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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