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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