zeilenhöhe dynamisch anpassen

[c oco]

Hallo User,

ich brauche eure Hilfe. Wie ihr unten sehen könnt, müssen die unteren Zeilen 1, 2 und 3 die gleiche Höhe haben wie die maxHöhe. Ich habe lange rumexperimentiert aber ich bekomme das nicht hin. Könnt ihr mir helfen?
Ich hänge das PDF dran.

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[/img]


Sales_text_1 Memo_text1 ; Sales_text_2 und Memo_text2; Sales_text_3 und Memo_text3 sollen sich dynamisch anpassen.

Hierzu habe ich in jedes Feld folgendes geschrieben:
var max1 = Math.max(xfa.layout.h(SALES_TEXT_1,"cm"),
                    xfa.layout.h(MEMO_TEXT1,"cm"));
                        
var max2 = Math.max(xfa.layout.h(parent.parent.parent.TF2.TEXT2.SALES_TEXT_2,"cm"),                                  
                    xfa.layout.h(parent.parent.parent.TF2.TEXT2.MEMO_TEXT2,"cm"));
                   

var max3 = Math.max(xfa.layout.h(parent.parent.parent.TF3.TEXT3.SALES_TEXT_3,"cm"),
                    xfa.layout.h(parent.parent.parent.TF3.TEXT3.MEMO_TEXT3,"cm"));
                       
                   
var max4 = Math.max(max1,max2);  
var max5 = Math.max(max3,max4);
var maxHeight = Math.max(max5);
this.minH = maxHeight + "cm";


aber leider funktioniert es nicht.

Hoffe auf eure Hilfe.

Viele Grüße
coco

[c oco]

Sorry für das dreifache Posting. War keine Absicht.

[armine]

Hallo coco,

gleicher Code in allen Federn? Der in "Z_TEXT" sollte reichen. Nachdem du keinen XML-File geliefert hast (grrrr), habe ich alle Datenbindungen rausgeworfen und bin via "initialize" Selbstversorger geworden.

Schau dir das Ding mal unverändert an und lösche dann die /*Auskommentierung*/ in "Z_TEXT".

vg armine

[c oco]

Hallo Armine,

du bist ganz große Spitze.

Es funktioniert .

Vielen vielen Dank und einen schönen Urlaub.

Viele Grüße
coco