Out of 14 numbers make all unique combinations in with only 6 numbers in the row

motilulla

Well-known Member
Joined
Feb 13, 2008
Messages
2,422
Office Version
  1. 2010
Hello,</SPAN></SPAN>

I got 14 numbers in cells A5:A18 these numbers are changeable every time but (but always will be the 14 numbers)
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I need VBA code, which can generate all possible unique combinations with 6 numbers in the columns D:I and sum of each row combination must be 6. Is it possible?
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Example data
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Book1
ABCDEFGHIJ
1
2
3
4Numbersn1n2n3n4n5n6SUM
500011046
600011406
710011226
810010416
910014016
1000014106
1140012216
1200004026
1320004206
1400002226
1520040206
1620040026
1710042006
1800020226
190022206
200111216
210110406
220110226
230114006
240112026
250112206
260104016
270104106
280102216
290140016
300140106
310120216
320122106
330402006
340400206
350202206
361110216
371112016
381112106
391104006
401100226
411102026
421102206
431140006
441120206
451040016
461040106
471002216
481020216
491022106
501400106
511202106
Sheet1


Thank you all
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Excel 2000
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Regards,
</SPAN></SPAN>
Moti
</SPAN></SPAN>
 
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Excel Facts

Will the fill handle fill 1, 2, 3?
Yes! Type 1 in a cell. Hold down Ctrl while you drag the fill handle.
You have to use the code for combinations, see next link:

https://www.mrexcel.com/forum/excel-questions/925563-calc-combinations-automaization.html

When you have all the combinations, you can sum each combination and discard those that are different than 6.

DanteAmor, thank you for giving a link tried a code setting as explained but it does not worked with my Excel 2000.</SPAN>

Any ways I was thinking might it would be better to have combination with all sum and than filter combinations with required sum. So for as per post#1 total combinations will be created 315 I think so with min sum=0 and max=12
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Please anyone can help with VBA solution
</SPAN></SPAN>

Thank you all
</SPAN></SPAN>

Regards,
</SPAN></SPAN>
Moti
</SPAN></SPAN></SPAN>
 
Upvote 0
How are you counting your combinations?

If you list as in post #1 , e.g. these are counted as different combinations:

0 0 1 1 0 4
0 0 1 1 4 0
0 0 1 0 4 1
... etc

then there are COMBIN(14,6) = 3,003 combinations, all totalling 0 to 12, and with 473 totalling 6.

But if you eliminate duplicates, and count variations like those above as a single combination, then there are only 36 possible combinations, 5 of which add to 6, i.e.

0 0 0 0 2 4
0 0 0 1 1 4
0 0 0 2 2 2
0 0 1 1 2 2
0 1 1 1 1 2
 
Upvote 0
This code will generate the 473 combinations, i.e. including duplicates:

Code:
Sub Test()

    Dim MyNumbers As Variant, Result As Variant
    Dim lCombinations() As Long, lTargetNumbers() As Long, lNumbers() As Long, i As Long, j As Long
    Dim lNoChosen As Long, lTarget As Long, counter As Long, lSum As Long
    
    MyNumbers = Range("A5:A18").Value
    ReDim lNumbers(1 To UBound(MyNumbers))
    For i = 1 To UBound(MyNumbers)
        lNumbers(i) = MyNumbers(i, 1)
    Next i
    
    lNoChosen = 6
    lTarget = 6
    counter = 1
    lCombinations = GetCombinations(UBound(MyNumbers), lNoChosen)
    ReDim lTargetNumbers(1 To UBound(lCombinations), 1 To UBound(lCombinations, 2))
    For i = 1 To UBound(lCombinations)
        lSum = 0
        For j = 1 To lNoChosen
            lTargetNumbers(counter, j) = lNumbers(lCombinations(i, j))
            lSum = lSum + lTargetNumbers(counter, j)
        Next j
        If lSum = lTarget Then counter = counter + 1
    Next i
    
    With Range("D5").CurrentRegion.Offset(1)
        .ClearContents
        If counter > 1 Then .Resize(counter - 1, lNoChosen).Value = lTargetNumbers
    End With
    MsgBox counter - 1 & " combinations found!"
    
