Unika (egentligen distinkta om man skall vara en riktigt outhärdlig messersmither).
Problemet är att du måste aktivera Powerpivot. Det görs enklast genom att kryssa i använd datamodellen när du infogar pivottabellen:
![](data:image/png;base64,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)
Då kan du helt plötsligt räkna antal unika (det var som fan - det heter distinkta i powerpivot)
![](data:image/png;base64,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)
Formelvarianten
1). Ta fram unika böcker. t.ex i cell F1
=UNIK(A4:A23)
Då kan du använde den här kombinationen för att få fram antalet unika (distinkta) användare för första boken:
=ANTAL(UNIK(FILTER($B$4:$B$23;$A$4:$A$23=F1)))
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