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
O SERWISIE DOBRYCH CEN Serwis Dobrych Cen to oferta usług w rozsądnych cenach. Sprawdź i skorzystaj z usług dla modeli AYGO, Yaris, Auris, Corolla, Avensis, Toyota C‑HR, RAV4, Prius, Land Cruiser, Hilux oraz PROACE.
USŁUGI SERWISU DOBRYCH CEN
Korzyści programu
Najpopularniejsze usługi mechaniczne dla samochodów Toyota po gwarancji
<p>W programie Serwis Dobrych Cen znajdują się wyselekcjonowane usługi serwisowe (zawierające cenę części oraz koszt jej wymiany), które są szczególnie istotne z punktu widzenia eksploatacji samochodów nieobjętych już 3-letnią gwarancją fabryczną.</p>
Przejrzyste ceny, bez ukrytych kosztów
<p>W programie Serwis Dobrych Cen dokładnie wiesz, ile i za co zapłacisz. Aktualne, rozsądne ceny usług dla Twojego auta są opublikowanie w tzw. kalkulatorze SDC. Każda z podanych cen stanowi sumaryczną wartość (brutto) użytych części i robocizny.</p>
Prosta, przyjazna obsługa
<p>Możesz szybko sprawdzić, ile zapłacisz za wybrane usługi w przypadku Twojego modelu u dowolnego Dilera Toyoty. Skorzystaj z zakładki kalkulator i przekonaj się, że Serwis Dobrych Cen oferuje bardzo rozsądne ceny. Po sprawdzeniu, ile wynoszą ceny usług dla Twojego samochodu, możesz błyskawicznie skontaktować się z wybranym Dilerem Toyoty i zarezerwować wizytę telefonicznie lub e-mailem.</p>
Usługi serwisowe wykonywane z zachowaniem standardów jakościowych Toyoty
<p>Twoim samochodem zajmą się przeszkoleni mechanicy Toyoty, posiadający pełną wiedzę techniczną o Twoim pojeździe. Każda z usług wykonywana będzie w sposób zgodny z procedurą producenta.</p>
<p> </p>
Tylko oryginalne produkty marki Toyota
<p>W programie Serwis Dobrych Cen stosowane są wyłącznie oryginalne części zamienne Toyoty – sygnowane logo marki, objęte gwarancją producenta.</p>
Kontakt Zapraszamy Państwa do kontaktu z wybranym Autoryzowanym Dilerem Toyoty Autoryzowany Diler Toyoty pozostaje do dyspozycji, oferując:
Opony i kompletne koła
Przechowanie kół/opon
Przeglądy okresowe
Nową ochronę gwarancyjną w programie Gwarancja Toyota Relax
Sprzedaż i montaż akcesoriów
Obsługi i naprawy mechaniczne
Naprawy blacharsko‑lakiernicze
Sprzedaż ubezpieczeń komunikacyjnych
Inne zlecone prace