highlight cell if value of cell matches sum of numbers from a column

dzs

New Member
Joined
Jan 15, 2023
Messages
1
Office Version
  1. 2019
Platform
  1. Windows
Hi guys / gals!


Looking for some help from you guys! If there exists a thread with my "problem" please point me in the right direction!
Thank you!

this is the starting table:
View attachment 82850


and i'm looking for this:
snip.1.png


highlight the sum of any two or three cell from column B with the summed value from column A!
Or something similar , maybe not with highlighting cells maybe something in a different column!

Thank you!
 

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VBA Code:
Sub combinations()
  Dim items() As Variant
  Dim combLen As Long
  Dim lRowB As Long, lRowA As Long, sum As Double
  lRowA = Cells(Rows.count, 1).End(xlUp).Row
  lRowB = Cells(Rows.count, 2).End(xlUp).Row
  r = 2
  For k = 2 To 3
    combLen = k
    ReDim items(lRowB - 1)
    For i = 2 To lRowB
      items(i - 1) = Cells(i, 2).Value
    Next
    items = binomial(items, combLen)
    
    Application.ScreenUpdating = False
    For i = 1 To nChooseK(lRowB - 1, combLen)
    sum = 0
      For j = 1 To combLen
        Cells(r, j + 3).Value = items(i, j)
      Next
      Cells(r, j + combLen + 1).Value = Application.sum(Range(Cells(r, 4), Cells(r, j + combLen)))
      For l = 2 To lRowA
        If Cells(r, j + combLen + 1).Value = Cells(l, 1).Value Then
          r = r + 1
        End If
      Next
    Next
    Application.ScreenUpdating = True
  Next
End Sub
Function binomial(ByRef v() As Variant, r As Long) As Variant()
  Dim i As Long, k As Long, z() As Variant, comboMatrix() As Variant
  Dim numRows As Long, numIter As Long, n As Long, count As Long
    
  count = 1
  n = UBound(v)
  numRows = nChooseK(n, r)
  
  ReDim z(1 To r)
  ReDim comboMatrix(1 To numRows, 1 To r)
  For i = 1 To r
    z(i) = i
  Next
  Do While (count <= numRows)
    numIter = n - z(r) + 1
    For i = 1 To numIter
      For k = 1 To r
        comboMatrix(count, k) = v(z(k))
      Next
      count = count + 1
     z(r) = z(r) + 1
    Next
    For i = r - 1 To 1 Step -1
      If Not (z(i) = (n - r + i)) Then
        z(i) = z(i) + 1
        For k = (i + 1) To r
          z(k) = z(k - 1) + 1
        Next
        Exit For
      End If
    Next
  Loop
  binomial = comboMatrix
End Function
Function nChooseK(n As Long, k As Long) As Long
  Dim temp As Double, i As Long
  temp = 1
  For i = 1 To k
    temp = temp * (n - k + i) / i
  Next
  nChooseK = CLng(temp)
End Function
 
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