Skip to content

Adam Knagg & Michael Gardner — Birmingham 2026

M 45-49 n = 1035
Finish · net time
1:42:47
+32:23 v median 1:10:24
Course −1:28 v season average ±0:14 · 2,072 teams
Men
1017/1035
45-49
88/89
Field beaten
2%

The race, in three figures

Field beaten
17%
Runs
1%
Stations
Biggest gain
1000m SkiErg
+0:21
v median
913/1035
Rank
Biggest loss
100m Sandbag Lunges
+6:19
v median
1035/1035
Rank

The race, in words

Adam Knagg & Michael Gardner finished 1,017th of 1,035 men's teams in the Doubles Open division at Birmingham 2026, in 1:42:47.

If there was time left out there, it was on the sandbag lunges, 6:19 behind the median. The roxzone cost time: 7:39, behind 86% of the field.

Birmingham ran fast: the 2,072 teams who also raced elsewhere this season were about 1:28 quicker here than at their other races.

Eight blocks

Bar = field beaten · tick = median

  1. Block 01 10:15
    Running 1 5:54
    v median +0:50
    v median +0:21
  2. Block 02 7:42
    Running 2 4:44
    v median +0:17
    v median +0:56
  3. Block 03 10:12
    Running 3 5:05
    v median +0:24
    v median +1:53
  4. Block 04 12:42
    Running 4 5:17
    v median +0:36
    v median +4:14
  5. Block 05 11:26
    Running 5 5:57
    v median +1:11
    1000m Row 5:29
    v median +1:04
  6. Block 06 9:28
    Running 6 5:52
    v median +1:09
    v median +2:01
  7. Block 07 15:42
    Running 7 5:57
    v median +1:10
    v median +6:19
  8. Block 08 17:50
    Running 8 7:56
    v median +3:11
    Wall Balls 9:54
    v median +5:36

Roxzone, per block

Approach · Exit 7:39

B1 · 1000m SkiErg
1:05
0:20 0:45
B2 · 50m Sled Push
0:55
0:11 0:44
B3 · 50m Sled Pull
0:48
0:04 0:44
B4 · 80m Burpee Broad Jump
44:24
0:19 44:05
B5 · 1000m Row
0:43
0:22 0:21
B6 · 200m Farmers Carry
1:47
1:02 0:45
B7 · 100m Sandbag Lunges
1:51
0:57 0:54
B8 · Wall Balls
—
No mats

Elsewhere

The board

Doubles Open · Men at Birmingham 2026

See this race on page 62
Source Unofficial
Event
Birmingham 2026
Division
HYROX DOUBLES
Contest
HD_LR3MS4JI1945
Measured against
Men · n = 1035