MasterTabellen
Ställ dig i Masterfilens tabell
Data > hämta och transformera data > Från tabell/intevall
kryssa i "Tabellen inehåller rubriker" [ok]
Nu är du i Queryns förhandsgranskning.
Fixa eventuella problem med tabellen (format osv. Det brukar inte vara något strul)
Nu bör du ha en fråga till vänster. Högerklicka och döp om den till "Master" eller liknande
Nu skall vi läsa in den här frågan som en ren koppling:
Start > [stäng och läs in]>stäng och läs in till : Skapa endast anslutning
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)
Nu kommer du tillbaka till excel. Till höger har du en fråga. vid namn "master"
Dubbelklicka för att öppna frågan
leverantörsfilen
När du är tillbaka i Query-fönstret är det daga att importera leverantrösfilen:
Start->ny fråga->Ny källa->fil: (längst till höger)
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)
Här kan du välja en excelfil eller en mapp. Det beror på hur du kommer att jobba i fortsättningen. Antingen har du en Mapp där du alltid lägger nya leverantörsfiler. Eller också ger du alltid leverantörsfilen samma namn och lägger på samma ställer.
I mitt fortsatta exempel antar jag att du kör en fil med samma namn som alltid ligger på samma ställe (leverantörsfilen.xlsx i mitt exempel)
Excel arbetsbok -> bläddra till din leverantörsfil
[Importera]
Välj det blad, eller den tabell som innehåll de data du är ute efter
[ok]
Nu har du två frågor till vänster. Någonting i den här stilen:
![](data:image/png;base64,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)
Högerklicka och byt namn på leverantörsfrågan så att det bli mer begripligt. t.ex till Leverantör.
Slå ihop tabellerna
Markera Masterfrågan
Start->kombinera->slå ihop frågor: Slå ihop frågor
sätt mastertabellen som första tabell
och leveratör som andra tabell
markera den gemensamma kolumnen (ArtID) i båda tabellerna
Och välj en "vänster ytter" join. Då bör du se hur många rader som kommer att sammköras längst ner.
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)
[OK]
Nu får din första tabell en extra kolumn som innehåller hela tabell 2
![](data:image/png;base64,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)
Tryck på den nya kolumnens expansionsknapp och välj vilka kolumnerner du vill visa/expandera
[OK]
Nu måste du läsa in din nya tabell/fråga
Start > [stäng och läs in] >stäng och läs in (alltså den översta, annars blir det bara en fråga)
Nu bör du ha en sammanslagen tabell
Och när du behöver uppdatera kör du bara frågan "master"
Men, jag skulle som sagt var välja formellösningen...