liynha 发表于 2022-1-3 11:41:17

请教交叉表的问题

设置了一个交叉表,执行后,在最后一列和最后一行出现空白列和空白行无法删除,请教如何消除空白行。

hegq027 发表于 2023-6-15 11:07:38

在数据定义管理里面把交叉表的 数据区域可向下扩展和数据区域可向右扩展的勾去掉看看。

黄磊 发表于 2022-1-3 14:11:10

本帖最后由 黄磊 于 2022-1-3 14:36 编辑

做一个保存表单事件触发的填表公式,点击保存后删除行



liynha 发表于 2022-1-4 11:20:15

我的只是查询不用保存,查询后加了一条这个公式,没有效果

liynha 发表于 2022-1-4 20:05:20

删除行公式会报错!

长宁 发表于 2022-1-5 13:45:23

因为勾选向右向下扩展就有空行。交叉表用删行公式不稳定,有时候不报错,有时候就报错。我是事先定好了最大行列数,定义好最大区域,美观上不影响

liynha 发表于 2022-1-5 14:35:54

最大列数和行数无法确定,每次查询结果是不相同的。

hegq027 发表于 2023-5-12 10:25:09

liynha 发表于 2022-1-3 11:41
设置了一个交叉表,执行后,在最后一列和最后一行出现空白列和空白行无法删除,请教如何消除空白行。
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在数据定义管理里面把交叉表的 数据区域可向下扩展和数据区域可向右扩展的勾去掉看看。
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查看完整版本: 请教交叉表的问题