Nonstop flights from Palanga PLQ
You can fly nonstop from Palanga Intl (PLQ) to 6 destinations in 5 countries, on 6 airlines. The airlines with the most nonstop routes here are Air Baltic (2), Norwegian Air Sweden (2) and Norwegian Air Shuttle (1). Outside Lithuania, the most destinations are in Norway (2), Denmark (1) and Latvia (1). The longest is London (STN), 889 miles (1,430 km).
Filter these routes in RoutesAll 6 nonstop destinations from PLQ
Pick one for every airline on the route, the 1-stop connections and which points programs can book it.
Airlines flying from PLQ
SkyTeam: 1 destination
- Air Baltic2 routes

- Norwegian Air Sweden2 routes

- Norwegian Air Shuttle1 route

- Ryanair1 route

- Scandinavian AirlinesSkyTeam1 route

- Wizz Air1 route

Flights from PLQ: common questions
How many nonstop destinations are there from PLQ?
6 destinations in 5 countries have a nonstop flight from Palanga Intl (PLQ), flown by 6 airlines. Pick any of them on this page to see every airline on the route and the 1-stop connections.
Which airlines fly from PLQ?
6 airlines fly nonstop from PLQ. By number of destinations: Air Baltic (2), Norwegian Air Sweden (2), Norwegian Air Shuttle (1), Ryanair (1), Scandinavian Airlines (1) and Wizz Air (1).
What is the longest nonstop flight from PLQ?
Palanga (PLQ) to London (STN), on Ryanair, at about 889 miles (1,430 km) as the crow flies. Next is Amsterdam (AMS), about 705 miles (1,134 km).
Which countries can you fly to nonstop from PLQ?
5 countries. The most destinations are in Norway (2), Denmark (1), Latvia (1), the Netherlands (1) and the United Kingdom (1).
Which airline alliance has the most routes from PLQ?
SkyTeam airlines fly to 1 destination nonstop from PLQ. The rest are flown only by airlines outside the three alliances.
More airports in Lithuania
Routes are scheduled nonstop flights. The route data is refreshed monthly; this list was last checked November 11, 2026. Seasonal routes and new launches can be missing or end early, so confirm with the airline before you book. Distances are great-circle, the shortest path between the two airports.