Dmitry Goncharovskiy
Reputation: 3
Build a chain of numbers from 2d array in VBA Excel
There is a table with numbers. See Attachment
The first column acts as an index. It has number 0. It determines which row to jump to. A number is selected in the row. By this number, go to the row with this number. We select a number from a new row and so on.
Limitations. Numbers are not repeated during transition The return to the initial number can only be on the transition number equal to the number of rows in the table.
It is necessary to build the longest possible chain of transitions by numbers in the table. Ideally, loop, that is, when the initial number is equal to the final number, and the number of transitions is equal to the number of rows.
For example, let's start with the number 1. The 1st row contains the only number - 74. Go to 74th row. In the 74th row select the number that is in the first column (column zero is the row numbering index). There is nothing in the first column in 74th row, so we look further in the following columns. In the 2nd column there is a number 46. Go to the 46th row. There is a number 19 in the first column of the 46th row. Go to 19th row. Etc.
If it is impossible to select such a number so that there is no repetition, then output the sequence that turned out to be a file. Then look for other ways to achieve the longest chain of transitions.
It would be nice if the code could go back one, two, ... n steps back and choose a different path. For example, on the first pass, the code choses the first number from the row and hit a dead end, then it comes back and selects the second or third and repeats again. I have little understanding of how to do this in code.
At the best, I would like the code to suggest how to fix the input table to get a complete sequence. That is, the code would suggest in which cell the number should be changed to loop the sequence.
I went through this table manually and found at least two sequences that loop at step 86 (now there are 86 rows in the table), but the attached code gives a maximum of 73 steps.
I wrote VBA code in Excel. You can see it below.
Full xls on Drive.Google.
Tell me, please, how I can solve this problem. If such problem can not solve using VBA give me an advise, please, which programming language I should use.
Function IsUnique(ByRef intArr() As Integer, intNum As Integer) As Boolean
Dim intPart() As Integer
ReDim intPart(1 To UBound(intArr)) As Integer
For i = 1 To UBound(intArr)
intPart(i) = intArr(i)
Next
QuickSortInteger intPart
If (BinarySearchInteger(intPart, intNum) = -1) And (intNum <> 0) Then
IsUnique = True
Else
IsUnique = False
End If
End Function
Sub Main()
Dim varIData() As Variant
Dim intTemp(1 To 7) As Integer
Dim intTempWOZeros() As Integer
Dim intTempDSC(1 To 7) As Integer
Dim intTempCount As Integer
Dim intStore() As Integer
Dim intIData(1 To 86, 1 To 7) As Integer
Dim intBegin As Integer
Dim intCurr As Integer
Dim str As String
Sheets("For_Macros").Select
' Reads the given Excel table in a two-dimensional array
varIData = Range("B1:H86").Value
' In the cycle, the data from the Variant-array tranfer to Integer-array, empty values is replaced by zeros
For i = 1 To 86
For j = 1 To 7
If varIData(i, j) = "" Then
intIData(i, j) = 0
Else
intIData(i, j) = CInt(varIData(i, j))
End If
Next
Next
' Searching for other paths of the solution
' Reverse input array. The fisrt element became the last and the last - the first.
' For i = 1 To 86
' For j = 1 To 7
' intTemp(8 - j) = intIData(i, j)
' Next
'
' For j = 1 To 7
' intIData(i, j) = intTemp(j)
' Next
' Next
' Sort rows entire values - ascending
' I tried to change an order in numbers in each row
' For i = 1 To 86
' For j = 1 To 7
' intTemp(j) = intIData(i, j)
' Next
'
' QuickSortInteger intTemp()
'
' For j = 1 To 7
' intIData(i, j) = intTemp(j)
' Next
' Next
' Sort rows entire values - descending
' I tried to change an order in numbers in each row
' For i = 1 To 86
' For j = 1 To 7
' intTemp(j) = intIData(i, j)
' Next
'
' QuickSortInteger intTemp()
'
' For j = 1 To 7
' intTempDSC(8 - j) = intTemp(j)
' Next
'
' For j = 1 To 7
' intIData(i, j) = intTempDSC(j)
' Next
' Next
' The 1st For
For Z = 1 To 86 ' Top level.
