[size=85](entnommen und angepasst aus: [url=https://wiki.geogebra.org/en/Reference:GeoGebra_Apps_API]https://wiki.geogebra.org/en/Reference:GeoGebra_Apps_API[/url])[/size][br][br][icon]/images/ggb/toolbar/mode_mincells.png[/icon] [b][u][size=150]"evalCommand-Befehle":[br][/size][/u][/b]Nicht für jede Anwendung in GeoGebra steht ein eigener JavaScript-Befehl zur Verfügung.[br]GeoGebra Skript hingegen hat für jede Anwendung einen passenden Befehl.[br]Will man die Vorzüge von JavaScript nutzen und trotzdem die gewohnten GeoGebra Skript Befehle verwenden, so ist die Funktion [b]ggbApplet.evalCommand()[/b] die Lösung für dieses Problem. [br][br][b]ggbApplet.evalCommand("...")[/b] wertet die angegebene Zeichenkette so aus, wie sie bei der Eingabe in die Eingabeleiste von GeoGebra ausgewertet werden würde. [br]Mehrere Befehle könnte man auch auf einmal übergeben, indem man sie mit [b]\n[/b] trennt.[br][br][color=#ff0000][u][b]ACHTUNG:[/b][/u] Es müssen englische Befehlsnamen von GeoGebra Skript verwendet werden.[/color][br][br]Die typischsten Befehle finden sich unter: [url=https://wiki.geogebra.org/de/Skripting_(Befehle)]https://wiki.geogebra.org/de/Skripting_(Befehle)[/url] oder über die Suchfunktion auf dieser Seite.[br][br][b][u]TIPP:[/u][/b][br]Sobald man einen passenden deutschen Befehl gefunden hat, kann man auf der GeoGebra-Seite unten rechts die Sprache auf Englisch stellen und erhält den entsprechenden Befehl für [b]ggbApplet.evalCommand("...")[/b].[br][img]data:image/png;base64,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[/img][br][br]Das folgende Applet soll die Benutzung von [b]ggbApplet.evalCommand("...") [/b]aufzeigen. Dazu ist zusätzlich unter der Schaltfläche das Skripting der Schaltfläche sichtbar. Auf der linken Seite befindet sich das (noch leere) Algebra-Fenster der GeoGebra-Umgebung.