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)
Option Explicit
Option Base 0
Public Sub Test()
Dim obj As Object
Dim vnt As Variant
Dim i As Long
With Worksheets("Tabelle1")
'Anfang und Ende gleich = geschlossen
vnt = Array("G9", "I6", "H15", "G21", "F15", "E6", "G9")
For i = 0 To UBound(vnt)
With .Range(vnt(i))
vnt(i) = Array(.Left + .Width / 2, .Top + .Height / 2) 'x/y cell center
End With
If Not obj Is Nothing Then
obj.AddNodes msoSegmentLine, msoEditingAuto, vnt(i)(0), vnt(i)(1)
Else
Set obj = .Shapes.BuildFreeform(msoEditingCorner, vnt(i)(0), vnt(i)(1))
End If
Next
If Not obj Is Nothing Then
Set obj = obj.ConvertToShape
obj.Fill.Visible = msoFalse
obj.Line.Visible = msoTrue
obj.Line.ForeColor.RGB = rgbRed
End If
End With
End Sub
Grüße
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