End Sub
Function GetCombinations(lNumber As Long, lNoChosen As Long) As Long()

    Dim lOutput() As Long, lCombinations As Long
    Dim i As Long, j As Long, k As Long
    
    lCombinations = WorksheetFunction.Combin(lNumber, lNoChosen)
    ReDim lOutput(1 To lCombinations, 1 To lNoChosen)
    
    For i = 1 To lNoChosen
        lOutput(1, i) = i
    Next i
    
    For i = 2 To lCombinations
        For j = 1 To lNoChosen
            lOutput(i, j) = lOutput(i - 1, j)
        Next j
        For j = lNoChosen To 1 Step -1
            lOutput(i, j) = lOutput(i, j) + 1
            If lOutput(i, j) <= lNumber - (lNoChosen - j) Then Exit For
        Next j
        For k = j + 1 To lNoChosen
            lOutput(i, k) = lOutput(i, k - 1) + 1
        Next k
    Next i
    
    GetCombinations = lOutput
    
End Function

By the way, in the code that DanteAmor pointed you to, which line(s) caused you problems in Excel 2000?
 
Upvote 0
This code will generate the 473 combinations, i.e. including duplicates:

Code:
Sub Test()

    Dim MyNumbers As Variant, Result As Variant
    Dim lCombinations() As Long, lTargetNumbers() As Long, lNumbers() As Long, i As Long, j As Long
    Dim lNoChosen As Long, lTarget As Long, counter As Long, lSum As Long
    
    MyNumbers = Range("A5:A18").Value
    ReDim lNumbers(1 To UBound(MyNumbers))
    For i = 1 To UBound(MyNumbers)
        lNumbers(i) = MyNumbers(i, 1)
    Next i
    
    lNoChosen = 6
    lTarget = 6
    counter = 1
    lCombinations = GetCombinations(UBound(MyNumbers), lNoChosen)
    ReDim lTargetNumbers(1 To UBound(lCombinations), 1 To UBound(lCombinations, 2))
    For i = 1 To UBound(lCombinations)
        lSum = 0
        For j = 1 To lNoChosen
            lTargetNumbers(counter, j) = lNumbers(lCombinations(i, j))
            lSum = lSum + lTargetNumbers(counter, j)
        Next j
        If lSum = lTarget Then counter = counter + 1
    Next i
    
    With Range("D5").CurrentRegion.Offset(1)
        .ClearContents
        If counter > 1 Then .Resize(counter - 1, lNoChosen).Value = lTargetNumbers
    End With
    MsgBox counter - 1 & " combinations found!"
    
End Sub
Function GetCombinations(lNumber As Long, lNoChosen As Long) As Long()

    Dim lOutput() As Long, lCombinations As Long
    Dim i As Long, j As Long, k As Long
    
    lCombinations = WorksheetFunction.Combin(lNumber, lNoChosen)
    ReDim lOutput(1 To lCombinations, 1 To lNoChosen)
    
    For i = 1 To lNoChosen
        lOutput(1, i) = i
    Next i
    
    For i = 2 To lCombinations
        For j = 1 To lNoChosen
            lOutput(i, j) = lOutput(i - 1, j)
        Next j
        For j = lNoChosen To 1 Step -1
            lOutput(i, j) = lOutput(i, j) + 1
            If lOutput(i, j) <= lNumber - (lNoChosen - j) Then Exit For
        Next j
        For k = j + 1 To lNoChosen
            lOutput(i, k) = lOutput(i, k - 1) + 1
        Next k
    Next i
    
    GetCombinations = lOutput
    
End Function
Thank you so much StephenCrump, for giving a VBA solution as request. </SPAN></SPAN>Code generates 473 combinations and after eliminating duplicate remains 47 with sum 6, I like the code.</SPAN></SPAN>

