La Possession, La Reunion, France · Saturday, May 15, 2027
Ultra Trail des Géants - Trail des Petrels
What the course asks
DUV results for the 2026 edition (46km) — finishers only. Starters are not published, so the field was at least this big and no finish rate can be given.
Typical conditions, May
Regional 2001-2020 average for May — NASA POWER, grid elevation 533 m. Not a forecast.
Results history
| Year | Race | Finishers | Men's winner | Women's winner |
|---|---|---|---|---|
| 2026 | 46km | 864 | Titouan Fort · 05:06:42 | Claire Jacquet · 06:08:42 |
30% of the 2026 field were women.
DUV results for the 2026 edition (46km) — finishers only. Starters are not published, so the field was at least this big and no finish rate can be given.
Course notes
- terrain This is a mountain course. Poles are highly recommended for the sustained climbs.
- gear With trail terrain, choose a shoe with moderate cushioning for optimal performance.
Gear for this race
Chosen for 46 km of trail with 2,324 m of ascent.
- Trail Running Shoes 51 m of climb per kilometre — grip and rock protection before cushioning.
- Race Nutrition 46 km of self-supported fuelling between aid stations.
- Hydration Vests Pole attachment and chest-strap stability on steep ground.
- Trekking Poles 2,324 m of ascent to walk up.
- Headlamps A 17 h limit puts you out there after dark.
Overview
Scheduled for May 15, 2027, in La Possession, La Reunion, the Ultra Trail des Géants - Trail des Petrels features a field bigger than 99% of 50k peers, having drawn 864 finishers in 2026. The 46-kilometer route packs 2324 meters of elevation gain, forcing runners into sustained mountain work at a steep rate of 50.5 meters of climb per kilometer.
Despite the heavy climbing, pacing pressure remains minimal. With a 17-hour time limit requiring a pace of only 22.2 minutes per kilometer, the cut-off is more generous than 97% of 50k races, leaving substantial margin to power-hike the climbs without risking disqualification.
Similar races
Other 50K trail ultras, closest in distance first.