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LEASING NIŻSZYCH RAT
Auto dla Twojej firmy
Leasing niższych rat to oferta skierowana do przedsiębiorców ceniących komfort oraz bezpieczeństwo. W porównaniu z Leasingiem standardowym otrzymujesz ofertę dopasowaną do Twoich potrzeb oraz niskie koszty użytkowania pojazdu.
Na czym polega Leasing niższych rat? Wpłata własna od 0% do 40% Umowa leasingowa na okres od 24 do 48 miesięcy Trzy warianty zakończenia umowy: wymiana na nowe auto, zwrot lub wykup Raty niższe nawet o 50% w porównaniu do Leasingu standardowego Wszystkie koszty serwisowe zawarte w jednej racie Miesięczne raty jako koszt uzyskania przychodu i z możliwością odliczenia VAT-u Leasing niższych rat – w przeciwieństwie do Leasingu standardowego – zapewnia przewidywalność wydatków oraz komfort użytkowania pojazdu.
Poza finansowaniem pojazdu kompleksowa rata może zawierać takie usługi, jak:
Pełne ubezpieczenie AC/OC/NNW
Wymiana i przechowywanie opon
Jak uzyskać Leasing niższych rat? 1. Określasz miesięczny budżet na samochód wraz z rocznym przebiegiem.
2. Doradca przedstawia rozwiązania obejmujące: auto, okres umowy, wpłatę własną.
3. Wybierasz wariant użytkowania pojazdu.
4. Przekazujesz doradcy dokumenty do wykonania analizy zdolności leasingowej.
6. Odbierasz nową Toyotę.
Leasing niższych rat to produkt Leasing KINTO ONE oferowany przez Toyota Leasing Polska Sp. z o.o. z siedzibą w Warszawie. Wybierając Leasing niższych rat, podpisujesz umowę Leasingu KINTO ONE. Leasing standardowy to produkt Standard Leasing oferowany przez Toyota Leasing Polska Sp. z o.o. z siedzibą w Warszawie. Wybierając Leasing standardowy, podpisujesz umowę Standard Leasingu. Przykładowa Rata miesięczna netto w Leasing KINTO ONE dla umowy leasingu zawartej na 24, 36 lub 48 miesięcy z wpłatą własną 0%, 10%, 20% lub 30% ceny pojazdu i rocznym limitem przebiegu 20 000, 40 000 lub 60 000 km. Rata nie obejmuje kosztów rejestracji pojazdu. Szczegóły Leasing KINTO ONE i ostateczne warunki finansowania są dostępne u Dilerów Toyoty. Przyznanie finansowania jest uzależnione od pozytywnej oceny zdolności kredytowej potencjalnego leasingobiorcy przez Toyota Leasing. W związku z korzystaniem z Leasing KINTO ONE pobierane są opłaty przewidziane w Tabeli Opłat i Prowizji. Niniejszy materiał przeznaczony jest dla przedsiębiorców i nie stanowi oferty w rozumieniu Kodeksu cywilnego oraz ma charakter wyłącznie informacyjny. Zdjęcie samochodu ma charakter poglądowy i może przedstawiać model w innej wersji wyposażenia. Finansującym jest Toyota Leasing Polska Sp. z o.o., ul. Wołoska 22, 02-675 Warszawa.
Poznaj możliwości, które zyskasz dzięki KINTO ONE