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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