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)
做加载树统计的时候预览出现此错误。统计表1从企业表中统计所属片区、所属分片区的企业数。代码如下:
'首先生成统计表
Dim dt As DataTable
Dim b As New SQLGroupTableBuilder("统计表1","企业")
b.Groups.AddDef("所属片区","所属片区")
b.Groups.AddDef("所属分片区","所属分片区")
b.Totals.AddDef("_Identify",AggregateEnum.Count,"企业数") '根据主键列来统计记录数,也就是订单数
dt = b.Build(True) '参数设置为False,生成一个临时表,不在主界面显示
'然后根据统计表生成目录树
Tables("窗口1_table2").DataSource = dt
Dim trv As WinForm.TreeView = e.Form.Controls("TreeView1")
trv.BuildTree(dt, "所属片区|所属分片区")
trv.StopRedraw
For Each nd As WinForm.TreeNode In trv.AllNodes
Dim ph As String = nd.DataRow("所属片区")
Dim fph As String = nd.DataRow("所属分片区")
Dim sl As Integer = nd.DataRow("企业数")
Select Case nd.Level
Case 0
nd.Text = nd.text & "(" & dt.Compute("Sum(企业数)","所属片区=" & ph ) & "条)"
' Case 1
'nd.Text = nd.text & "(" & dt.Compute("Sum(企业数)","所属片区 = " & ph & "And 所属分片区 = " & fph) & "条)"
'Case 2
' nd.Text = nd.text & "(" & nd.DataRow("订单数") & ")"
End Select
Next
trv.Nodes.Insert("加载所有行","加载所有行(" & dt.Compute("Sum(企业数)") & "条)",0)
trv.ResumeRedraw
所属片区中,有居民区片区,农村片区,直接上图
![图片点击可在新窗口打开查看](data:image/png;base64,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)
按理说不会去判断存不存在居民区片区。我没想明白。
上图中下面的表是生成的统计表。请专家解释下。谢谢。