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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