It is a new request. Please will it be possible to add coupe of modifications...
</SPAN></SPAN>

1- I generate all separately by sum 0 to 12 which makes 3003 as you explain "COMBIN(14,6) = 3,003 combinations, all totalling 0 to 12" after the filtering it remains only 315 unique. Would it be possible that the VBA could generate combinations without duplicates?
</SPAN></SPAN>

2- VBA admit input some ware in to sheet cells, so I can be generated all combinations or with desire sum
</SPAN></SPAN>

Kind Regards,
Moti
:grin:

This code will generate the 473 combinations, i.e. including duplicates:
By the way, in the code that DanteAmor pointed you to, which line(s) caused you problems in Excel 2000?
Setting layout as per given link when I run the code getting the message "Run-time error '6': Overflow" and code stop at the line below highlighting it in the yellow colour</SPAN></SPAN>
Code:
PopSize = Rng.Cells.Count - 2
</SPAN></SPAN>
 
Upvote 0
I generate all separately by sum 0 to 12 which makes 3003 as you explain "COMBIN(14,6) = 3,003 combinations, all totalling 0 to 12" after the filtering it remains only 315 unique.

How do you calculate 315? For the sample numbers you provided, there are only 36 unique combinations in total.

Here's one way to generate the uniques, using Excel to sort and remove duplicates from the full set of 3,003. I think it should be OK in Excel 2000. If not, there will be other ways to work around it.

Code:
Sub Test2()

    Dim MyNumbers As Variant, ColArray() As Variant
    Dim lCombinations() As Long, lNumbers() As Long, lTargetNumbers() As Long, i As Long, j As Long, lNoChosen As Long
    
    Application.ScreenUpdating = False
    
    MyNumbers = Range("A5:A18").Value
    ReDim lNumbers(1 To UBound(MyNumbers))
    For i = 1 To UBound(MyNumbers)
        lNumbers(i) = MyNumbers(i, 1)
    Next i
      
    lNoChosen = 6
    ReDim ColArray(0 To lNoChosen - 1)
    For i = 1 To lNoChosen
        ColArray(i - 1) = i
    Next i
    
    lCombinations = GetCombinations(UBound(MyNumbers), lNoChosen)
    ReDim lTargetNumbers(1 To UBound(lCombinations), 1 To UBound(lCombinations, 2))
    For i = 1 To UBound(lCombinations)
        For j = 1 To lNoChosen
            lTargetNumbers(i, j) = lNumbers(lCombinations(i, j))
        Next j
    Next i
    
    With Range("D5")
        .CurrentRegion.Offset(1).ClearContents
        With .Resize(UBound(lCombinations), lNoChosen + 1)
            .Value = lTargetNumbers
           .Columns(lNoChosen + 1).FormulaR1C1 = "=SUM(RC[-" & lNoChosen & "]:RC[-1])"
            For i = 1 To .Rows.Count
                .Rows(i).Sort .Cells(i, 1), Header:=xlNo, Orientation:=xlLeftToRight
            Next i
            .Resize(UBound(lCombinations) + 1).RemoveDuplicates Columns:=(ColArray), Header:=xlNo
            .Sort Key1:=.Columns(lNoChosen + 1), Orientation:=xlTopToBottom, Order1:=xlAscending
        End With
    End With
    
    Application.ScreenUpdating = True
    
End Sub
Function GetCombinations(lNumber As Long, lNoChosen As Long) As Long()
'same as previously


Book1
ABCDEFGHIJ
4Numbersn1n2n3n4n5n6SUM
500000000
600000011
710000112
810000022
910001113
1000000123
1140011114
1200001124
1320000044
1400000224
1520011125
1620000145
1710001225
1800001146
190011226
200000246
210002226
220111126
230011147
240001247
250012227
260111227
270011248
280002248
290111148
300112228
311111228
320012249
330111249
341112229
3500222410
3601122410
3711112410
3801222411
3911122411
4011222412
Sheet1
 
Last edited:
Upvote 0
Setting layout as per given link when I run the code getting the message "Run-time error '6': Overflow" and code stop at the line below highlighting it in the yellow colour
Code:
PopSize = Rng.Cells.Count - 2

Code:
'Change
Dim PopSize As Long 'not Integer
 
Upvote 0
How do you calculate 315? For the sample numbers you provided, there are only 36 unique combinations in total.