' 'For ... next' for each start number
' At the first iteration we take the number 1 and begin
' form the 1st row, to build a sequence much posible as can
' At the 2nd iteratoin we take number two as the first number and begin
' form the 1st row, to build a sequence much posible as can
' We try go through the array every time starting with new row
' and do until we can add in a sequence new unique number
i = Z
ReDim Preserve intStore(1) ' Array in which we collect all number in a sequence
intStore(1) = i ' Array initialization with value = i, just like starting with the i-th line,
' and at i-th number we can not returm until amount of collecting number
' will be less than an amount of rows in intIData-array
' If intIData-array has got 100 row, then we can return
' at the begining row (wherever it be the 1st, the 49th or the 93th) at 100th iteration only
m = 0
' The 2nd For
For k = 1 To 85
ReDim Preserve intStore(k + 1)
intStore(k + 1) = -1
' We search any non-zero value
' We take this number from row selected from intIData
m = 1
intTempCount = 0
' Count amount of zeros
' Discard zeros
' Copy one row form 2d-array to 1d-array. 1d-array consists 1 row from intIData data-array
' The 3rd For
For count = 1 To 7
intTemp(count) = intIData(i, count)
Next
' The 3rd For End
' Count amount of zeros. We arrange the array so that it initially contains non-zero values
intTempCount = AllZerosAtEnd(intTemp())
ReDim intTempWOZeros(1 To intTempCount)
' Transferring to an array without zeros
' The 4th For
For count = 1 To intTempCount
intTempWOZeros(count) = intTemp(count)
Next
' The 4th For End
intCurr = intTempWOZeros(1)
m = 1
Povtor:
If IsUnique(intStore, intCurr) Then ' We check the uniqueness of the selected number if unique put it in the output array intStore
intStore(k + 1) = intCurr
i = intCurr ' and assign the variable i the value of this unique number, the next iteration of the loop will already analyze the string with this number
Else
If m <= intTempCount Then ' if there are still numbers in the intTempWOZeros row-array, then view other columns
' The 5th For
For j = m To intTempCount ' select the next value from the array, increase m by 1 and exit the loop back to check the uniqueness
intCurr = intTempWOZeros(j)
m = j + 1
GoTo Povtor
Next ' The 5th For End
Else
GoTo Metka
End If
End If
Next
' The 2nd For End
Metka: ' To fill Excel sheet Search results, sheet created manually
Sheets("PathOrder").Select
Range("A1").Select
ActiveCell.Cells(3, Z).Select ' Applied from the 3rd line,
' in the first line is for an amount of found numbers
' the 2nd line is the blank
' The 6th For
For x = 1 To UBound(intStore)
If intStore(x) = -1 Then Exit For
ActiveCell.FormulaR1C1 = intStore(x)
ActiveCell.Cells(2, 1).Select
Next
' The 6th For End
' Debug in Debug.Print to see what step the code is in
' In case of a loop or in case of too long execution, you can interrupt the execution
' Debug.Print "Z: " & Z & vbCrLf
' Debug.Print x - 1 & " numbers" & vbCrLf
'
Next
' The 1st For End
End Sub
Function AllZerosAtEnd(intArray() As Integer) As Integer
Dim intNumZeros As Integer
Dim intTempArray(1 To 7) As Integer
Dim count As Integer
Dim i As Byte
Dim position As Byte
Dim intTemp As Integer
intNumZeros = 0
For i = 1 To 7
If intArray(i) = 0 Then intNumZeros = intNumZeros + 1
Next
position = 1
If intNumZeros <> 0 Then
For i = 1 To 7
If intArray(i) <> 0 Then
intTempArray(position) = intArray(i)
position = position + 1
End If
Next
For i = 1 To 7
intArray(i) = intTempArray(i)
Next
End If
AllZerosAtEnd = 7 - intNumZeros
End Function
Upvotes: 0
Views: 231
Answers (1)
Dy.Lee
Reputation: 7567
Edited answer
I figured out your intentions. See the following new code.
