Heavyweight MMA · 2000s
Kimbo Slice
77″ reach · +4.04% reach advantage · 62nd percentile
Kimbo Slice has a reach of 77″ against a height of 74″ — a reach advantage of +4.04%, which is above average for a heavyweight MMA fighter and sits at the 62nd percentile of the 319 in this dataset.
Reach in context
Reach advantage
+4.04%
77″ reach on a 74″ frame
Against 319 heavyweight MMA fighters. Division median is 3.29%.
| Reach | 77″ (195.6 cm) | 42nd pct |
|---|---|---|
| Height | 74″ (188 cm) | 36th pct |
| Stance | — | |
| Division | Heavyweight MMA | |
| Peak era | 2000s | |
| Country | United States |
Record
MMA record
5–2
7 bouts recorded
Finish rate
80%
of wins ended inside the distance — division median 84%, 38th percentile
| Method | Wins | Share |
|---|---|---|
| Knockout | 4 | 80% |
| Submission | 0 | 0% |
| Decision | 1 | 20% |
Records in more than one sport
Most databases cover one discipline. Kimbo Slice competed in 2, so the records sit together here.
| Discipline | Won | Lost | By KO |
|---|---|---|---|
| MMA | 5 | 2 | 4 |
| Boxing | 7 | — | 6 |
Closest in build
Heavyweight MMA fighters with the nearest reach advantage.
- Antônio Rodrigo Nogueira +3.99% 78″ reach · 54th pct
- Maurício Rua +4.1% 76″ reach · 63rd pct
- Ciryl Gane +5.16% 81″ reach · 70th pct
- Stipe Miocic +5.28% 80″ reach · 72nd pct
- Jiří Procházka +5.28% 80″ reach · 72nd pct
- Frank Mir +5.35% 79″ reach · 76th pct
- Alexander Gustafsson +2.61% 79″ reach · 32nd pct
- Cain Velasquez +5.5% 77″ reach · 81st pct
How this is worked out
- Reach and height are read from the fighter's English Wikipedia infobox and normalised to centimetres.
- Reach advantage is (reach − height) ÷ height, expressed as a percentage, so fighters of different sizes compare directly.
- The percentile is that figure's rank among the 319 heavyweight MMA fighters in this dataset — not among everyone who has ever fought.
Reach advantage = (reach − height) ÷ height × 100
Source: Kimbo Slice on English Wikipedia (CC BY-SA 4.0), infobox as of 2026-07-29. Percentiles computed here.