Jarrod Fletcher
70.1″ reach · -0.56% reach advantage · 8th percentile
Jarrod Fletcher has a reach of 70.1″ against a height of 70.5″ — a reach advantage of -0.56%, unusually short for middleweight boxing and the 8th percentile of the 123 compared here.
Reach in context
Reach advantage
-0.56%
70.1″ reach on a 70.5″ frame
Compared against 123 middleweight boxing fighters. Median 2.83%.
| Reach | 70.1″ (178 cm) | 30th pct |
|---|---|---|
| Height | 70.5″ (179 cm) | 62nd pct |
| Stance | Orthodox | |
| Division | Middleweight Boxing | |
| Peak era | 2010s | |
| Country | Australia |
Record
Boxing record
18–3
21 bouts on record
Finish rate
56%
of wins ended inside the distance — middleweight boxing median 60%, 39th percentile
Fights
| Year | Result | Opponent | Method | Rd |
|---|---|---|---|---|
| — | L | Daniel Geale | Decision | 12 |
| — | L | Daniel Jacobs | KO/TKO | 5 |
| — | W | Max Bursak | Decision | 12 |
| — | W | Tim Kanofski | Decision | 6 |
| — | W | Philip Kotey | KO/TKO | 6 |
3 of these opponents have their own page here.
Closest in build
middleweight boxing fighters with the nearest reach advantage.
How this is worked out
- Measurements and records are read from the fighter's English Wikipedia infobox; the fight list is parsed from the article's own results table.
- Reach advantage is (reach − height) ÷ height as a percentage, so fighters of different sizes compare directly.
- Percentiles rank this fighter among the 123 middleweight boxing fighters in the dataset — chosen because it is the most specific group of at least 30 that this fighter belongs to.
Reach advantage = (reach − height) ÷ height × 100
Source: Jarrod Fletcher on English Wikipedia (CC BY-SA 4.0), as of 2026-07-07. Percentiles and derived figures computed here.