![](data:image/png;base64,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)
• : Pauzeer de simulatie.
•
: Ga naar de vorige gebeurtenis op de route (manoeuvre).
•
: Tik om de snelheid van de simulatie te verhogen naar 4, 8 of 16 keer sneller. Tik
nu opnieuw om terug te keren naar de normale snelheid.
2. Tik op
om de simulatie te stoppen.
80