Public Holidays in Tunisia — 2025

Tunisia keeps a short official calendar in 2025: 8 public holidays in total, so each one carries real weight for planning.

Every one of them falls on a working day this year, because none collide with the local Saturday + Sunday weekend.

The dates are spread fairly evenly — 4 before July and 4 after it — with January the busiest month.

The longest dry spell runs 85 days, from Thursday, May 1, 2025 to Friday, July 25, 2025; that is the stretch worth spending annual leave on.

1 holiday(s) sit next to the weekend, and 2 single bridge day(s) could turn into a four-day break.

Tunisia sits in Northern Africa, is run from Tunis, pays in Tunisian Dinar, and has about 11.8M people planning around these same dates.

Public holidays
8
Days off work
8
Weekend
Saturday + Sunday
Busiest month
January (1)
Longest gap
85 days
Capital
Tunis
Holiday calendar — Tunisia 2025
DateDayHolidayLocal name
Wed, Jan 1WednesdayNew Year's Dayرأس السنة الميلادية
Thu, Mar 20ThursdayIndependence Dayعيد الاستقلال
Wed, Apr 9WednesdayMartyrs' Dayعيد الشهداء
Thu, May 1ThursdayLabour Dayعيد الشغل
Fri, Jul 25FridayRepublic Dayعيد الجمهورية
Wed, Aug 13WednesdayWomen's Dayعيد المرأة
Wed, Oct 15WednesdayEvacuation Dayعيد الجلاء
Wed, Dec 17WednesdayRevolution Dayعيد الثورة

How many public holidays does Tunisia have in 2025?

8 — of which 8 fall on a working day and 0 fall on the Saturday + Sunday weekend.

What is the first public holiday in Tunisia in 2025?

رأس السنة الميلادية on Wednesday, January 1, 2025. The last one of the year is عيد الثورة on Wednesday, December 17, 2025.

Which days are the weekend in Tunisia?

Saturday + Sunday. Working-day counts on this site use that pattern, not a fixed Saturday–Sunday assumption.

When is the longest period without a public holiday in Tunisia in 2025?

Between Thursday, May 1, 2025 and Friday, July 25, 2025 — 85 days with nothing official in between.

Are these 2025 dates confirmed?

Yes, all 8 dates come from the official calendar (source: Nager.Date public holiday API) and none are moon-sighting estimates.