La [img]https://wiki.geogebra.org/uploads/thumb/1/12/Baseline-hourglass_empty-24px.svg/24px-Baseline-hourglass_empty-24px.svg.png[/img][i]Modalità Esame[/i] è disponibile nelle app [url=https://apps.apple.com/us/developer/international-geogebra-institute-igi/id732854358][i]GeoGebra[/i] per iOS[/url].[br]Per attivare la [i]Modalità Esame[/i] sull'iPhone o iPad, apri il menu [img]https://wiki.geogebra.org/uploads/thumb/f/f6/Menu-button-open-menu.svg/20px-Menu-button-open-menu.svg.png[/img] dell'app (ad es. la Suite calcolatrici, CAS, Calcolatrice grafica) e seleziona l'opzione[img]https://wiki.geogebra.org/uploads/thumb/1/12/Baseline-hourglass_empty-24px.svg/24px-Baseline-hourglass_empty-24px.svg.png[/img][i]Modalità Esame[/i].

Dopo avere selezionato la[i][img]https://wiki.geogebra.org/uploads/thumb/1/12/Baseline-hourglass_empty-24px.svg/24px-Baseline-hourglass_empty-24px.svg.png[/img]Modalità Esame[/i] viene visualizzata una finestra di dialogo che segnala la necessità di passare in modalità [i]Uso in aereo[/i] e disattivare il Wi-Fi e il Bluetooth. In seguito viene richiesto di confermare l'[i]Autoblocco dell'app[/i] selezionando [i]Sì[/i]. Ciò assicura che l'iPhone o iPad sia bloccato sulla [i]modalità Esame[/i] di GeoGebra nell'app di [i]GeoGebra[/i] e non sia possibile accedere a nient'altro.

La prima volta che utilizzi la [i]modalità Esame[/i] nell'app di [i]GeoGebra[/i], ti verrà chiesto il permesso di accedere alla [i]Libreria foto[/i] per potere salvare una schermata dei [i]Dettagli dell'esame[/i] al termine dell'esame stesso.

Per venire incontro alle necessità e regolamentazioni delle varie regioni e nazioni, abbiamo a disposizione diverse modalità [i]Esame[/i], adattate alle richieste locali per l'utilizzo dell'app[i] GeoGebra Suite Calcolatrici[/i]. [br]Ad esempio, in Niedersachsen, Germania, gli studenti non possono utilizzare le funzionalità 3D, che sono di conseguenza disattivate nella modalità[i] Esame[/i] “Niedersachsen Abitur”.[br]La tabella seguente illustra le funzionalità disponibile per ciascuna opzione della modalità [i]Esame[/i].[br][img]data:image/png;base64,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[/img][br][br]È possibile che in futuro siano disponibili ulteriori personalizzazioni locali della modalità Esame. [br]Scegliendo la [i]Modalità Esame[/i] “[i]Suite Calcolatrici GeoGebra[/i]” si avranno a disposizione tutte le funzionalità della[i] Suite[/i].[br][br][b]Nota: [/b]Le modalità Esame regionali non possono essere utilizzate con esami iniziati in sedi con MDM.[br]

In seguito viene visualizzata la finestra di dialogo [i]Inizia l'esame,[/i] che consente di dare l'avvio a una sessione in [i]Modalità Esame[/i]. All'avvio dell'esame l'iPhone o l'iPad vengono bloccati sull'[i]app di GeoGebra,[/i] e verranno sbloccati al termine dell'esame, o dopo 8 ore. [br][br]Dopo avere selezionato [i]Inizia, [/i]il timer interno si avvia, e il colore della barra del titolo passerà da grigio a verde. Ogni esame si avvia con una Vista vuota. Ogni costruzione presente prima della sessione d'esame verrà eliminata automaticamente, se non è stata salvata in precedenza. [br][br][b]Nota:[/b] Anche dopo avere avviato la modalità [i]Esame [/i]è possibile passare da un'app all'altra della [i]Suite[/i]: [i]Calcolatrice grafica[/i], [i]Geometria[/i], [i]CAS[/i] e [i]Calcolatrice[/i] [i]3D[/i][i].[/i]

Quando un esame viene svolto con la[i] Suite Calcolatrici GeoGebra[/i], l'opzione specifica della modalità [i]Esame [/i]viene visualizzata nell'angolo in alto a sinistra della barra del titolo e nei [i]Dettagli dell'esame[/i].

Durante un esame è possibile salvare una costruzione in modo da potervi accedere nuovamente in seguito durante l'esame. Apri il [i]menu [/i]e seleziona [i]Salva[/i]: inserisci un nome per il file nella finestra di dialogo visualizzata e conferma selezionando [i]OK[/i].[br]Potrai aprire il file salvato selezionando [i]Apri [/i]nel [i]menu[/i].[br]Dopo l'uscita dalla modalità Esame, gli eventuali file salvati non saranno più disponibili.[br]

Durante la Modalità Esame puoi controllare i [img]https://wiki.geogebra.org/uploads/thumb/1/10/Baseline-assignment-24px.svg/24px-Baseline-assignment-24px.svg.png[/img][i][i]Dettagli Esame[/i][/i]. Questa opzione visualizza informazioni sulla [i]Data[/i] e [i]Ora di inizio[/i] dell'esame, oltre a informazioni relative allo stato dell'esame ([i]OK [/i]o [i]allarme[/i]). L'opzione [i]Dettagli Esame[/i] è disponibile nel menu [img]https://wiki.geogebra.org/uploads/thumb/f/f6/Menu-button-open-menu.svg/20px-Menu-button-open-menu.svg.png[/img][i] menu dell'app.[/i]

Al termine di un esame è necessario uscire dalla [i]Modalità Esame[/i], aprendo il menu [img]https://wiki.geogebra.org/uploads/thumb/f/f6/Menu-button-open-menu.svg/20px-Menu-button-open-menu.svg.png[/img] dell'app e selezionando [i][img]https://wiki.geogebra.org/uploads/thumb/1/12/Baseline-hourglass_empty-24px.svg/24px-Baseline-hourglass_empty-24px.svg.png[/img] [/i][i]Esci dall'esame[/i]. Conferma la decisione selezionando [i]Esci [/i]nella finestra di dialogo visualizzata. All'uscita dalla [i]Modalità Esame[/i] viene visualizzata automaticamente una finestra di dialogo con i [i]dettagli dell'esame[/i]. Viene inoltre salvata una schermata di questa finestra di dialogo nella [i]Libreria foto[/i] del dispositivo in uso, in modo che sia disponibile successivamente.

L'iPhone o iPad in uso non sono più bloccati sull'app GeoGebra. Il dispositivo può nuovamente essere utilizzato per qualsiasi altra funzionalità. Per potere tornare online è necessario uscire dalla modalità [i]Uso in aereo[/i] manualmente.

La [i]Modalità Esame[/i] blocca il dispositivo sull'app in uso. In iOs 13 non è possibile sbloccare la [i]Modalità Esame[/i] dell'app GeoGebra. Finché la [i]Modalità Esame[/i] e il relativo blocco dell'app saranno attivi non sarà possibile utilizzare i tasti dell'iPhone o dell'iPad. [br][br][br]Nel caso in cui l'utente riuscisse a sbloccare l'app in qualsiasi modo, verrà visualizzato un allarme visuale. La barra del titolo diventerà rossa e verrà visualizzato un report nei [i]Dettagli Esame[/i].

La [i]modalità Esame[/i] è compatibile sia con JAMF che con AirWatch. Per ulteriori informazioni sulle relative impostazioni, per favore contattateci via email all'indirizzo community@geogebra.org.