AO2O 发表于 2020-3-20 13:32:25

能否导入外部数据?

如题,新建流程应用后能在数据中心查看到对应流程的数据,现在手上还有一些之前的数据在excel表格中,想导入到流程应用中,方便统一管理,不知如何实现,论坛查阅到有个excel导入导出的样例,研究了一下,不求甚解,还望指点!

论坛管理员 发表于 2020-3-22 09:30:30

您好:
   能否导入外部数据:通过调用不同的接口导入数据,接口http://域名:20030/x_program_center/jest/list.html中有各种接口,可以导入数据。
    您如果已经看过excel导入导出的样例,还不求甚解的,小小管理员建议您或者您公司购买一下我们的技术支撑服务。这样就有更专业的技术人员对您进行技术上的支撑。
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查看完整版本: 能否导入外部数据?