[size=150]In vielen Fällen möchte man nicht nur einen Text anzeigen, sondern auch zugehörige konkrete Werte. [br]Das ist mit einem sogenannten [i]dynamischen Text[/i] möglich. [br]Neben üblichen Zeichen auf der Tastatur können dann Objekte ausgewählt und eingefügt werden.[br]Im Text können dann die aktuellen Werte von Objekten angezeigt werden. [br][br][img]data:image/png;base64,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[/img][/size]