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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