Here's a generic approach which should work for any number of columns/values (within reason).
Example usage:
Sub ListCombinations()
Dim col As New Collection
Dim c As Range, sht As Worksheet, res
Dim i As Long, arr, numCols As Long
Set sht = ActiveSheet
'lists begin in A1, B1, C1, D1
For Each c In sht.Range("A1:D1").Cells
col.Add Application.Transpose(sht.Range(c, sht.cells(Rows.Count, c.column).End(xlup)))
numCols = numCols + 1
Next c
res = Combine(col, "~~")
For i = 0 To UBound(res)
arr = Split(res(i), "~~")
sht.Range("H1").Offset(i, 0).Resize(1, numCols) = arr
Next i
End Sub
Re-usable function:
'create combinations from a collection of string arrays
Function Combine(col As Collection, SEP As String) As String()
Dim rv() As String
Dim pos() As Long, lengths() As Long, lbs() As Long, ubs() As Long
Dim t As Long, i As Long, n As Long, ub As Long
Dim numIn As Long, s As String, r As Long, v, tmp()
numIn = col.Count
ReDim pos(1 To numIn)
ReDim lbs(1 To numIn)
ReDim ubs(1 To numIn)
ReDim lengths(1 To numIn)
t = 0
For i = 1 To numIn 'calculate # of combinations, and cache bounds/lengths
'handle cases where only one value in a column (not passed in as array)
If Not TypeName(col(i)) Like "*()" Then
ReDim tmp(1 To 1)
tmp(1) = col(i)
col.Remove i
If i > col.Count Then
col.Add tmp
Else
col.Add tmp, before:=i
End If
End If
lbs(i) = LBound(col(i))
ubs(i) = UBound(col(i))
lengths(i) = (ubs(i) - lbs(i)) + 1
pos(i) = lbs(i)
t = IIf(t = 0, lengths(i), t * lengths(i))
Next i
ReDim rv(0 To t - 1) 'resize destination array
For n = 0 To (t - 1)
s = ""
For i = 1 To numIn
s = s & IIf(Len(s) > 0, SEP, "") & col(i)(pos(i)) 'build the string
Next i
rv(n) = s
For i = numIn To 1 Step -1
If pos(i) <> ubs(i) Then 'Not done all of this array yet...
pos(i) = pos(i) + 1 'Increment array index
For r = i + 1 To numIn 'Reset all the indexes
pos(r) = lbs(r) ' of the later arrays
Next r
Exit For
End If
Next i
Next n
Combine = rv
End Function
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