Hallo,
mein Problem betrifft folgendes:
Ich möchte aus einer Tabelle (links), die Werte in eine neue Tabelle (rechts) kopieren und transponieren.
![](data:image/png;base64,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) ![](data:image/png;base64,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)
Was ich bisher gemacht habe:
Sub Transponieren()
Dim x As Integer, y As Integer
For x = 47 To 247 Step 1 ' 47 ist Startzeile und 247 Endzeile ( kann je nach Lage der Tabelle angepasst werden)
For y = 1 To 600 Step 3 ' wählt die leere Zelle in Spalte W aus
Cells(46 + y, 23).Value = Worksheets("Tabelle1").Cells(x, 6).Value ' Wert Ai kopieren, die 23 bedeuetet dass es in Spalte W kopiert wird
Cells(47 + y, 23).Value = Worksheets("Tabelle1").Cells(x, 8).Value ' Wert Iyi kopieren
Cells(48 + y, 23).Value = Worksheets("Tabelle1").Cells(x, 9).Value ' Wert ITi kopieren
Next y
Next x
End Sub
Wie man sieht, geht mein Makro von einer festen Startposition in der Tabelle aus und ist nicht wirklich flexibel. Das ist aber erst mal weniger wichtig für mich.
|