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Felder in der Selektion / verknüpfung Selektionsbedingungen

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16 Feb 2023 07:53 #7471 von Weselmann
Guten Tag
ich würde gerne in einer Selektion das Feld "ausgetreten" auswählen, kann es aber nicht ind der Feldauswahl Liste finden.
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[/img]
Zweite Frage:
Wie kann  ich eine und mit einer oder Auswahl verknüpfen. Ich kann das zwar in der Selektion einbauen nach dem Speichern der Änderung wird wieder alles auf eine Gruppe zusammengeführt

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[/img]
nach speichern und wieder aufrufen steht fogendes in den Bedingungen
[img]data:image/png;base64,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[/img]
Die 'oder' Abfrage ist verschwunden
Was muß ich tun um die 'oder' verknüpfung zu behalten.

Gruß
Weselmann
 

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16 Feb 2023 13:33 #7473 von G.Eberding
Hallo Frau/Herr Weselmann??,
in der Version 3 gibt es kein Feld "ausgetreten", sondern nur "Austritt". 
Führen Sie Ihren Datenbestand nach den Datenschutzgesetzen ist diese Selektion nur im lfd. Jahr möglich.
Eine "oder" Abfrage kenne ich nicht.
Der  "img" Zahlen und Buchstaben sind unverständlich; es ist kein Bild.

MfG
Gunter Eberding

Gunter Eberding
geberding@t-online.de

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16 Feb 2023 19:46 #7475 von Weselmann
Guten TAg und nochmals Bitte entschuldigen Sie den ersten Post
Leider bin ich zu dem noch im falschen Ast gelandet, das Problem taucht bei SPG4 auf
Ich mach den Punkt nochmal unter 4 auf und hänge ein pdf mit den Bildern an
Gruß
Arne Weselmann

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