[size=150][b]Arbeitsauftrag[/b][br][/size][br]Wenn du die GeoGebra Aktivitäten, Books, Classroom etc. nutzen möchtest, musst du dir bei GeoGebra einen Account anlegen. [br]Öffne dazu diesen [url=https://www.geogebra.org/]Link[/url], wähle den Button "ANMELDEN" und melde dich an bzw. erstelle eine Konto. [br][img]data:image/png;base64,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[/img]