Hej Igen,
Jag ska försöka att beskriva vad jag behöver hjälp med lite bättre.
Jag har gjort ett litet travsystem, där grundsystemet kan se ut enl, nedan.
Jag delar sedan i systemet i ett antal mindre ”delsystem” (Antal delar)
I tabellen ”Antal hästar i varje delsystem” kan man se, som rubriken säger” antal hästar
I varje delsystem.
”Antal delar” anger hur många delar de olika loppen är uppdelade i.
Detta Ark kallas ”Ram”
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)
Jag använder sedan följande kod för att ”flyttar över” de olika delarna från ark ”Ram” till ark ”Rakning”
For Lopp1 = 1 To Worksheets("Ram").Range("C23")
For Lopp2 = 1 To Worksheets("Ram").Range("E23")
For Lopp3 = 1 To Worksheets("Ram").Range("G23")
For Lopp4 = 1 To Worksheets("Ram").Range("I23")
For Lopp5 = 1 To Worksheets("Ram").Range("K23")
For Lopp6 = 1 To Worksheets("Ram").Range("M23")
Worksheets("Rankning").Range("C10:M24").ClearContents
Select Case Lopp1
Case 1
Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C5")
Sheets("Rankning").Cells(12, 3).Value = Sheets("Ram").Range("C7")
'Sheets("Rankning").Cells(14, 3).Value = Sheets("Ram").Range("C9")
Case 2
Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C9")
Sheets("Rankning").Cells(12, 3).Value = Sheets("Ram").Range("C11")
'Sheets("Rankning").Cells(14, 3).Value = Sheets("Ram").Range("C15")
'Case 3
'Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C13")
'Sheets("Rankning").Cells(12, 3).Value = Sheets("Ram").Range("C15")
'Case 4
'Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C15")
End Select
Select Case Lopp2
Case 1
Sheets("Rankning").Cells(10, 5).Value = Sheets("Ram").Range("E5")
Sheets("Rankning").Cells(12, 5).Value = Sheets("Ram").Range("E7")
'Sheets("Rankning").Cells(14, 5).Value = Sheets("Ram").Range("E9")
Case 2
Sheets("Rankning").Cells(10, 5).Value = Sheets("Ram").Range("E9")
Sheets("Rankning").Cells(12, 5).Value = Sheets("Ram").Range("E11")
'Sheets("Rankning").Cells(14, 5).Value = Sheets("Ram").Range("E15")
'Case 3
'Sheets("Rankning").Cells(10, 5).Value = Sheets("Ram").Range("E13")
'Sheets("Rankning").Cells(12, 5).Value = Sheets("Ram").Range("E15")
End Select
Select Case Lopp3
Case 1
Sheets("Rankning").Cells(10, 7).Value = Sheets("Ram").Range("G5")
'Sheets("Rankning").Cells(12, 7).Value = Sheets("Ram").Range("G7")
'Sheets("Rankning").Cells(14, 7).Value = Sheets("Ram").Range("G9")
'Case 2
'Sheets("Rankning").Cells(10, 7).Value = Sheets("Ram").Range("G7")
'Sheets("Rankning").Cells(12, 7).Value = Sheets("Ram").Range("G11")
'Sheets("Rankning").Cells(14, 7).Value = Sheets("Ram").Range("G15")
'Case 3
'Sheets("Rankning").Cells(10, 7).Value = Sheets("Ram").Range("G9")
'Sheets("Rankning").Cells(12, 7).Value = Sheets("Ram").Range("G15")
End Select
Select Case Lopp4
Case 1
Sheets("Rankning").Cells(10, 9).Value = Sheets("Ram").Range("I5")
Sheets("Rankning").Cells(12, 9).Value = Sheets("Ram").Range("I7")
'Sheets("Rankning").Cells(14, 9).Value = Sheets("Ram").Range("I9")
'Case 2
'Sheets("Rankning").Cells(10, 9).Value = Sheets("Ram").Range("I7")
