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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