Destinations news Tour Operators Call for Official Nude Beach on Rhodes, Greece by GTP editing team 18 November 2014 written by GTP editing team 18 November 2014 0 comments Share 0FacebookTwitterLinkedinWhatsappEmail 12 Photo: Greek Travel Pages International tour operators during the World Travel Market in London earlier this month called on Greek tourism decision-makers to create an official nude beach on the Dodecanese island of Rhodes. According to local news site Rodos@larm, the Greek National Tourism Organization (GNTO) is considering the idea but adds that local authorities and groups will most likely express disagreement. The tour operators cited an increased demand by customers wishing to visit Rhodes for a nude beach like those that exist in many other Mediterranean resorts. According to Rodos@larm, the proposal outlines the establishment of an official nude beach that will include basic facilities: running water, cabins and chemical toilets and will be fenced off with ticket-only access. 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 Greek Resorts Shine at World Golf Awards 2014 next post Report: Russian Travel Market Remains Stable Despite Challenges You may also like Test post 6 June 2025 Greek Tourism Ministry Monitors Santorini Situation as Seismic Activity Continues 5 February 2025 Greek PM Reassures Public About Santorini’s Ongoing Seismic Activity 5 February 2025 Milos: Ministry Suspends 5-star Hotel Construction Near Sarakiniko Beach 5 February 2025 Peiraios Industrial Complex to Become Athens’ New Cultural Hub 5 February 2025 Santorini: New Safety Measures Announced as Seismic Activity Continues 4 February 2025 Leave a Comment Cancel Reply Save my name, email, and website in this browser for the next time I comment. Δ
