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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