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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