[br][br] Un deslizador es una variable que toma distintos valores que se podrá incluir en una construcción, de manera que al variar su valor, las condiciones cambian y por tanto, el resto de objetos se[br]actualizan a los nuevos valores.[br][br][b]Vamos a construir un cuadrado de lado variable.[br][/b][br]Lo hacemos con la herramienta Deslizador[url=http://wiki.geogebra.org/es/Archivo:Tool_Slider.gif][img width=32,height=32]data:image/png;base64,R0lGODlhIAAgAPQAAP////39/e/v79/f36+vr5+fn4+Pj2BgYEBAQBAQEAAAAAAAAAAAAAAAAAAAAAAAAAECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAyH/C01TT0ZGSUNFOS4wGAAAAAxtc09QTVNPRkZJQ0U5LjAQAiDF3gAh/wtNU09GRklDRTkuMBgAAAAMY21QUEpDbXAwNzEyAAAAB09tt6UALAAAAAAgACAAAARSEMhJq7046827/2AojmRpnmhKKoo6tQDMsXJMW3WXX3tGyz9KzycZFkNB383FbDonBASBeaANNr+sdssVGVgJAZNQuD7P6E1gzW673/B1es6MAAA7[/img][/url] que se encuentra en el bloque de herramientas que hemos denominado Control.[br][br]Seleccionamos esta herramienta, al pulsar en la vista gráfica,  aparecerá el cuadro de diálogo siguiente:[br][br][img]data:image/png;base64,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[/img][br]Hay varios tipos de deslizadores: [i]número[/i], [i]ángulo[/i] o [i]entero[/i], cada deslizador, tendrá un nombre; en este caso, [b]por defecto es a.[br][/b]Le podemos asignar un valor [b]inicial [/b], un valor [b]final [/b] y un [b][i]incremento[/i].[/b][br][br][br][br]