Sub BuidChains()
Dim vData As Variant
Dim Ws As Worksheet, rstWs As Worksheet
Dim a As Variant
Dim n As Integer, sNum As Integer
Dim Dic As Object
Dim v As Variant
Set Ws = Sheets("For_Macros")
Set rstWs = Sheets("Sheet3") 'Sheets.Add 'set the result sheet
vData = Ws.Range("B1:H86").Value
rstWs.UsedRange.Clear
For n = 1 To 86
'find first value not empty
For j = 1 To 7
If vData(n, j) <> "" Then
sNum = vData(n, j)
Exit For
End If
Next j
Set Dic = CreateObject("Scripting.Dictionary")
a = ChainArray(n, vData, Dic, sNum)
Debug.Print n & " : " & Join(a, ",")
'Record it on the sheet.
With rstWs
.Cells(1, n) = UBound(a) + 1
.Cells(3, n) = n
.Cells(4, n).Resize(UBound(a)) = Application.Transpose(a)
.Range("cj1") = "Max"
.Range("cj2") = "Min"
.Range("cM1").Resize(2).Value = "Start number"
.Range("cK1") = WorksheetFunction.Max(.Range("a1").Resize(1, 86))
.Range("cK2") = WorksheetFunction.Min(.Range("a1").Resize(1, 86))
.Range("cn1") = WorksheetFunction.HLookup(.Range("ck1"), .Range("a1").Resize(3, 86), 3, 0)
.Range("cn2") = WorksheetFunction.HLookup(.Range("ck2"), .Range("a1").Resize(3, 86), 3, 0)
End With
Next n
End Sub
Static Function ChainArray(k As Integer, v As Variant, Dic As Object, sNum As Integer) As Variant
Dim vR() As Variant
Dim i As Integer, j As Integer
Dim Ws As Worksheet
Dim n As Integer, cnt As Integer
If n > 100 Then Exit Function
If n = 0 Then Dic.Add k, k
cnt = cnt + 1
If cnt > 100 Then
cnt = 0
n = 0
Exit Function
End If
For j = 1 To 7
If v(k, j) <> "" Then
If Not Dic.Exists(v(k, j)) Then
n = n + 1
ReDim Preserve vR(1 To n)
vR(n) = v(k, j)
i = v(k, j)
Dic.Add i, i
Exit For
End If
End If
Next j
DoEvents
ChainArray i, v, Dic, sNum
ChainArray = vR
End Function
Result Image
Result Debugging
My results came out a bit different from what you presented.
1 : 74,46,19,29,43,25,26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,40,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,12,31,85,72,68,16,20,61,58,15,5
2 : 64,79,41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,61,58,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,15,5
3 : 65,44,8,54,77,84,76,10,18,57,34,75,35,49,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
4 : 83,24,37,11,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63
5 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,77,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,29,43,74,46,19,27,28,32,7
6 : 42,81,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,40,23,80,17,68,16,20,2,64,79,41,47,62,7
7 : 63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,74,46,19,29,43,25,26,69,27,28,32,51,53,14,83,4,47,62,2,64,79,41,59,70,61,58,68,23,80,17,6,42,81,73,38,9,67,13,40,5,37,11,15,71,33,20,16,50,1
8 : 54,77,84,76,10,18,57,34,75,35,49,3,65,44,12,31,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
9 : 74,46,19,29,43,25,26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,40,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,12,31,85,72,68,16,20,61,58,15,5
10 : 18,57,34,75,35,49,3,65,44,8,54,77,84,76,26,69,27,74,46,19,29,43,25,45,38,9,67,64,79,41,47,62,2
11 : 83,4,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63
12 : 31,84,76,10,18,57,34,75,35,49,3,65,44,8,54,77,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
13 : 40,10,18,57,34,75,35,49,3,65,44,8,54,77,84,76,26,69,27,74,46,19,29,43,25,45,38,9,67,64,79,41,47,62,2
14 : 83,4,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63,11,15,37,48,33,73,38,9,74,46,19,29,43,25,26,69,27,28,32,7
15 : 37,11,83,4,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63
16 : 20,2,64,79,41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,60,36,43,74,46,19,29,7,63,66,56,42,81,78,80,17,6
17 : 80,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,59,74,46,19,29,43,25,26,69,27,28,32,7
18 : 57,34,75,35,49,3,65,44,8,54,77,84,76,10,25,26,69,27,74,46,19,29,43,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,23,80,17,68,16,20,61,58,15,5
19 : 46,18,57,34,75,35,49,3,65,44,8,54,77,84,76,10,25,26,69,27,74,58,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
