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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