Aktuelle Seitenzahl + Gesamtseitenzahl in Javascript

Fragen & Antworten zur Steuerung von 3D Inhalten in PDFs über JavaScript
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PauleDerFaule
Beiträge: 10
Registriert: 13.02.2014, 17:17

Aktuelle Seitenzahl + Gesamtseitenzahl in Javascript

Beitrag von PauleDerFaule » 18.02.2014, 11:07

Hallo Zusammen,

ich habe mir aus allenmöglichen Forenbeiträgen folgendes Script zusammengebastelt:

[img]data:image/png;base64,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[/img]

Meine Java-Kenntnisse sind nicht allzu prickelnd...

Er zeigt jetzt auf jeder Seite "Seite 1 von 4". Auch auf Seite 2 steht dann "Seite 1 von 4"

Wo muss hier noch eine Änderung im Script erfolgen?

Benutzeravatar
Merklin
Beiträge: 1857
Registriert: 04.04.2009, 17:03

Aktuelle Seitenzahl + Gesamtseitenzahl in Javascript

Beitrag von Merklin » 18.02.2014, 11:39

Hi,

versuche es mal damit.

VG Merklin
Du hast keine ausreichende Berechtigung, um die Dateianhänge dieses Beitrags anzusehen.

PauleDerFaule
Beiträge: 10
Registriert: 13.02.2014, 17:17

Aktuelle Seitenzahl + Gesamtseitenzahl in Javascript

Beitrag von PauleDerFaule » 18.02.2014, 13:00

Hi,

ich habe einen Button, der mehrere Fehler auf Basis Javascript erstellt und errechnet (z.B. Datum).  Ich hätte gerne, dass dieser auch die Seitenzahl einfügt.

Bei dem von dir bereitgestellten PDF wüsste ich nicht, wie ich das über Javascript darstellen könnte...

Benutzeravatar
Merklin
Beiträge: 1857
Registriert: 04.04.2009, 17:03

Aktuelle Seitenzahl + Gesamtseitenzahl in Javascript

Beitrag von Merklin » 19.02.2014, 01:19

..................

na, dann zeige doch mal dein Script. Vielleicht kann man da ja etwas machen. ;);)

VG Merklin

PauleDerFaule
Beiträge: 10
Registriert: 13.02.2014, 17:17

Aktuelle Seitenzahl + Gesamtseitenzahl in Javascript

Beitrag von PauleDerFaule » 19.02.2014, 07:57

Also für den Button sind es verschiedene Java-Scripts, die auch alle funktionieren. Nur der eine nicht.

Das Script habe ich in dem oberen Beitrag als Screenshot angehängt.

Antworten