Here's one way to generate the uniques, using Excel to sort and remove duplicates from the full set of 3,003. I think it should be OK in Excel 2000. If not, there will be other ways to work around it.

Code:
Sub Test2()

       
End Sub
StephenCrump, thank you so much it is a perfect code generating all 3003 combinations Perfect! </SPAN></SPAN>

How do you calculate 315? For the sample numbers you provided, there are only 36 unique combinations in total.
</SPAN></SPAN>In fact I counted the header inclusive but there are 314 unique, for example I got one combination with "0-1-2-0-2-1" I don't find in the Post#3 you have shown 36 unique.</SPAN></SPAN>

When I run the code it stop at the line below and gives the error '438'
</SPAN></SPAN>

Code:
.Resize(UBound(lCombinations) + 1).RemoveDuplicates Columns:=(ColArray), Header:=xlNo
</SPAN></SPAN>

I recorded a macro the way I was filtering the unique and add the line to your code which gives me 314 unique and I have the line there with "0-1-2-0-2-1" combination
</SPAN></SPAN>
Here are the changes...
</SPAN></SPAN>
</SPAN></SPAN>
Code:
'----------------------------------------------------------------------------------------------------------------
 'Removed        'For i = 1 To .Rows.Count
                 '.Rows(i).Sort .Cells(i, 1), Header:=xlNo, Orientation:=xlLeftToRight
                 'Next i
                 '.Resize(UBound(lCombinations) + 1).RemoveDuplicates Columns:=(ColArray), Header:=xlNo
                 '.Sort Key1:=.Columns(lNoChosen + 1), Orientation:=xlTopToBottom, Order1:=xlAscending
'----------------------------------------------------------------------------------------------------------------
  'Added
             Range("D4:I3007").AdvancedFilter Action:=xlFilterInPlace, Unique:=True
             
