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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