就想好好干活 发表于 2020-7-14 13:45:29

列表默认值问题

办公室核稿节点时,选择要送的分管厅领导,如何设置一个默认值,这个列表的默认值是这个科室所对应的分管厅领导。比如科室A对应的分管厅领导是张焕,那到这个节点时,张焕就被默认选择上了。谢谢!
http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/4b38de00-3b61-4d55-8619-5ac81c7e6584/download/stream
http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/c90d314e-d064-4be9-a626-3d1dd70a1e72/download/stream

论坛管理员 发表于 2020-7-15 09:59:59

您好:从您这个设置来看,您应该选择的是路由。直接写默认脚本即可。
http://bbs.o2oa.net/data:image/png;base64,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
页: [1]
查看完整版本: 列表默认值问题