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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