20 : 2,64,79,41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,50,1,74,46,19,29,43,25,26,69,27,28,32,7,63,66,56,42,81,78,80,17,6
21 : 32,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,74,46,19,29,43,25,26,69,27,28,72,68,23,80,17,6,42,81,79,41,47,62,2,64,59,70,61,58,15,37,11,83,4,14,82,38,9,67,13,40,5
22 : 18,57,34,75,35,49,3,65,44,8,54,77,84,76,10,25,26,69,27,74,46,19,29,43,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,23,80,17,68,16,20,61,58,15,5
23 : 80,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,59,74,46,19,29,43,25,26,69,27,28,32,7
24 : 37,11,83,4,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63
25 : 26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,43,74,46,19,29,7,63,66,56,42,81,78,80,17,6
26 : 57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,43,74,46,19,29,7,63,66,56,42,81,78,80,17,6
27 : 74,46,19,29,43,25,26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,40,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,12,31,85,72,68,16,20,61,58,15,5
28 : 32,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,74,46,19,29,43,25,26,69,27,70,61,58,68,23,80,17,6,42,81,79,41,47,62,2,64,59,71,33,73,38,9,67,13,40,5,37,11,83,4,15
29 : 43,74,46,19,27,28,32,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,42,81,79,41,47,62,2,64,59,70,61,58,68,23,80,17,6
30 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,77,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
31 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,77,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
32 : 7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,74,46,19,29,43,25,26,69,27,28,21,36,40,23,80,17,6,42,81,79,41,47,62,2,64,59,70,61,58,68,16,20
33 : 86,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
34 : 75,35,49,3,65,44,8,54,77,84,76,10,18,57,52,22,1,74,46,19,29,43,25,26,69,27,28,32,7,63,66,56,42,81,78,80,17,6
35 : 49,3,65,44,8,54,77,84,76,10,18,57,34,75,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,78,7
36 : 43,74,46,19,29,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,42,81,79,41,47,62,2,64,59,70,61,58,68,23,80,17,6
37 : 11,83,4,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63
38 : 9,74,46,19,29,43,25,26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,40,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,12,31,85,72,68,16,20,61,58,15,5
39 : 15,37,11,83,4,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63
40 : 10,18,57,34,75,35,49,3,65,44,8,54,77,84,76,26,69,27,74,46,19,29,43,25,45,38,9,67,64,79,41,47,62,2
41 : 79,64,2
42 : 81,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,40,23,80,17,6
43 : 74,46,19,29,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,42,81,79,41,47,62,2,64,59,70,61,58,68,23,80,17,6
44 : 8,54,77,84,76,10,18,57,34,75,35,49,3,65,58,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
45 : 10,18,57,34,75,35,49,3,65,44,8,54,77,84,76,26,69,27,74,46,19,29,43,25,58,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
46 : 19,29,43,74,69,27,28,32,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,42,81,79,41,47,62,2,64,59,70,61,58,68,23,80,17,6
47 : 62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63,4,83,24,37,11,15,5
48 : 47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63,4,83,24,37,11,15,5
49 : 3,65,44,8,54,77,84,76,10,18,57,34,75,35,32,7,63,66,56,74,46,19,29,43,25,26,69,27,28,21,36,40,23,80,17,6,42,81,78,51,53,14,83,4,47,62,2,64,79,41,86,12,31,85,72,68,16,20,61,58,15,37,11,39,48,33,73,38,9,67,13,24
50 : 16,20,2,64,79,41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,60,36,43,74,46,19,29,7,63,66,56,42,81,78,80,17,6
51 : 63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,74,46,19,29,43,25,26,69,27,28,32,7
52 : 18,57,34,75,35,49,3,65,44,8,54,77,84,76,10,25,26,69,27,74,46,19,29,43,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,23,80,17,68,16,20,61,58,15,5
53 : 75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,47,62,7,63,66,56,74,46,19,29,43,25,26,69,27,28,32,51,45,38,9,67,13,40,23,80,17,6,42,81,78,33,86,12,31,85,72,68
54 : 77,84,76,10,18,57,34,75,35,49,3,65,44,8,31,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
