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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