Jag begriper inte heller din tabell. Men om vi kopierar C's sätt att skriva tabellen så kan du köra filter för att plocka ut det du vill
=FILTER(A6:A11;(A2
****ED***
Formeln dog i Excelforums HTML-filter. Jag testar att vända på den
=FILTER(A6:A11;(A2
'***/ED*****
***ED 2***
Nehe. En vändning till?
=FILTER(A6:A11;(B7:B12>A2)*(B6:B11<=A2)*(C7:C12>B2)*(C6:C11<=B2))
***ED 2***
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)
Men, då kommer du alltså att få ett felmeddelande om du har Sys under 90 men Dia =60. Det känns lite skumt...
Var kommer din tabell ifrån? Är du säker på att det inte skall vara "eller"?