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
Fedezze fel elektromos járművekről szóló oktatóvideóinkat
Milyen messzire juthatok egy Toyota akkumulátoros elektromos járművel (BEV)?
Hogyan lehet javítani a Toyota BEV akkumulátorának hatékonyságát hideg időben?
Hogyan lehet optimalizálni a Toyota BEV hatótávolságát?
Hogyan tervezhetem meg a töltést az utazások során a Toyota elektromos autómmal?