--- title: "Wat is er aan bijzondere handelingen mogelijk in besteladviezen in een interfiliaal situatie?" slug: "wat-is-er-aan-bijzondere-handelingen-mogelijk-in-besteladviezen-in-een-interfiliaal-situatie" tags: ["QA312"] updated: 2024-03-06T11:02:23Z published: 2024-03-06T11:02:23Z canonical: "docs.retailvista.net/wat-is-er-aan-bijzondere-handelingen-mogelijk-in-besteladviezen-in-een-interfiliaal-situatie" --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.retailvista.net/llms.txt > Use this file to discover all available pages before exploring further. # Wat is er aan bijzondere handelingen mogelijk in besteladviezen in een interfiliaal situatie? <span class="fr-marker" data-id="0" data-type="true" style="display: none; line-height: 0;"></span><span class="fr-marker" data-id="0" data-type="false" style="display: none; line-height: 0;"></span>Dit document beschrijft de bijzondere mogelijkheden bij gebruik van besteladviezen in een interfiliaal situatie. Bijzondere mogelijkheden zijn bijvoorbeeld statistiek, het alsnog centraliseren van een decentrale order, bestellen van over-voorraad et cetera. ## Statistiek Tijdens het werken met besteladviezen kan het op een bepaald moment handig zijn om inzicht te krijgen in de totale orderwaarde per leverancier, per vestiging en combinatie daarvan. Via de knop 'Inkoopwaarde overzicht' verschijnt onderstaand scherm waarin die bedragen vermeld worden. 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) ## Over-voorraad Via de filter optie in het besteladvies scherm kan gekozen worden voor het tonen van bijvoorbeeld alleen die artikelen waarvan een of meerdere vestigingen over-voorraad hebben (meer voorraad als wat vestiging volgens optimale voorraad zou moeten hebben). Door dit filter te activeren worden alleen die regels zichtbaar en ontstaat snel inzicht in de over-voorraad situatie. Vervolgens kan makkelijk besloten worden om bepaalde besteladvies regels om te boeken naar interne bestellingen. Via hetzelfde filter is het ook mogelijk om alleen die artikelen te tonen waarvan een of meerdere vestigingen geen voorraad meer hebben. Het ligt voor de hand om dergelijke regels in ieder geval te bestellen. 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) In onderstaand scherm wordt de over-voorraad zichtbaar doordat deze in een afwijkende cel kleur opgelicht wordt. ![](data:image/png;base64,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) Behalve het handmatig omzetten van bestellingen naar vestigingen met over-voorraad kan ook geautomatiseerd plaats vinden. Via 'Muteren besteladvies' kan als actie gekozen worden voor 'Bestel over-voorraad'. In het scherm wat daarop volgt kan aangegeven worden wat het criterium is voor het bestellen van voorraad bij een andere vestiging, bijvoorbeeld alleen omzetten naar een andere vestiging mits die vestiging het volledige aantal gewenste stuks kan leveren (100%). 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) 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) ## Centraliseren/decentraliseren order Bij het maken van een besteladvies wordt gekeken naar de instellingen of er voor de combinatie van vestiging en leverancier centraal of decentraal besteld wordt. Er ontstaat wel een totaal besteladvies, maar bij het definitief maken van het besteladvies kan dat resulteren in centrale en/of decentrale inkooporders. Via 'Muteer besteladviezen' kan in onderstaand scherm gekozen worden voor het centraliseren of juist decentraliseren van bestelregels. In het scherm wat daarop volgt kan aangegeven worden of het centraliseren of decentraliseren geldt voor specifieke vestiging(en) en optioneel voor welke leverancier. ![](data:image/png;base64,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) 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)