Kedves vendégeink!
Sopron területére a kiszállítás minimum 2000 Ft-os rendelés esetén ingyenes, alatta 500 Ft szállítási díjat számolunk fel.
Ágfalva, Sopronkőhida, Tómalom, Jánostelep, Gidapatak
településekre 8 000 Ft rendelés esetén ingyenes a kiszállítás, ez alatti rendelések esetében 1000 Ft szállítási díjat számolunk fel.
(Jelenleg rendszerünk a weboldalon történő rendelés esetén ezt nem tudja még kezelni, ezért a kiszállítási díjat Kollégáink utólag számolják a rendelésekhez)
Megértésüket köszönjük!
Kedves Vendégeink!
Weboldalunkon történő rendelés esetén, az összeg nem tartalmazza a csomagolás díját, ezt kollégáink utólag számolják a rendelésekhez!
Megértésüket köszönjük!
Kedves Vendégeink!
Éttermünkből a kiszállítás az alábbiak szerint elérhető:
hétfőtől-vasárnapig: 10.30:00-21.00
Rendelésfelvétel:
hétfőtől-péntekig: 8:00-tól, szombaton és vasárnap 9:00-től
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)