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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