'----------------------------------------------------------------------------------------------------------------
This gives me 314 unique but I cannot eliminate the false ones are there, will it be any way for this puzzle.
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[TR]
[TD]85</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]86</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
[TD]3</SPAN>[/TD]
[/TR]
[TR]
[TD]87</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]88</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]89</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]4</SPAN>[/TD]
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[TR]
[TD]90</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TD]9</SPAN>[/TD]
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[TR]
[TD]91</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
[TD]4</SPAN>[/TD]
[TD]1</SPAN>[/TD]
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[TR]
[TD]92</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]93</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]7</SPAN>[/TD]
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[TR]
[TD]94</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]95</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]96</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]97</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
[TD]4</SPAN>[/TD]
[TD]2</SPAN>[/TD]
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[TR]
[TD]98</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]4</SPAN>[/TD]
[TD]1</SPAN>[/TD]
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[TR]
[TD]99</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]100</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]101</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]102</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]103</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]6</SPAN>[/TD]
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[TR]
[TD]104</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]105</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]106</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]107</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]108</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]109</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]110</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]10</SPAN>[/TD]
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[TR]
[TD]111</SPAN>[/TD]
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[TR]
[TD]112</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]113</SPAN>[/TD]
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[TR]
[TD]114</SPAN>[/TD]
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[TR]
[TD]115</SPAN>[/TD]
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[TD]116</SPAN>[/TD]
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[TR]
[TD]117</SPAN>[/TD]
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[TD]118</SPAN>[/TD]
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[TD]119</SPAN>[/TD]
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[TD]120</SPAN>[/TD]
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[TD]121</SPAN>[/TD]
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[TD]123</SPAN>[/TD]
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[TD]130</SPAN>[/TD]
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[TD]131</SPAN>[/TD]
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[TD]134</SPAN>[/TD]
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[TD]137</SPAN>[/TD]
[TD] [/TD]
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[TD]138</SPAN>[/TD]
[TD] [/TD]
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[TD]139</SPAN>[/TD]
[TD] [/TD]
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[TD]140</SPAN>[/TD]
[TD] [/TD]
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[TD]141</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]142</SPAN>[/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
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[TD]143</SPAN>[/TD]
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[TR]
[TD]144</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]145</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]146</SPAN>[/TD]
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[TR]
[TD]147</SPAN>[/TD]
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[TR]
[TD]148</SPAN>[/TD]
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[TR]
[TD]149</SPAN>[/TD]
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[TR]
[TD]150</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]151</SPAN>[/TD]
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[TD]11</SPAN>[/TD]
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[TR]
[TD]152</SPAN>[/TD]
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[TR]
[TD]153</SPAN>[/TD]
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[TR]
[TD]154</SPAN>[/TD]
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[TR]
[TD]155</SPAN>[/TD]
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[TR]
[TD]156</SPAN>[/TD]
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[TR]
[TD]157</SPAN>[/TD]
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[TR]
[TD]158</SPAN>[/TD]
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[TR]
[TD]159</SPAN>[/TD]
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[TR]
[TD]160</SPAN>[/TD]
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[TR]
[TD]161</SPAN>[/TD]
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[TR]
[TD]162</SPAN>[/TD]
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[TR]
[TD]163</SPAN>[/TD]
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[TR]
[TD]164</SPAN>[/TD]
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[TR]
[TD]165</SPAN>[/TD]
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[TD]166</SPAN>[/TD]
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[TR]
[TD]167</SPAN>[/TD]
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[TR]
[TD]168</SPAN>[/TD]
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[TD]169</SPAN>[/TD]
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[TR]
[TD]170</SPAN>[/TD]
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[TR]
[TD]171</SPAN>[/TD]
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[TD]172</SPAN>[/TD]
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[TD]173</SPAN>[/TD]
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[TD]174</SPAN>[/TD]
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[TD]179</SPAN>[/TD]
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[TD]180</SPAN>[/TD]
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[TD]181</SPAN>[/TD]
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[TD]191</SPAN>[/TD]
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[TD]192</SPAN>[/TD]
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[TD]193</SPAN>[/TD]
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[TD]194</SPAN>[/TD]
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[TD]195</SPAN>[/TD]
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[TD]197</SPAN>[/TD]
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[TD]198</SPAN>[/TD]
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[TD]199</SPAN>[/TD]
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[TD]200</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]201</SPAN>[/TD]
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[TD]202</SPAN>[/TD]
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[TD]203</SPAN>[/TD]
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[TR]
[TD]204</SPAN>[/TD]
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[TR]
[TD]205</SPAN>[/TD]
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[TR]
[TD]206</SPAN>[/TD]
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[TR]
[TD]207</SPAN>[/TD]
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[TD]208</SPAN>[/TD]
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[TD]209</SPAN>[/TD]
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[TD]210</SPAN>[/TD]
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[TD]211</SPAN>[/TD]
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[TD]212</SPAN>[/TD]
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[TR]
[TD]213</SPAN>[/TD]
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[TD]214</SPAN>[/TD]
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[TR]
[TD]215</SPAN>[/TD]
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[TR]
[TD]216</SPAN>[/TD]
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[TR]
[TD]217</SPAN>[/TD]
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[TD]218</SPAN>[/TD]
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[TR]
[TD]219</SPAN>[/TD]
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[TD]220</SPAN>[/TD]
