Przez Słowację na Węgry - mapa płatnych dróg
(05-07-2021, 11:57)udelek napisał(a): A tu jest lista wszystkich przejść granicznych z krajami EU i czy będą otwarte (aktualnie mamy 2 stopień kontroli):
https://img.cz.prg.cmestatic.com/media/d...ZDIyM2.pdf
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[/img]

Czy ktoś może mi doszczegółowić różnicę pomiędzy pozycjami 2 i 3?
Odpowiedz


Wiadomości w tym wątku
RE: Przez Słowację na Węgry - mapa płatnych dróg - przez juniorow - 05-07-2021, 15:39

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