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Orlando 2021 / Doubles Open · Men / Season 3 (2020/21)

Markus Emerson & Nick Sylvester — Orlando 2021

Markus Emerson Nick Sylvester
M 30-39 n = 7
Finish · net time
1:11:59
+0:00 v median 1:11:59
Men
4/7
30-39
1
Field beaten
43%

The race, in three figures

Field beaten
50%
Runs
48%
Stations
Biggest gain
80m Burpee Broad Jump
−0:28
v median
1/7
Rank
Biggest loss
100m Sandbag Lunges
+0:41
v median
5/7
Rank

The race, in words

1:11:59 at Orlando 2021 put Markus Emerson & Nick Sylvester 4th of 7 men's teams in the Doubles Open division.

If there was time left out there, it was on the sandbag lunges, 0:41 behind the median.

Eight blocks

Bar = field beaten · tick = median

  1. Block 01 8:16
    Running 1 4:22
    v median −0:02
    1000m SkiErg 3:54
    v median −0:06
  2. Block 02 7:24
    Running 2 4:49
    v median −0:02
    50m Sled Push 2:35
    v median +0:02
  3. Block 03 9:33
    Running 3 5:42
    v median +0:03
    50m Sled Pull 3:51
    v median +0:00
  4. Block 04 8:10
    Running 4 5:49
    v median +0:01
    80m Burpee Broad Jump 2:21
    v median −0:28
  5. Block 05 10:16
    Running 5 5:49
    v median +0:00
    1000m Row 4:27
    v median −0:05
  6. Block 06 8:29
    Running 6 5:55
    v median +0:00
    200m Farmers Carry 2:34
    v median −0:01
  7. Block 07 10:12
    Running 7 6:13
    v median +0:43
    100m Sandbag Lunges 3:59
    v median +0:41
  8. Block 08 9:46
    Running 8 5:38
    v median +0:32
    Wall Balls 4:08
    v median +0:14

Against the middle of your field

Men · n = 7

A pace, not a person: at every mat, the middle of the 7 men's teams who finished.

5:00 5:00 SkiErg Sled Push Sled Pull Burpee Broad Jump Row Farmers Carry Sandbag Lunges Finish Middle ↑ You ahead ↓ Field ahead 0:00
You ahead Field ahead Middle half · 25th–75th Crossed the middle · 0 Finish · 0:00 ahead

Elsewhere

The board

Doubles Open · Men at Orlando 2021

See this race on page 1
Other races by this team
Source Official
Event
Orlando 2021
Division
HYROX DOUBLES
Contest
HD_2EFMS4JI21F
Measured against
Men · n = 7