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FightIndex
Lightweight MMA · 1990s

Chris Brennan

72″ reach · +5.91% reach advantage · 92nd percentile

Chris Brennan has a reach of 72″ against a height of 68″ — a reach advantage of +5.91%, exceptional for lightweight MMA and the 92nd percentile of the 161 compared here.

Reach in context

Reach advantage

+5.91%

72″ reach on a 68″ frame

Compared against 161 lightweight MMA fighters. Median 2.83%.

-2.9%lightweight MMA reach advantage7.4%
Measurements
Reach72″ (182.9 cm)61st pct
Height68″ (172.7 cm)21st pct
StanceOrthodox
DivisionLightweight MMA
competed at 3: middleweight, welterweight, lightweight — compared here against the last
Peak era1990s
CountryUnited States

Record

MMA record

21–13

35 bouts on record

Finish rate

95%

of wins ended inside the distance — lightweight MMA median 69%, 94th percentile

KO/TKO: 1 (5%)Submission: 19 (90%)Decision: 1 (5%)
  • KO/TKO 5%
  • Submission 90%
  • Decision 5%

The career, bout by bout

35 recorded bouts from 1996 to 2012. Every incumbent shows this as a table you have to read; here it is as a shape you can see.

2000 2010 win vs Delcio Delcio (1996)win vs Steve Oliver (1996)win vs Scott Carter (1996)loss vs Pat Miletich (1997)win vs Steve Horton (1998)loss vs Pat Miletich (1998)win vs Joe Stevenson (1999)loss vs Steve Gomm (1999)win vs Robert Wynne (2000)loss vs Joe Hurley (2000)win vs Antonio McKee (2000)win vs Steve Berger (2001)win vs Kevin Hogan (2001)loss vs Takanori Gomi (2002)win vs Shannon Ritch (2002)loss vs John Alessio (2002)win vs Thomas Denny (2002)win vs John Chrisostomo (2002)loss vs Gil Castillo (2002)win vs Eiji Mitsuoka (2003)win vs Jason St. Louis (2003)loss vs Rob Emerson (2003)loss vs Takaharu Murahama (2003)loss vs Daiju Takase (2004)win vs Shannon Ritch (2005)win vs Mark Moreno (2005)loss vs Tatsuya Kawajiri (2006)loss vs Vítor Ribeiro (2006)loss vs Jean Silva (2007)win vs Adam DiSabato (2007)loss vs Quinn Mulhern (2009)win vs Brandon Gaines (2012)win vs Marvin Babe (2012)
winlossdraw / NC1996–2012

Career span

17y

1996–2012

Longest unbeaten run

3

without a loss — draws do not break it

Busiest year

2002

6 bouts

Recorded bouts

35

33 with a date

Fights

YearResultOpponentMethodRd
2012 W Brandon Gaines Submission1
2012 W Marvin Babe Submission1
2009 L Quinn Mulhern Submission1
2007 L Jean Silva KO/TKO2
2007 W Adam DiSabato Submission1
2006 L Tatsuya Kawajiri KO/TKO1
2006 L Vítor Ribeiro Submission2
2005 W Shannon Ritch Submission1
2005 W Mark Moreno Submission1
2004 L Daiju Takase Decision2
2003 W Eiji Mitsuoka Submission1
2003 W Jason St. Louis Submission1
2003 L Rob Emerson Submission
2003 L Takaharu Murahama Submission1
2002 L Takanori Gomi Decision3
2002 W Shannon Ritch Submission1
2002 L John Alessio KO/TKO1
2002 W Thomas Denny Submission1
2002 W John Chrisostomo Submission1
2002 L Gil Castillo Decision3
2001 W Steve Berger Decision3
2001 W Kevin Hogan Submission2
2000 W Robert Wynne Submission1
2000 L Joe Hurley KO/TKO1
2000 W Antonio McKee KO/TKO2
1999 W Joe Stevenson Submission1
1999 L Steve Gomm Submission1
1998 W Steve Horton Submission1
1998 L Pat Miletich Submission1
1997 L Pat Miletich Decision1
1996 W Delcio Delcio Submission1
1996 W Steve Oliver Submission1
1996 W Scott Carter Submission1
W Courtney Turner Submission16
W Randal Kemp Submission

15 of these opponents have their own page here.

How this is worked out

  1. Measurements and records are read from the fighter's English Wikipedia infobox; the fight list is parsed from the article's own results table.
  2. Reach advantage is (reach − height) ÷ height as a percentage, so fighters of different sizes compare directly.
  3. Percentiles rank this fighter among the 161 lightweight MMA 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

Full methodology →

Source: Chris Brennan on English Wikipedia (CC BY-SA 4.0), as of 2026-08-02. Percentiles and derived figures computed here.

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Amit Sharma

Auckland real-estate agent and marketer. Builds free, sourced data tools.