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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