ModPar-Funktionen - Satzimport über Anzeigefeld
Bedienung
Aufruf der Funktion |
- Menü "Funktionen (0)" - "import" - "Datensatz aus Anzeigefeld importieren"
- oder "-imp" im Schreibfeld eingeben, dann w.o.
- oder als "MAB-Paste" auf Anwenderschaltfläche ("Button")
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Geeignet ist diese Funktion zur Datenübernahme aus dem ZACK-Gateway (http://z3950.de/zack/) oder ähnlichen Web-Portalen per Copy & Paste.
Sie ermöglicht insbesondere auch dann eine Fremddatenübernahme, , wenn der direkte Weg wie über "z39" oder "DNB-Direktimport" durch die EDV-Administration nicht zugelassen wird.
Vorausgesetzt wird, dass die Darstellung des zu übernehmenden Datensatzes im einem maschinenlesbaren Format im Browser erfolgt und man diese Darstellung mittelst Copy & Paste aus dem Browserfenster in das A99-Anzeigefenster kopieren kann.
Unterstützte Formate: MAB2 (PC-Format, ab ModPar V2.19)
Vorgehen (am Beispiel des ZACK-Gateways):
1. Suchmaske (Link s.o.) aufrufen und mit passenden Suchbegriffen suchen lassen. Beispiel: "allegro-C" im Feld Titel der ZACK-Suchmaske
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)
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2. Zu einem passenden Eintrag der Ergebnisliste die interne Darstellung wählen (hier auf bvb klicken):
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![](data:image/png;base64,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)
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3. Als Format "MAB2" "lang" "latin1" "Text" "1" wählen, wenn nicht Standard. |
4. Die Daten passend markieren (mit der ###-Zeile beginnen)
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)
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5. mit <Strg+C> markierten Bereich in die Windows-Zwischenablage kopieren
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6. Jetzt die Importfunktion wie oben beschrieben aufrufen: Der Datensatz wird aus der Zwischenablage gelesen und in die Anzeige kopiert.
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)
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7. Jetzt kann man direkt im Anzeigefeld schon Änderungen vornehmen - z,B. unnötiges entfernen
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8. Mit erneutem Aufruf der Funktion werden die Daten konvertiert und sofort zur Nachbearbeitung angeboten.
TIPP: wenn man diese Funktion öfter nutzen will, kann man mit
x phrase ^d X mp-imp-dis
(im Schreibfeld eingeben) die Taste <Strg+d> mit dieser Funktion belegen.
Video zur Demonstration
Im Video ist diese Funktion über eine Anwender-Schaltfläche "MAB-Paste" erreichbar - s.a. : Modpar-Funktionen - Funktion auf Anwender-Schaltfläche (button) legen
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)
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Beteiligte Dateien: mp-imp-dis.flx, mp-i-m2pc.aim, i-1.apr, MP_Misc.flb, MP_Dis.flb, MP_DB.flb
Artikel zuletzt bearbeitet am: 08.08.2019 16:28