窗口中有2个表 表A(beforeSaveDatarow 事件)和表B 如果currentTable是表A,正常提示,如果currentTable是表B,不提示。
![图片点击可在新窗口打开查看](data:image/png;base64,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)
beforeSaveDatarow 部分代码
Dim 测试 As String = e.DataRow("测试")
If 测试.Length>0 Then
If e.DataRow.Isnull("列1") Then
Dim wz As Integer = Tables("表A").FindRow(e.DataRow) '位置
If wz >= 0 Then
Tables("表A").Position = wz
End If
messagebox.show("第" & CurrentTable.Position +1 " ,"信息系统提示:", MessageBoxButtons.OK, MessageBoxIcon.Information)
Tables("表A").Select (Tables("表A").Position,Tables("表A").Cols("列1").Index)
e.Cancel=True
End If
End If