fredszq 发表于 2020-6-8 23:56:45

数据文本的“处理”功能如何使用?

已经实现通过API获取数据,用数据源+数据文本显示在门户页面上,但是想有个简单的判断然后设置格式,比如待办数不为0的时候标红色,是不是应该在“数据文本”的“处理”模块实现?该如何实现呢?
JSON路径写的data.count

论坛管理员 发表于 2020-6-9 10:56:40

您好:如果想要不一样的内容显示不一样的格式,可以在load中操作
http://bbs.o2oa.net/data:image/png;base64,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查看完整版本: 数据文本的“处理”功能如何使用?