Head to head · Duathlon
Compare athletes
Up to 10 athletes side by side: rank at the end of every leg, split at every mat, and time on each leg — including the transitions, where a surprising number of these duels are actually decided.
✎ Bib ridden by someone else? Set the real name — display only, kept in the share link.
Who led after each leg
Race replay 🐎
Athletes move along the real course profile, positions interpolated between the timing mats from their split times.
The mountain behind the replay is a schematic: real checkpoint distances, public landmark altitudes, straight lines in between. Most checkpoint distances on this course are interpolated, so read it as a shape, not a profile.
Position at every mat
Splits at every mat
| Mat | BLONDEL-HERMANT | DRIEVER |
|---|---|---|
| Start km 0 | 0:00 | 0:00 |
| Run 1 finish km 6.5 | 19:56 | 20:43+47s |
| T1 out km ≈6.6 | 20:49 | 21:32+43s |
| Pied de l'Alpe km 8.25 | 23:59 | 24:43+44s |
| La Garde km ≈11.41 | 33:55 | 35:18+1:23 |
| Huez km ≈16.6 | 51:31 | 53:07+1:36 |
| Virage 3 km ≈19.31 | 1:01:06 | 1:02:34+1:28 |
| Bike in km 21.83 | 1:11:28 | 1:12:49+1:21 |
| T2 out km ≈21.93 | 1:12:12 | 1:13:41+1:29 |
| Run 2 — mid km ≈24.24 | 1:20:13 | 1:21:52+1:39 |
| Preview mat km ≈27.1 | 1:30:21 | 1:32:18+1:57 |
| Finish km 27.185 | 1:30:42 | 1:32:37+1:55 |
Bold = first of the group through the mat; red gap = time behind them. ≈ = the mat’s course km is interpolated.
Leg by leg
| Segment | BLONDEL-HERMANT | DRIEVER |
|---|---|---|
| Run 1Run | 19:56rank 3 | 20:43+47s |
| T1 (run → bike)Transition≈ km | 0:52+3s | 0:49rank 28 |
| BikeBike≈ km | 50:39rank 1 | 51:17+38s |
| T2 (bike → run)Transition≈ km | 0:43rank 1 | 0:52+9s |
| Run 2Run≈ km | 18:30rank 5 | 18:56+26s |
| Montée de l'Alpe d'HuezClimb | 47:29rank 1 | 48:05+36s |
Bold = fastest of the group on the leg; the fastest line shows their overall segment rank instead of a gap.
Comparisons stay inside one race. The three races of the weekend have different courses, different mats and different fields, so a time in one is not comparable to a time in another.