乐生i 发表于 2018-6-30 07:47:48

一直登录失败,让我重新登录。重启服务,清缓存,都不行。如图 所示。 

在用友畅捷通T+财务管理软件的用友T+总账模块中碰到如下 问题,一直登录失败,让我重新登录。重启服务,清缓存,都不行。,详细问题描述如下:
如图 所示。登录总会出现这样的情况,怎么解决、

用友软件周俊贺 发表于 2018-6-30 08:15:33

您好,这个问题出过补丁,建议备份账套,更新补丁看一下。

用友软件工程师 发表于 2018-6-30 09:47:39

999 还不行?

社区专家 发表于 2018-6-30 11:19:52

您好,系统管理员admin登录,任务管理中,超出多少时间视为异常,时间改得长一些

知识分子 发表于 2018-6-30 12:16:51


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