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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