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[TD]221</SPAN>[/TD]
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[TD]222</SPAN>[/TD]
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[TR]
[TD]223</SPAN>[/TD]
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[TR]
[TD]224</SPAN>[/TD]
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[TR]
[TD]225</SPAN>[/TD]
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[TR]
[TD]226</SPAN>[/TD]
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[TR]
[TD]227</SPAN>[/TD]
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[TR]
[TD]228</SPAN>[/TD]
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[TD]229</SPAN>[/TD]
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[TR]
[TD]230</SPAN>[/TD]
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[TD]231</SPAN>[/TD]
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[TD]232</SPAN>[/TD]
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[TD]233</SPAN>[/TD]
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[TD]234</SPAN>[/TD]
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[TD]235</SPAN>[/TD]
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[TD]237</SPAN>[/TD]
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[TD]238</SPAN>[/TD]
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[TD]239</SPAN>[/TD]
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[TD]242</SPAN>[/TD]
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[TD]252</SPAN>[/TD]
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[TD]253</SPAN>[/TD]
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[TD]254</SPAN>[/TD]
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[TD]255</SPAN>[/TD]
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[TD]256</SPAN>[/TD]
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[TD]257</SPAN>[/TD]
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[TD]258</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]259</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]0</SPAN>[/TD]
[TD]0</SPAN>[/TD]
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[TR]
[TD]260</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
[TD] [/TD]
[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]2</SPAN>[/TD]
[TD]11</SPAN>[/TD]
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[TR]
[TD]261</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]1</SPAN>[/TD]
[TD]10</SPAN>[/TD]
[/TR]
[TR]
[TD]262</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]0</SPAN>[/TD]
[TD]9</SPAN>[/TD]
[/TR]
[TR]
[TD]263</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
[TD] [/TD]
[TD]1</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TD]8</SPAN>[/TD]
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[TR]
[TD]264</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TD]5</SPAN>[/TD]
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[TR]
[TD]265</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]266</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TD]3</SPAN>[/TD]
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[TR]
[TD]267</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]2</SPAN>[/TD]
[TD]7</SPAN>[/TD]
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[TR]
[TD]268</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]1</SPAN>[/TD]
[TD]6</SPAN>[/TD]
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[TR]
[TD]269</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
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[TD]5</SPAN>[/TD]
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[TR]
[TD]270</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]271</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]5</SPAN>[/TD]
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[TR]
[TD]272</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]273</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]3</SPAN>[/TD]
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[TR]
[TD]274</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
[TD]0</SPAN>[/TD]
[TD]1</SPAN>[/TD]
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[TR]
[TD]275</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
[TD]2</SPAN>[/TD]
[TD]2</SPAN>[/TD]
[TD]7</SPAN>[/TD]
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[TR]
[TD]276</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
[TD]2</SPAN>[/TD]
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[TD]6</SPAN>[/TD]
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[TR]
[TD]277</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
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[TD]5</SPAN>[/TD]
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[TR]
[TD]278</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
[TD]1</SPAN>[/TD]
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[TR]
[TD]279</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]2</SPAN>[/TD]
[TD]1</SPAN>[/TD]
[TD]8</SPAN>[/TD]
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[TR]
[TD]280</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]2</SPAN>[/TD]
[TD]0</SPAN>[/TD]
[TD]7</SPAN>[/TD]
[/TR]
[TR]
[TD]281</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
[TD] [/TD]
[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]1</SPAN>[/TD]
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[TD]6</SPAN>[/TD]
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[TR]
[TD]282</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
[TD]2</SPAN>[/TD]
[TD]9</SPAN>[/TD]
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[TR]
[TD]283</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]284</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]0</SPAN>[/TD]
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[TR]
[TD]285</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]11</SPAN>[/TD]
[/TR]
[TR]
[TD]286</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]10</SPAN>[/TD]
[/TR]
[TR]
[TD]287</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]0</SPAN>[/TD]
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[TR]
[TD]288</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]289</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]290</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]291</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]292</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TR]
[TD]293</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TD]11</SPAN>[/TD]
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[TR]
[TD]294</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]295</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]296</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]297</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]298</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]299</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]300</SPAN>[/TD]
[TD] [/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]301</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]302</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]303</SPAN>[/TD]
[TD] [/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]304</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]305</SPAN>[/TD]
[TD] [/TD]
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[TD]4</SPAN>[/TD]
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[TR]
[TD]306</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]307</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]308</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]309</SPAN>[/TD]
[TD] [/TD]
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[TD]10</SPAN>[/TD]
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[TR]
[TD]310</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]311</SPAN>[/TD]
[TD] [/TD]
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[TR]
[TD]312</SPAN>[/TD]
[TD] [/TD]
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[TD]4</SPAN>[/TD]
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[TR]
[TD]313</SPAN>[/TD]
[TD] [/TD]
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[TD]4</SPAN>[/TD]
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[TD]1</SPAN>[/TD]
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[TR]
[TD]314</SPAN>[/TD]
[TD] [/TD]
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[TD]4</SPAN>[/TD]
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[TD]11</SPAN>[/TD]
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[TR]
[TD]315</SPAN>[/TD]
[TD] [/TD]
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[TD]4</SPAN>[/TD]
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[TD]2</SPAN>[/TD]
[TD]0</SPAN>[/TD]
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[TR]
[TD]316</SPAN>[/TD]
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</TBODY><COLGROUP><COL><COL span=3><COL span=7></COLGROUP>[/TABLE]



