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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