Company updates Croatia Airlines to Increase Flights to Athens in Summer 2016 by GTP editing team 4 April 2016 written by GTP editing team 4 April 2016 0 comments Share 0FacebookTwitterLinkedinWhatsappEmail 49 Croatia Airlines, a member of the Star Alliance network, will resume its seasonal summer service to Athens as of April 7. The service will begin with two flights per week to Athens and gradually reach seven. From June 2, Croatia Airlines will increase flights from Athens to Dubrovnik and Zagreb to six per week, except Fridays, and from May 7, a flight from Athens to Split will run every Saturday. The summer seasonal flights to Athens will run until October 16. During the summer season, Croatia Airlines will directly connect Croatia with 34 destinations in 20 European countries, and in cooperation with its Star Alliance partners, with the entire world. The general sales agent (GSA) for Croatia Airlines in Greece is Intermodal Air. Follow GTP Headlines on Google News to keep up to date with all the latest on tourism and travel in Greece. Share 0 FacebookTwitterLinkedinWhatsappEmail GTP editing team This is the team byline for GTP. The copyrights for these articles are owned by GTP. They may not be redistributed without the permission of the owner. previous post Aegean to Resume Daily Morning Flights to/from Brussels next post ‘Navarino Challenge 2016’ Activities Announced on the Big Screen You may also like Greece’s Hotel Market Sees Major Investments Over Four Months 5 February 2025 Celestyal Celebrates Valentine’s Day with Free Cabin Upgrades 5 February 2025 Flisvos Beachfront Apartments Offers Seaside Stays on Skopelos Island 4 February 2025 ITA Airways Unveils New Commercial Benefits as it Joins Lufthansa Group 4 February 2025 HotelBrain Expands with 10-Year Lease of Dion Palace Resort & Spa 4 February 2025 SKY express: Free Tickets for Children, Teachers on All Santorini-Athens Flights 4 February 2025 Leave a Comment Cancel Reply Save my name, email, and website in this browser for the next time I comment. Δ