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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