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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