Kind Regards,
</SPAN>
</SPAN></SPAN>
Moti
</SPAN></SPAN>
 
Upvote 0
Code:
'Change
Dim PopSize As Long 'not Integer
StephenCrump, thank you for lookin in the code, after I changed as you advice it were highlighting the line below
Rich (BB code):
 AddCombination PopSize, SetSize

I start searching and found the code working under this link</SPAN></SPAN>
https://www.ozgrid.com/forum/forum/help-forums/excel-general/18812-permutation-combinations
</SPAN></SPAN>
HERE IS THE CODE: may any one needs it.
ListPermutationsOrCombinations</SPAN></SPAN>
Rich (BB code):
</SPAN></SPAN>
Option Explicit 

Dim vAllItems As Variant 
Dim Buffer() As String 
Dim BufferPtr As Long 
Dim Results As Worksheet 
 
' Myrna Larson, July 25, 2000, Microsoft.Public.Excel.Misc 

Sub ListPermutationsOrCombinations() 
Dim Rng As Range 
Dim PopSize As Integer 
Dim SetSize As Integer 
Dim Which As String 
Dim n As Double 
Const BufferSize As Long = 4096 

Worksheets("Sheet1").Range("A1").Select 
Set Rng = Selection.Columns(1).Cells 
If Rng.Cells.Count = 1 Then 
Set Rng = Range(Rng, Rng.End(xlDown)) 
End If 

PopSize = Rng.Cells.Count - 2 
If PopSize < 2 Then GoTo DataError 

SetSize = Rng.Cells(2).Value 
If SetSize > PopSize Then GoTo DataError 

Which = UCase$(Rng.Cells(1).Value) 
Select Case Which 
Case "C" 
n = Application.WorksheetFunction.Combin(PopSize, SetSize) 
Case "P" 
n = Application.WorksheetFunction.Permut(PopSize, SetSize) 
Case Else 
GoTo DataError 
End Select 
If n > Cells.Count Then GoTo DataError 

Application.ScreenUpdating = False 

Set Results = Worksheets.Add 

vAllItems = Rng.Offset(2, 0).Resize(PopSize).Value 
ReDim Buffer(1 To BufferSize) As String 
BufferPtr = 0 

If Which = "C" Then 
AddCombination PopSize, SetSize 
Else 
AddPermutation PopSize, SetSize 
End If 
vAllItems = 0 

Application.ScreenUpdating = True 
Exit Sub 

DataError: 
If n = 0 Then 
Which = "Enter your data in a vertical range of at least 4 cells." _ 
& String$(2, 10) _ 
& "Top cell must contain the letter C or P, 2nd cell is the Number" _ 
& "of items in a subset, the cells below are the values from Which" _ 
& "the subset is to be chosen." 

