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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