'Sheets("Rankning").Cells(12, 9).Value = Sheets("Ram").Range("I11")
'Sheets("Rankning").Cells(14, 9).Value = Sheets("Ram").Range("I13")
'Case 3
'Sheets("Rankning").Cells(10, 9).Value = Sheets("Ram").Range("I13")
'Sheets("Rankning").Cells(12, 9).Value = Sheets("Ram").Range("I15")
End Select
Select Case Lopp5
Case 1
Sheets("Rankning").Cells(10, 11).Value = Sheets("Ram").Range("K5")
Sheets("Rankning").Cells(12, 11).Value = Sheets("Ram").Range("K7")
'Sheets("Rankning").Cells(14, 11).Value = Sheets("Ram").Range("K9")
Case 2
Sheets("Rankning").Cells(10, 11).Value = Sheets("Ram").Range("K11")
Sheets("Rankning").Cells(12, 11).Value = Sheets("Ram").Range("K13")
'Sheets("Rankning").Cells(14, 11).Value = Sheets("Ram").Range("K15")
Case 3
Sheets("Rankning").Cells(10, 11).Value = Sheets("Ram").Range("K9")
'Sheets("Rankning").Cells(12, 11).Value = Sheets("Ram").Range("K15")
End Select
Select Case Lopp6
Case 1
Sheets("Rankning").Cells(10, 13).Value = Sheets("Ram").Range("M5")
Sheets("Rankning").Cells(12, 13).Value = Sheets("Ram").Range("M7")
'Sheets("Rankning").Cells(14, 13).Value = Sheets("Ram").Range("M9")
Case 2
Sheets("Rankning").Cells(10, 13).Value = Sheets("Ram").Range("M9")
Sheets("Rankning").Cells(12, 13).Value = Sheets("Ram").Range("M11")
'Sheets("Rankning").Cells(14, 13).Value = Sheets("Ram").Range("M15")
'Case 3
'Sheets("Rankning").Cells(10, 13).Value = Sheets("Ram").Range("M13")
'Sheets("Rankning").Cells(12, 13).Value = Sheets("Ram").Range("M15")
End Select
Här ligger andra delar av programmet.
Next Lopp6
Next Lopp5
Next Lopp4
Next Lopp3
Next Lopp2
Next Lopp1
Ark ”Rankning” är själva underlaget för reducering av travsystemet.
Bilden nedan visar hästar från det sista delsystemet.
Detta ark kallas Rankning
![](data:image/png;base64,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)
Programmet fungerar bra, problemet uppstår när jag vill ändra antal hästar i de olika delsystemen, då måste jag gå in i koden och ändra.
Om jag t.ex tar bort häst nr. 8 i lopp 1, måste jag lägga in en apostrof enl. nedan. (gul markerat)
Om man vill lägga til en häst tar man bort apostrofen och ser till att Cellerna blir rätt enl nedan. (Röd markerat)
Select Case Lopp1
Case 1
Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C5")
Sheets("Rankning").Cells(12, 3).Value = Sheets("Ram").Range("C7")
'Sheets("Rankning").Cells(14, 3).Value = Sheets("Ram").Range("C9")
Case 2
Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C9")
‘ Sheets("Rankning").Cells(12, 3).Value = Sheets("Ram").Range("C11")
'Sheets("Rankning").Cells(14, 3).Value = Sheets("Ram").Range("C15")
'Case 3
'Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C13")
'Sheets("Rankning").Cells(12, 3).Value = Sheets("Ram").Range("C15")
'Case 4
'Sheets("Rankning").Cells(10, 3).Value = Sheets("Ram").Range("C15")
End Select
För att slippa ändra i koden, tänkte jag att man kanske kan använda tabellen ”Antal hästar i varje delsyst”
Jag skulle vilja styra programmet med de variabler som finns i tabellen.
Jag hoppas att detta förklarar vad jag menar lite bättre.
Mvh//Folke