填表公式判断明细数据行中的某数据项是否存在某值
应用场景：一张表单中有多条明细数据，如果其中有一条明细数据不满足条件，就给这整张表单赋值为不满足比如下面示例的打卡数据，其中有一天为迟到，那就判定为有异常数据
设计界面：
数据操作界面：data:image/png;base64,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
填表公式：这里采用的是按钮触发公式的方式，当然也可以把公式放在别的地方进行触发。在单元格按钮下添加“计算”数据项，再在下面添加“赋值公式”
1.数据源取明细数据2.对本表单进行更新操作
（公式的执行次数是由数据源决定的，这里选择明细就会把明细的每一条数据取出来并执行判断和赋值操作）
利用if函数进行判断，
第一个赋值公式：当取出的明细中的“是否迟到”数据项中的值是“常量.是”时 就给基本信息中的|“有无异常”也赋值为常量.是 ，如果不满足，则保持不变
第二个赋值公式：当取出的明细中的“是否迟到”数据项中的值是“常量.是”时 就给基本信息中的|“异常天数”中的值加1（默认是0） ，如果不满足，则保持不变
效果:
页:
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