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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