Deltona, FL, United States · Saturday, June 13, 2026
Wings of the West Urban Ultra
Calculated from 50 km alone — the organiser has not published an elevation profile. Read 2.5 as a floor, not a verdict.
What the course asks
DUV results for the 2026 edition (50km) — finishers only. Starters are not published, so the field was at least this big and no finish rate can be given.
Typical conditions, June
Regional 2001-2020 average for June — NASA POWER, grid elevation 16 m. Not a forecast.
Results history
| Year | Race | Finishers | Men's winner | Women's winner |
|---|---|---|---|---|
| 2026 | 50km | 21 | Rohit Pawar · 06:08:04 | Christine Tamburri · 07:07:56 |
| 2025 | 50km | 24 | Aaron Reams · 06:12:17 | Joanne Fisher · 05:38:33 |
The field shrank 12% between 2025 (24) and 2026 (21). 48% of the 2026 field were women.
DUV results for the 2026 edition (50km) — finishers only. Starters are not published, so the field was at least this big and no finish rate can be given.
The Aid Station
Course-specific beta from the community
With road terrain, choose a shoe with moderate cushioning for optimal performance.
Gear for this race
Chosen for 50 km of road.
- Trail Running Shoes 50 km of road — cushioning that is still there in the last quarter.
- Race Nutrition 50 km of self-supported fuelling between aid stations.
- Hydration Vests Flask capacity for 50 km, without the bounce.
- Headlamps A 12 h limit puts you out there after dark.
- GPS Watches Battery life first — a 50 km day outlasts most full-GPS modes.
Overview
The Wings of the West Urban Ultra is a 50k road race held in Deltona, FL, with a 12-hour time limit. This limit results in a cutoff pace of 14.4 minutes per kilometer, which is more generous than 24% of 50k races.
With 21 finishers in its latest edition, this race has a smaller field than 33% of 50k races. The course takes runners on a tour of West Volusia, starting at Pioneer Settlement in Barberville, FL, and finishing at Lyonia Environmental Center in Deltona, Florida.
Similar races
Other 50K road ultras, closest in distance first.