

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