Hallo,
ich habe folgendes Problem.
In einer Optionsfeldgruppe (L) können die Sprachen Deutsch, Englisch und Französisch ausgewählt werden. Wird beispielsweise Englisch angeklickt, dann soll der Wert eines NumericFields auf der BookingVoucher Seite = dem Wert eines NumericFields auf der Englischen Seite entsprechen. Und das für alle Sprachen.
Das ganze habe ich mit FormCalc programmiert.
form1.Selection.L::calculate - (FormCalc, client)
if($ == "3") then
form1.Booking_Voucher.Tabelle6[0].Zeile4.NumerischesFeld1 == English_page.Tabelle1.Fußzeile.NumericField4
elseif ($ == "1") then
form1.Booking_Voucher.Tabelle6[0].Zeile4.NumerischesFeld1 == French_page.Tabelle1.Fußzeile.NumericField4
elseif ($ == "2") then
form1.Booking_Voucher.Tabelle6[0].Zeile4.NumerischesFeld1 == German_page.Tabelle1.Fußzeile.NumericField4
else $ = null
endif
Erstes Resultat: Ich konnte nicht mal mehr das Optionsfeld English anklicken und dann kam auch noch folgende Meldung:
[img]data:image/png;base64,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[/img]
Kann mir bitte jemand sagen, was ich falsch programmiert habe?
Besten Dank und viele Grüße
Stefan
If Befehl verbunden mit Optionsfelder
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- Beiträge: 2
- Registriert: 10.12.2014, 19:04
If Befehl verbunden mit Optionsfelder
Auf den ersten Blick sehe ich schon mal einen Fehler bei den verwendeten Operatoren.
Versuchs mal so.
Die Fehlermeldung ist augenscheinlich korrekt, denn durch ein Skript im calculate Event wird der Typ immer auf "Berechnet - Schreibgeschützt" gesetzt. Dein Skript versucht nun aber diesen Wert zu ändern, was ja nicht erlaubt ist.
Versuchs mal so.
Code: Alles auswählen
if ($ eq "3") then
form1.Booking_Voucher.Tabelle6[0].Zeile4.NumerischesFeld1 = English_page.Tabelle1.Fußzeile.NumericField4
elseif ($ eq "1") then
form1.Booking_Voucher.Tabelle6[0].Zeile4.NumerischesFeld1 = French_page.Tabelle1.Fußzeile.NumericField4
elseif ($ eq "2") then
form1.Booking_Voucher.Tabelle6[0].Zeile4.NumerischesFeld1 = German_page.Tabelle1.Fußzeile.NumericField4
else
$ = null
endif