Super middleweight boxing · 2010s
Artur Kyshenko
72″ reach · +1.61% reach advantage · 39th percentile
Artur Kyshenko has a reach of 72″ against a height of 70.9″ — a reach advantage of +1.61%, short for super middleweight boxing and the 39th percentile of the 75 compared here.
Reach in context
Reach advantage
+1.61%
72″ reach on a 70.9″ frame
Compared against 75 super middleweight boxing fighters. Median 2.83%.
| Reach | 72″ (182.9 cm) | 31st pct |
|---|---|---|
| Height | 70.9″ (180 cm) | 46th pct |
| Stance | — | |
| Division | Super Middleweight Boxing competed at 4: lightweight, welterweight, middleweight, super middleweight — compared here against the last | |
| Peak era | 2010s | |
| Country | Ukraine |
Record
Boxing record
1–0
1 bouts on record
Records in more than one sport
Every incumbent database is siloed by sport. Artur Kyshenko competed in 2, so the records sit together here.
| Discipline | Won | Lost | By KO |
|---|---|---|---|
| Boxing | 1 | — | — |
| Kickboxing | 72 | 14 | 37 |
Closest in build
super middleweight boxing fighters with the nearest reach advantage.
- Christopher Rebrassé+1.62% 74″ reach · 40th pct
- Julio César Vásquez+1.51% 69″ reach · 37th pct
- Sebastian Zbik+1.44% 72″ reach · 36th pct
- David Lemieux+1.43% 70″ reach · 35th pct
- Caleb Plant+1.4% 74″ reach · 32nd pct
- James DeGale+1.4% 74″ reach · 32nd pct
- Ercument Aslan+1.87% 73″ reach · 41st pct
- Andy Lee+1.33% 75″ reach · 31st pct
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 75 super 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: Artur Kyshenko on English Wikipedia (CC BY-SA 4.0), as of 2026-03-10. Percentiles and derived figures computed here.