55 : 23,80,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,59,74,46,19,29,43,25,26,69,27,28,32,7
56 : 63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,73,38,9,74,46,19,29,43,25,26,69,27,28,32,7
57 : 34,75,35,49,3,65,44,8,54,77,84,76,10,18,26,69,27,74,46,19,29,43,25,45,38,9,67,64,79,41,47,62,2
58 : 68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65,67,64,79,41,47,62,2
59 : 79,41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,46,19,29,43,74,69,27,28,32,7,63,66,56,42,81,78,80,17,6
60 : 36,43,74,46,19,29,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,42,81,79,41,47,62,2,64,59,70,61,58,68,23,80,17,6
61 : 58,68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65,67,64,79,41,47,62,2
62 : 75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,47,67,13,40,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,15,5
63 : 65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,74,46,19,29,43,25,26,69,27,28,32,7
64 : 79,41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2
65 : 44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,59,74,46,19,29,43,25,26,69,27,28,32,7
66 : 56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,7
67 : 64,79,41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2
68 : 44,8,54,77,84,76,10,18,57,34,75,35,49,3,65,58,15,37,11,83,4,47,62,2,64,79,41,86,78,66,56,63
69 : 27,74,46,19,29,43,25,26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,40,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,12,31,85,72,68,16,20,61,58,15,5
70 : 61,58,68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65,67,64,79,41,47,62,2
71 : 33,86,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
72 : 68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65,58,15,37,11,83,4,47,62,2,64,79,41,86,78,66,56,63
73 : 78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,40,23,80,17,6,42,81,79,41,47,62,2,64,46,19,29,43,74,69,27,28,32,7
74 : 46,19,29,43,25,26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18,36,40,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,12,31,85,72,68,16,20,61,58,15,5
75 : 35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,47,62,7,63,66,56,74,46,19,29,43,25,26,69,27,28,32,51,53,14,83,4,15,37,11,31,85,72,68,23,80,17,6,42,81,78,33,86,40,5
76 : 10,18,57,34,75,35,49,3,65,44,8,54,77,84,12,31,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
77 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,20,2,64,79,41,47,62,7,63,66,56,74,46,19,29,43,25,26,69,27,28,32,51,53,14,83,4,15,37,11,31,85,72,68,23,80,17,6,42,81,78,33,86,40,5
78 : 66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,40,23,80,17,6,42,81,79,41,47,62,2,64,46,19,29,43,74,69,27,28,32,7
79 : 41,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,46,19,29,43,74,69,27,28,32,7,63,66,56,42,81,78,80,17,6
80 : 65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,59,74,46,19,29,43,25,26,69,27,28,32,7
81 : 78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,40,23,80,17,6,42,82,64,79,41,47,62,2
82 : 81,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3,86,40,23,80,17,6,42,64,79,41,47,62,2
83 : 4,47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34,16,20,2,64,79,41,86,78,66,56,63,11,15,37,14,81,69,27,74,46,19,29,43,25,26,22,1
84 : 76,10,18,57,34,75,35,49,3,65,44,8,54,77,85,72,68,23,80,17,6,42,81,78,66,56,63,4,83,24,37,11,47,62,2,64,79,41,86,40,5
85 : 72,68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65,58,15,37,11,83,4,47,62,2,64,79,41,86,78,66,56,63
86 : 78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
I don't know if you got your intentions right. Try it
Sub test()
Dim vData As Variant
Dim Ws As Worksheet, rstWs As Worksheet
Dim a() As Variant
Dim n As Integer
Dim Dic As Object
Dim v As Variant
Set Dic = CreateObject("Scripting.Dictionary")
Set Ws = Sheets("For_Macros")
Set rstWs = Sheets.Add 'set the result sheet
vData = Ws.Range("B1:H86").Value
For n = 1 To 86
a = myArray(n, vData, Dic)
Debug.Print n & " : " & Join(a, ",")
With rstWs
.Range("a" & n) = n
.Range("b" & n).Resize(1, UBound(a)) = a
End With
Next n
End Sub
Static Function myArray(k As Integer, v As Variant, Dic As Object) As Variant