Else 
Which = "This requires " & Format$(n, "#,##0") & _ 
" cells, more than are available on the worksheet!" 
End If 
MsgBox Which, vbOKOnly, "DATA ERROR" 
Exit Sub 
End Sub 

Private Sub AddPermutation(Optional PopSize As Integer = 0, _ 
Optional SetSize As Integer = 0, _ 
Optional NextMember As Integer = 0) 

Static iPopSize As Integer 
Static iSetSize As Integer 
Static SetMembers() As Integer 
Static Used() As Integer 
Dim i As Integer 

If PopSize <> 0 Then 
iPopSize = PopSize 
iSetSize = SetSize 
ReDim SetMembers(1 To iSetSize) As Integer 
ReDim Used(1 To iPopSize) As Integer 
NextMember = 1 
End If 

For i = 1 To iPopSize 
If Used(i) = 0 Then 
SetMembers(NextMember) = i 
If NextMember <> iSetSize Then 
Used(i) = True 
AddPermutation , , NextMember + 1 
Used(i) = False 
Else 
SavePermutation SetMembers() 
End If 
End If 
Next i 

If NextMember = 1 Then 
SavePermutation SetMembers(), True 
Erase SetMembers 
Erase Used 
End If 

End Sub 'AddPermutation 

Private Sub AddCombination(Optional PopSize As Integer = 0, _ 
Optional SetSize As Integer = 0, _ 
Optional NextMember As Integer = 0, _ 
Optional NextItem As Integer = 0) 

Static iPopSize As Integer 
Static iSetSize As Integer 
Static SetMembers() As Integer 
Dim i As Integer 

If PopSize <> 0 Then 
iPopSize = PopSize 
iSetSize = SetSize 
ReDim SetMembers(1 To iSetSize) As Integer 
NextMember = 1 
NextItem = 1 
End If 

For i = NextItem To iPopSize 
SetMembers(NextMember) = i 
If NextMember <> iSetSize Then 
AddCombination , , NextMember + 1, i + 1 
Else 
SavePermutation SetMembers() 
End If 
Next i 

If NextMember = 1 Then 
SavePermutation SetMembers(), True 
Erase SetMembers 
End If 

End Sub 'AddCombination 

Private Sub SavePermutation(ItemsChosen() As Integer, _ 
Optional FlushBuffer As Boolean = False) 

Dim i As Integer, sValue As String 
Static RowNum As Long, ColNum As Long 

If RowNum = 0 Then RowNum = 1 
If ColNum = 0 Then ColNum = 1 

If FlushBuffer = True Or BufferPtr = UBound(Buffer()) Then 
If BufferPtr > 0 Then 
If (RowNum + BufferPtr - 1) > Rows.Count Then 
RowNum = 1 
ColNum = ColNum + 1 
If ColNum > 256 Then Exit Sub 
End If 

Results.Cells(RowNum, ColNum).Resize(BufferPtr, 1).Value _ 
= Application.WorksheetFunction.Transpose(Buffer()) 
RowNum = RowNum + BufferPtr 
End If 

BufferPtr = 0 
If FlushBuffer = True Then 
Erase Buffer 
RowNum = 0 
ColNum = 0 
Exit Sub 
Else 
ReDim Buffer(1 To UBound(Buffer)) 
End If 

End If 

'construct the next set 
For i = 1 To UBound(ItemsChosen) 
sValue = sValue & ", " & vAllItems(ItemsChosen(i), 1) 
Next i 

'and save it in the buffer 
BufferPtr = BufferPtr + 1 
Buffer(BufferPtr) = Mid$(sValue, 3) 
End Sub 'SavePermutation 
</SPAN></SPAN>

Kind Regards,
</SPAN></SPAN>
Moti
</SPAN></SPAN>
 
Last edited:
Upvote 0

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