Home Industry sectorsLaws, Regulations & Policy Greek PM Suspends VAT Hike on Northern Aegean Islands

Greek PM Suspends VAT Hike on Northern Aegean Islands

by GTP editing team
0 comments

Greek Prime Minister Alexis Tsipras announced late Thursday that the planned value-added tax (VAT) increase on islands of the northern and eastern Aegean will be suspended. The announcement came during a televised address to the nation, during which the PM also announced benefits to low-income pensioners.

The suspended measure involved a third group of Greek islands that were to lose a special value-added tax status — a 30 percent reduced implementation of all VAT rates — and revert to the nationwide rates of 6, 13 and 24 percent.

The suspension concerns the islands of Lesvos, Chios, Samos and Kos, which have been pressured due to refugee and migration flows, and other remote islands.

The specific VAT hikes were to take effect January 1.

Santorini, Mykonos, Naxos, Paros, Rhodes and Skiathos were the first islands to lose the special tax status in October 2015 and were followed by the islands of Syros, Thassos, Andros, Tinos, Karpathos, Milos, Skyros, Alonissos, Kea, Antiparos and Sifnos in June 2016.

Follow GTP Headlines on Google News to keep up to date with all the latest on tourism and travel in Greece.

You may also like

Leave a Comment

Advertise

CONTRIBUTE

Guest posts are welcome. Read the editorial guidelines here.

Copyright Notice

Unauthorized use and/or duplication of this material without express and written permission from the author and/or owner is strictly prohibited. Excerpts of texts published in this page and links may be used, provided that full and clear credit is given to Greek Travel Pages – gtp.gr and / or GTP Headlines – news.gtp.gr with appropriate and specific direction (hyperlink) to the original content.  All photographs appearing on this site are not to be downloaded or reproduced in any way, without the prior written permission of the copyright owner.

@2025 – Web Design & Development by Generation Y