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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