Eftersom du petar in bokstaven v så behandlas cellen som en text och data blir sorterat i bostavsordning istället för talordning. Då blir
V12 mindre än V2
Enklast: ta bort bokstven v i rådata (markera kolumnen och kör Sök/ersätt Ctrl+H). Då borde det sorteras som tal
Krångligare:
Skriv in en 0:a innan alla Ensiffriga veckonummer
V01
V02
V03
osv
Då blir sorteringen i bokstavsordning likaden som sifferordning
Krångligast: skapa en anpassad lista med rätt sorteringsordning
https://support.microsoft.com/sv-se/o...
På ett hjälpblad skriver du in alla 53 veckor i rätt ordning (skirv in två och skapa resten genom att "dra ner")
![](data:image/png;base64,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)
Osv ner till V53
Markera listan och gå till
Arkiv > Alternativ > Avancerat > Allmänt > Redigera anpassade listor
Klicka på "importera" för att skapa din ny alista.
Sen Markerar du din Week-kolumn och går till Sortera/filtreta-> anpassad sortering
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)
I sorteringsordning väljer du Anpassad lista
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)
Och där väljer du din nya veckonummerslista
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)
Men- Det är extremt mycket enklare att bara radera "v"