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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