字段效验失效
我在表单设计中设置了校验,但是在流程发起时不管怎么选择都是提示,应该怎么设置呢。
data:image/png;base64,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
我这边看不到您的校验配置,不能确定您这个原因是什么。不能为空的配置您可以参考下图
页:
[1]