![Maske des
Formulareditors Maske des Formulareditors](data:image/png;base64,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) 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Mit Hilfe dieses einfachen Programmes lassen sich die in einer Allegro-OEB-WIN-Datenbank gespeicherten Datensatzvorlagen anpassen.
Das sehr fehlerträchtige Bearbeiten der XFORM-Datensätze per Hand ist nicht mehr nötig.
Ändern lassen sich
- die Vorgaben (Prompt)
- die Reihenfolge der Kategorien bei der Abfrage
Außerdem kann man
- Kategorien in die Liste aufnehmen
- Kategorien entfernen
- die Liste von Fehlern bereinigen |
Vorausgesetzt wird ein installiertes Allegro-OEB-WIN ab V1.2.8 und die Berechtigung 4 für den jeweiligen Bearbeiter. |
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Das Programm ist für alle Allegro-OEB-WIN-Anwender frei verwendbar. |
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download Installationsprogramm (ca. 300kB)
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Über Fragen, Hinweise und Anregungen freut sich:
Anando Eger
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