magician 发表于 2024-4-9 15:34:33

流程中的选择条件能否根据表单中所填写的内容来选择路由

系统版本8.1.2
在流程中 拟稿人提交表单后,能否通过表单中所填写的内容来做路径的选择




szhtest 发表于 2024-4-9 15:59:14

在选择后指出的路由条件那里拿表单数据写判断就可以了
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