eric 发表于 2020-4-24 10:12:15

请问数据视图中的脚本如何获取单元格的值?

请教管理员大大:在数据视图编辑界面,点击某列,选择打开文档并录入脚本,数据路径也填好,但不知脚本如何获取数据路径的数据,试着写了下好像不行,不知正确方法应当如何写。谢谢!附件是相关截图。
var isFinished = $work.completed;
alert(isFinished);

论坛管理员 发表于 2020-4-26 21:17:57

两种方式:看图
http://bbs.o2oa.net/data:image/png;base64,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

eric 发表于 2020-4-27 09:31:11

学习了,非常感谢!
页: [1]
查看完整版本: 请问数据视图中的脚本如何获取单元格的值?