God kväll nisse,
Det vore bra att veta vilken version av Excel du använder eftersom du ofta ställer frågor här på forumet.
Om du använder Excel 2021, Excel 365 eller Excel Online så kan du använda funktionen FILTER() för att samla ihop alla celler som inte är tomma med nedan dynamiska matrisformel i cell F1.
=FILTER(D1:D200;D1:D200<>"")
![](data:image/png;base64,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)
Vill du dessutom sortera värdena kan du kapsla in formeln i funktionen SORTERA() enligt nedan.
=SORTERA(FILTER(D1:D200;D1:D200<>""))
![](data:image/png;base64,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)
Och vill du till sist ta bort alla dubbletter kan du lägga till funktionen UNIK().
=UNIK(SORTERA(FILTER(D1:D200;D1:D200<>"")))
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)
Använder du någon äldre version av Excel (2019, 2016, 2013, 2010 eller 2007) så är det mycket mer komplicerat att skriva en formel som gör samma jobb. Då är det betydligt enklare att använda Excels inbyggda verktyg "Sortera, Filtrera eller Avancerat" från verktygsmenyn.