God kväll på er,
Joker, nu har jag gjort en "Excel2010-vänlig" version åt dig så länge du kör 64-bitars Excel, annars kommer du nästan garanterat få slut på minne med ett så stort dataset som 700K rader och 105 kolumner. Bara det blir ju över 70 miljoner celler. 32-bitars Excel har en minnesbegränsning i teorin på 2GB per arbetsbok. Oracle har dock påvisat att redan efter en minnesanvändning på drygt 700 MB kan 32-bitars Excel börja uppträda oförutsägbart.
(docs.oracle.com/applications/smartview/710/SVICG/memory_usage_considerations_for_smart_view_with_excel_32-bit_and_64-bit.htm)
Jag har iallafall vidareutvecklat mitt förslag till "version 2.0". Nu behöver man inga hjälpkolumner och det finns dessutom inte en enda cellreferens i Excels adressformat (A1:B2), alla cellreferenser använder namngivna adressområden och fält för att förhoppningsvis optimera för stora dataset.
Så här ser version 2.0 ut.
![](data:image/png;base64,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)
Tabellreferenser
Tabell: tbTalserie
Tabell rubrikrad: tbTalserie[#Rubriker]
Kolumn A: [A]
Kolumn B: [B]
Kolumn C: [C]
Namngivna områden
Cell E2: RadA
Cell E3: RadB
Cell E4: RadC
Cell E7: Grans
Formler rubriker
A1: =SUMMA(tbTalserie[A])%
B1: =SUMMA(tbTalserie[B])%
C1: =SUMMA(tbTalserie[C])%
F1: ="Poster totalt: "&ANTAL(tbTalserie[A])*KOLUMNER(tbTalserie)
Formler hämta värden
A2: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[A];RadA))
A3: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[A];RadB))
A4: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[A];RadC))
B2: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[B];RadA))
B3: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[B];RadB))
B4: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[B];RadC))
C2: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[C];RadA))
C3: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[C];RadB))
C4: =OM(ELLER(Grans<=0;Grans>100);"";INDEX(tbTalserie[C];RadC))
Formler hitta cellrader
D2: =OM(ELLER(Grans<=0;Grans>100);"";"A"&RadA+RAD(tbTalserie[[#Rubriker];[A]]))
D3: =OM(ELLER(Grans<=0;Grans>100);"";"B"&RadB+RAD(tbTalserie[[#Rubriker];[B]]))
D4: =OM(ELLER(Grans<=0;Grans>100);"";"C"&RadC+RAD(tbTalserie[[#Rubriker];[C]]))
E2: =OM(ELLER(Grans<=0;Grans>100);"";MINSTA(OM(DELSUMMA(9;FÖRSKJUTNING(tbTalserie[A];;;RAD(tbTalserie[A])-RAD(tbTalserie[[#Rubriker];[A]])))/SUMMA(tbTalserie[A])%>=Grans;(RAD(tbTalserie[A]))-RAD(tbTalserie[#Rubriker]));1))
E3: =OM(ELLER(Grans<=0;Grans>100);"";MINSTA(OM(DELSUMMA(9;FÖRSKJUTNING(tbTalserie[B];;;RAD(tbTalserie[B])-RAD(tbTalserie[[#Rubriker];[B]])))/SUMMA(tbTalserie[B])%>=Grans;(RAD(tbTalserie[B]))-RAD(tbTalserie[#Rubriker]));1))
E4: =OM(ELLER(Grans<=0;Grans>100);"";MINSTA(OM(DELSUMMA(9;FÖRSKJUTNING(tbTalserie[C];;;RAD(tbTalserie[C])-RAD(tbTalserie[[#Rubriker];[C]])))/SUMMA(tbTalserie[C])%>=Grans;(RAD(tbTalserie[C]))-RAD(tbTalserie[#Rubriker]));1))
Formler räkna poster
F2: =ANTAL(FÖRSKJUTNING(tbTalserie[A];;;RadA))&" / "&ANTAL(tbTalserie[A])
F3: =ANTAL(FÖRSKJUTNING(tbTalserie[B];;;RadB))&" / "&ANTAL(tbTalserie[B])
F4: =ANTAL(FÖRSKJUTNING(tbTalserie[C];;;RadC))&" / "&ANTAL(tbTalserie[C])
Det är alltihop på ett enda arbetsblad i mindre än 25 formler.
Nu är det bara att testköra om du vill och se om det fungerar bättre utan miljontals hjälpceller och externa referenser.
Lycka till!