Dim vR() As Variant
Dim i As Integer, j As Integer
Dim Ws As Worksheet
Dim n As Integer
If n > 83 Then Exit Function
For j = 1 To 7
If v(k, j) <> "" Then
If Dic.Exists(v(k, j)) Then
n = 0
Set Dic = CreateObject("Scripting.Dictionary")
Exit Function
Else
Dic.Add v(k, j), v(k, j)
End If
n = n + 1
ReDim Preserve vR(1 To n)
vR(n) = v(k, j)
i = v(k, j)
Exit For
End If
Next j
DoEvents
myArray i, v, Dic
myArray = vR
End Function
Debugging results
1 : 74,46,19
2 : 64,79,41
3 : 65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
4 : 83,4
5 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,77
6 : 42,81,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
7 : 63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
8 : 54,77,84,76,10,18,57,34,75,35,49,3,65,44,8
9 : 74,46,19
10 : 18,57,34,75,35,49,3,65,44,8,54,77,84,76,10
11 : 83,4
12 : 31,84,76,10,18,57,34,75,35,49,3,65,44,8,54,77
13 : 40,10,18,57,34,75,35,49,3,65,44,8,54,77,84,76
14 : 83,4
15 : 37,11,83,4
16 : 20,2,64,79,41
17 : 80,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
18 : 57,34,75,35,49,3,65,44,8,54,77,84,76,10,18
19 : 46,19
20 : 2,64,79,41
21 : 32,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
22 : 18,57,34,75,35,49,3,65,44,8,54,77,84,76,10
23 : 80,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
24 : 37,11,83,4
25 : 26,57,34,75,35,49,3,65,44,8,54,77,84,76,10,18
26 : 57,34,75,35,49,3,65,44,8,54,77,84,76,10,18
27 : 74,46,19
28 : 32,7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
29 : 43,74,46,19
30 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,77
31 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,77
32 : 7,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
33 : 86,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
34 : 75,35,49,3,65,44,8,54,77,84,76,10,18,57,34
35 : 49,3,65,44,8,54,77,84,76,10,18,57,34,75,35
36 : 43,74,46,19
37 : 11,83,4
38 : 9,74,46,19
39 : 15,37,11,83,4
40 : 10,18,57,34,75,35,49,3,65,44,8,54,77,84,76
41 : 79,41
42 : 81,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
43 : 74,46,19
44 : 8,54,77,84,76,10,18,57,34,75,35,49,3,65,44
45 : 10,18,57,34,75,35,49,3,65,44,8,54,77,84,76
46 : 19,46
47 : 62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34
48 : 47,62,75,35,49,3,65,44,8,54,77,84,76,10,18,57,34
49 : 3,65,44,8,54,77,84,76,10,18,57,34,75,35,49
50 : 16,20,2,64,79,41
51 : 63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
52 : 18,57,34,75,35,49,3,65,44,8,54,77,84,76,10
53 : 75,35,49,3,65,44,8,54,77,84,76,10,18,57,34
54 : 77,84,76,10,18,57,34,75,35,49,3,65,44,8,54
55 : 23,80,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
56 : 63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
57 : 34,75,35,49,3,65,44,8,54,77,84,76,10,18,57
58 : 68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65
59 : 79,41
60 : 36,43,74,46,19
61 : 58,68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65
62 : 75,35,49,3,65,44,8,54,77,84,76,10,18,57,34
63 : 65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
64 : 79,41
65 : 44,8,54,77,84,76,10,18,57,34,75,35,49,3,65
66 : 56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
67 : 64,79,41
68 : 44,8,54,77,84,76,10,18,57,34,75,35,49,3,65
69 : 27,74,46,19
70 : 61,58,68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65
71 : 33,86,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
72 : 68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65
73 : 78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
74 : 46,19
75 : 35,49,3,65,44,8,54,77,84,76,10,18,57,34,75
76 : 10,18,57,34,75,35,49,3,65,44,8,54,77,84,76
77 : 84,76,10,18,57,34,75,35,49,3,65,44,8,54,77
78 : 66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
79 : 41,79
80 : 65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
81 : 78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
82 : 81,78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
83 : 4,83
84 : 76,10,18,57,34,75,35,49,3,65,44,8,54,77,84
85 : 72,68,44,8,54,77,84,76,10,18,57,34,75,35,49,3,65
86 : 78,66,56,63,65,44,8,54,77,84,76,10,18,57,34,75,35,49,3
Upvotes: 1
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