Az alábbi autók közül melyiket a legolcsóbb fenntartani?
Egymáshoz képest melyiket olcsóbb fenntartani? (fogyasztás, szerviz, alkatrészek, stb)
Citroen Xsara Picasso, 1.6 benzin, 2005-2010 körüliek.
Ford Focus mk2, 1.6 benzin, szintén 2005-2010 körüliek
Opel Astra H, 1.4 vagy 1.6 benzin, 2005-2010
data:image/jpeg;base64,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
Ford Fusion, 2005-2010, 1.4 benzin
Honda Jazz GD, 1.2 vagy 1.4 benzin, 2005-2008 körüliek



































2 japán autóm van és 1 francia. ;)
De volt már ezeken kívül jó pár japán és német is.
Azzal, hogy te nem értesz hozzájuk, nincs gond.
Igen, drágább az alkatrész egy Jazzhez, mint egy Picassohoz. Csak a Picasso egy ipari hulladék.
Kapcsolódó kérdések:
Minden jog fenntartva © 2025, www.gyakorikerdesek.hu
GYIK | Szabályzat | Jogi nyilatkozat | Adatvédelem | Cookie beállítások | WebMinute Kft. | Facebook | Kapcsolat: info(kukac)gyakorikerdesek.hu
Ha kifogással szeretne élni valamely tartalommal kapcsolatban, kérjük jelezze e-mailes elérhetőségünkön!