Vielen Dank, Mase!
klappt bei mir irgendwie nicht, gleich zu Beginn kommt die Meldung
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)
Habs aber mit untenstehendem Code zwischenzeitlich hinbekommen. Danke Dir trotzdem!
Viele Grüße
Dominic
Sub AutoCopyBlaetter()
'
' Befüllt Zelle AG6 mit Zahl aus Schleife
' Kopiert dann Tabellenblatt
' benennt dann Tabellenblatt nach Inhalt U28
' Tastenkombination: Strg+t
'
Dim dValue As Integer
Dim wsAlle As Worksheet
Dim wsNeu As Worksheet
Dim wbNeu As Workbook, PfadNeu As String
Dim strName As String
Dim aTest As String
Dim Pleft As Double, Ptop As Double
PfadNeu = ActiveWorkbook.Path 'Verzeichnis in dem Dateien gespeichert werden sollen
For dValue = 1 To 37
Sheets("Tabelle1").Range("AG6").Value = dValue
Worksheets("Tabelle1").Calculate
aTest = Worksheets("Tabelle1").Range("AG26").Value
strName = aTest & Worksheets("Tabelle1").Range("U28").Value
Sheets("Tabelle1").Copy After:=Sheets(Sheets.Count)
Set wsNeu = ActiveWorkbook.Sheets(ActiveWorkbook.Sheets.Count)
wsNeu.Name = strName
With wsNeu.Range("A19:AD42")
.Copy
.PasteSpecial Paste:=xlPasteValues, Operation:=xlNone, SkipBlanks _
:=False, Transpose:=False
End With
wsNeu.Columns("AG:AG").EntireColumn.Hidden = True
Range("A1").Select
Application.CutCopyMode = False
wsNeu.Protect Password:="AV", DrawingObjects:=True, Contents:=True, Scenarios:=True, _
AllowFormattingRows:=True
'neues Blatt in neue Mappe kopieren
wsNeu.Copy
Application.DisplayAlerts = False
wsNeu.Delete
Set wbNeu = ActiveWorkbook
Application.DisplayAlerts = False 'Falls Datei schon vorhanden wird diese ohne _
Rückfrage überschrieben
wbNeu.SaveAs Filename:=PfadNeu & "\" & strName, FileFormat:=51 '51 = xlsx-Datei
Application.DisplayAlerts = True
wbNeu.Close SaveChanges:=False
Next dValue
End Sub
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