Here’s a method of guaranteeing unique integer random numbers. Inline comments describe the method.
Function UniuqeRandom(Mn As Long, Mx As Long, Sample As Long) As Long()
Dim dat() As Long
Dim i As Long, j As Long
Dim tmp As Long
' Input validation checks here
If Mn > Mx Or Sample > (Mx - Mn + 1) Then
' declare error to suit your needs
Exit Function
End If
' size array to hold all possible values
ReDim dat(0 To Mx - Mn)
' Fill the array
For i = 0 To UBound(dat)
dat(i) = Mn + i
Next
' Shuffle array, unbiased
For i = UBound(dat) To 1 Step -1
tmp = dat(i)
j = Int((i + 1) * Rnd)
dat(i) = dat(j)
dat(j) = tmp
Next
'original biased shuffle
'For i = 0 To UBound(dat)
' tmp = dat(i)
' j = Int((Mx - Mn) * Rnd)
' dat(i) = dat(j)
' dat(j) = tmp
'Next
' Return sample
ReDim Preserve dat(0 To Sample - 1)
UniuqeRandom = dat
End Function
use it like this
Dim low As Long, high As Long
Dim rng As Range
Dim dat() As Long
Set rng = Range(Cells(1, 1), Cells(1, 1).End(xlToRight))
dat = UniuqeRandom(low, high, rng.Columns.Count)
rng.Offset(1, 0) = dat
Note: see this Wikipedia article regarding shuffle bias
The edit fixed one source of bias. The inherent limitations of Rnd
(based on a 32 bit seed) and Modulo bias remain.