Una vez identificados en la página inicial de GeoGebra debemos ir al apartado de nuestras actividades. Para ello clicaremos a [b]RECURSOS PARA EL AULA[/b] y a continuación en [b]TUYOS[/b].[br][br][img 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[/img][br][br][br][list][*]Al clicar sobre [b]NUEVA HOJA DE TRABAJO[/b] os aparecerá una pantalla para confeccionar vuestro material[br][/*][/list][br][br][img]https://dl.dropboxusercontent.com/s/hjrc1p4ko7ggza7/fulldetreball01.png[/img][br][list][*]Podeis escoger un título y experimentar con las 7 opciones que da para acabar de diseñar una buena actividad. Por ejemplo, seleccionando [i]Applet de GeoGebra[/i], buscando un tema que os interese y añadiendo una construcción.[/*][/list][br][img]https://dl.dropboxusercontent.com/s/e02ih9792pck0x9/fulldetreball05.png[/img][br][list][*]También podeis subir un archivo [i]ggb[/i] [b]en blanco[/b] para crear un applet sobre el que experimentar libremente o construir siguiendo las indicaciones que proporcioneis.[/*][*]En cualquier caso, fijaos en la configuración avanzada: según las opciones que habilitemos se podrán hacer más o menos cosas con la actividad resultante.[/*][/list][img 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[/img][br][list][*]Podeis completar la actividad con las otras opciones (vídeo, imagen, pdf,...)[/*][*]Debeis escoger qué tipo de visibilidad le quereis dar:[br][br][img]https://dl.dropboxusercontent.com/s/noqk5f06upivytv/fulldetreball02.png[/img][br][/*][/list][list][*]Es conveniente añadir etiquetas que faciliten su búsqueda.[/*][*]En la parte inferior de la página aparece la [i]Configuración de la hoja de trabajo[/i]. Podeis escoger una imagen, poner un resumen de la actividad, escoger la edad a que va destinada, el idioma,...[br][br][img]https://dl.dropboxusercontent.com/s/pg2q5wnux6sgqm5/fulldetreball03.png[/img][br][/*][/list][list][*][b]No os olvideis finalmente de darle al botón para guardar y cerrar.[/b][/*][/list]