Hej igen,
Om det enbart skulle handla om olika antal rader mellan namnet och säljsiffran skulle man kunna lösa det med två stycken FILTER()-funktioner om man använder Excel 2021 eller 365.
En för att extrahera namnen;
=FILTER(A:A;(A:A<>"Offerter")*(A:A<>"Sälj")*(A:A<>"-")*(A:A<>""))
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)
och en för att extrahera säljvärdena;
=FILTER(B:B;A:A="Sälj")
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)
De "dubbla" säljraderna blir däremot extremt komplicerade att slå samman och kräver kodning, antingen i VBA eller med DAX.
Om det inte går att "städa" källdatan manuellt - om det exempelvis är hundratals "dubbelrader" - får du återgå till punkt tre i min ursprungspost, dvs. be "systemägaren" att generera bättre kvalitet på rapporterna du får. '