permet de re-dérouler la construction pas à pas via ses boutons. [br][br][br][img 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[/img]
[list=1][*]Cliquer sur le bouton [img]https://wiki.geogebra.org/uploads/thumb/f/f6/Menu-button-open-menu.svg/16px-Menu-button-open-menu.svg.png[/img] [i]Menus[/i].[br][/*][*]Sélectionner [img]https://wiki.geogebra.org/uploads/thumb/6/67/Menu-view.svg/16px-Menu-view.svg.png[/img] [i]Affichage[/i].[br][/*][*]Cocher [i][i]Bar[/i]re Navigation [/i].[br][/*][*]Fermer en cliquant à nouveau sur le bouton [img]https://wiki.geogebra.org/uploads/thumb/f/f6/Menu-button-open-menu.svg/16px-Menu-button-open-menu.svg.png[/img] [i]Menus[/i].[/*][/list]
Le [img]https://wiki.geogebra.org/uploads/thumb/6/66/Menu_view_construction_protocol.svg/20px-Menu_view_construction_protocol.svg.png[/img] [i]Protocole de Construction[/i] fournit des informations détaillées sur les étapes de la construction.
[list=1][*]Cliquer sur le bouton [img]https://wiki.geogebra.org/uploads/thumb/f/f6/Menu-button-open-menu.svg/16px-Menu-button-open-menu.svg.png[/img] [i]Menus[/i].[br][/*][*]Sélectionner [img]https://wiki.geogebra.org/uploads/thumb/6/67/Menu-view.svg/16px-Menu-view.svg.png[/img] [i]Affichage[/i].[br][/*][*]Cocher l'option [img]https://wiki.geogebra.org/uploads/thumb/6/66/Menu_view_construction_protocol.svg/20px-Menu_view_construction_protocol.svg.png[/img] [i][i]Protocole de c[/i]onstruction.[/i][i][/i][br][/*][*]Fermer en cliquant à nouveau sur le bouton [img]https://wiki.geogebra.org/uploads/thumb/f/f6/Menu-button-open-menu.svg/16px-Menu-button-open-menu.svg.png[/img] [i]Menus[/i].[/*][/list]