九月 发表于 2018-6-6 18:58:25

admin 发表于 2018-6-6 18:26 static/image/common/back.gif
那就是条件不对,你自己调试看看

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

admin 发表于 2018-6-6 19:03:21

你把条件去掉,看看值一样不
页: 1 [2]
查看完整版本: sum数据,同样的sql利用minidao 和工具查出来的不一致