Miscellaneous Information
Ab sofort ist im aktuellen CLE Software Update, ein grafische Auswertung der Umsatzdaten mit dabei.
Folgende Möglichkeiten stehen Auswahl:
- Datenquellen:
- Artikelgruppen
- Artikelgruppen-Zusammenfassungen
- FIBU Code
- Datumsbereich: auf Tag genau wählbar
- Raster (Datenpunkte): Jahr / Quartal / Monat
- Kunde: Alle oder einzeln
- Artikelgruppen Alle, einzeln oder verschiedene
- Erlöscode Alle, einzeln oder verschiedene
Diese Kombinationen ergeben eine grosse Vielfalt an statistischen Aussagen.
![](data:image/png;base64,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)