KIX - Forum

Community => Fragen | Konfiguration | Hilfe => Thema gestartet von: Marvin G. - FZJ am 22.06.2022 17:22:45

Titel: Anpassung der vordefinierten Diagramme
Beitrag von: Marvin G. - FZJ am 22.06.2022 17:22:45
Hallo, 


im KIX 18 sind drei recht nützliche Diagramme vorgegeben. Unter anderem kann man hier schön eine Übersicht der Tickets in den Prioritäten bekommen bzw. der Tickets in den Status. Ich habe bei uns eine Priorität deaktiviert und auch zwei der vorgegebenen Status raus genommen. Leider bleiben diese aber in den Diagrammen. In den entsprechenden Sysconfig-Schlüsseln bzw. der "GUI Konfiguration" finde ich aber keine Liste oder ähnliches, in denen die angegebenen Werte definiert werden. Neu angelegte Status werden hier auch angezeigt, nur die ungültig gesetzten verschwinden nicht. Gibt es hier irgendwas bei zu beachten?
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)
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)

Vielen Dank und viele Grüße 
Marvin
Titel: Re: Anpassung der vordefinierten Diagramme
Beitrag von: Torsten Thau am 23.06.2022 08:20:57
Hallo,


die Charts werden in v24 auf eine andere Grundlage gestellt (Berichte) und sind dann nicht mehr statisch und auf die vorgegebenen Status und Werte beschränkt.


CU, Torsten