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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