心随风飘JN7 发表于 2018-6-29 14:33:01

T+12.0销售综合统计分析表,按照客户汇总,按照销售数量排序,正序排

在用友畅捷通T+财务管理软件的用友T+销售管理模块中碰到如下 问题,T+12.0销售综合统计分析表,按照客户汇总,按照销售数量排序,正序排列时数据排序不对,详细问题描述如下:
https://sto.chanapp.chanjet.com/4a47ecad-3fcd-422b-879b-b2df91606e00/attatchment/2017/12/18/1513583119D2WW.png
T+12.0销售综合统计分析表,按照客户汇总,按照销售数量排序,正序排列时数据排序不对

用友软件齐宝强 发表于 2018-6-29 15:27:03

由于12.0版本开发已经停止维护,所以建议在新版本测试下客户数据,建议客户升级到最新版本;

用友软件工程师 发表于 2018-6-29 15:38:55


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
已经调成这种了,没法调整了

社区专家 发表于 2018-6-29 16:51:23

把数量列显示在第二列,第一列设置为客户。
“年结达人\"招募令,点击招募令,拿下高效工具,赢取IPAD,戳我,戳我,快戳我!
页: [1]
查看完整版本: T+12.0销售综合统计分析表,按照客户汇总,按照销售数量排序,正序排