[icon]/images/ggb/toolbar/mode_showhidelabel.png[/icon] [size=150][b][u]Arbeitsauftrag für den Umbau:[br][/u][/b][/size]Du bist auf geogebra.org mit deinem Benutzer-Konto angemeldet.[br]Öffne und kopiere dir nun die folgende Aktivität: https://www.geogebra.org/m/p2kwsj9c[br][center][img]data:image/png;base64,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[/img][/center]Die Aktivität besteht aus fertigen Applets, die aber nicht miteinander verknüpft sind.[br]Idee einer Verknüpfung: Benenne jedes Applet eindeutig aber unterschiedlich.[br][br][center][url=https://www.geogebra.org/m/p2kwsj9c][img]data:image/png;base64,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[/img][/url][/center]
[icon]/images/ggb/toolbar/mode_tool.png[/icon] [u][b]Umbau der drei Applets - Grundlagen der Verknüpfung:[/b][/u][br]Jedes Applet muss eine eindeutige Bezeichnung für die globale Variable [b][color=#6557d2]ggbApplet[/color][/b] bekommen, z.B. applet1 / applet2 / applet3 oder kürzer: app1 / app2 / app3.[br]Dazu muss man im globalen JavaScript beim Start des Applets die globale Variable umbenennen:[br][br]Applet zum Bearbeiten öffnen:[br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img] 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[/img][br][br]Rufe im GeoGebra-Applet über die ⚙️[b]Einstellungen [/b]eines beliebigen Objektes (rechte Maustaste) den Tab für das Skripting 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[/img][/i][/u][br][quote][u]CODE zum Kopieren - Erweitern der "Startfunktion" ggbOnInit():[br][/u][b][color=#6557d2]function ggbOnInit() {[br]if (window) {[br]window.[/color][color=#ff0000]app1[/color][color=#6557d2] = ggbApplet;[br]}[br]}[/color][/b][/quote][u][i]Bemerkung zum CODE:[/i][/u][br]"Wenn das Applet-Fenster geladen ist ( [b][color=#6557d2]if (window) { ... }[/color][/b] ), dann benenne in diesem Fenster ( [b][color=#6557d2]window[/color][/b] ) die globale Variable mit [color=#ff0000][b]app1[/b][/color]."[br][br][br]Wiederhole die Vorgehensweise bei allen drei Applets.[br][br]Nun können die Applets gezielt "angesprochen" werden, wie das Bild der Aktivität oben zeigt:[br]app1 - Oberes Applet[br]app2 - Mittleres Applet[br]app3 - Unteres Applet
[icon]/images/ggb/toolbar/mode_tool.png[/icon] [u][b]Umbau der drei Applets - Applets "kommunizieren" lassen:[/b][/u][br]Das Applet 1 (app1) soll bei Mausklick auf den Prüfen-Button den aktuellen Score an das letzte Applet (app3) senden.[br]Die Zahl für den Highscore ist in diesem Applet (app3) bereits vordefiniert als [b][color=#6557d2]h_1[/color][/b].[br][br]Applet zum Bearbeiten öffnen:[br][img]data:image/png;base64,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[/img] 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[/img][br][br]Rufe im GeoGebra-Applet über die ⚙️[b]Einstellungen [/b]eines beliebigen Objektes (rechte Maustaste) den Tab für das Skripting 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[/img][br][quote][u]CODE zum Kopieren - Erweitern der "Startfunktion" ggbOnInit():[br][/u][color=#6557d2][b]var h_1 = app1.getValue("correctCount");[br]app3.setValue("h_1",h_1);[/b][/color][/quote][u][i]Bemerkung zum CODE:[/i][/u][br]In der JavaScript-Umgebung wird eine neue Variable h_1 mit dem Wert der GeoGebra-Variablen correctCount belegt.[br]Anschließend wird im unteren Applet (app3) der Wert der Variablen h_1 in diesem Applet mit demselben Wert belegt.[br][br]Ein denkbarer kürzerer Code könnte sein:[br][b][color=#6557d2]app3.setValue("h_1",app1.getValue("correctCount"));[/color][/b][br][br]Wiederhole die Vorgehensweise beim mittleren Applet (app2) und der in Applet (app3) bereits vordefinierten Variablen [b][color=#6557d2]h_2[/color][/b].[br][br][br][b][u]Anmerkung:[/u][/b][br]Sollte man die Applets bereits beim Erstellen im Skripting verknüpfen oder sollten die Applets nicht gleichzeitig laden, empfiehlt sich eine Erweiterung des Codes, um unnötige Fehlermeldungen zu vermeiden:[br][br][b][color=#6557d2]if (window.app1 && window.app2 && window.app3) {[br]app3.setValue("h_1",app1.getValue("correctCount"));[br]}[br][/color][/b][br]Der Code wird also nur ausgeführt, wenn die drei Applet-Fenster geladen sind.