Wyd7151961 发表于 2015-1-19 20:41:48

交叉报表

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

交叉报表左边的这列怎么加宽;

JokerBoy 发表于 2016-8-29 11:12:43

用鼠标就可以做啊
页: [1]
查看完整版本: 交叉报表