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Middleweight boxing · 2000s

Alfredo Angulo

69″ reach · 0% reach advantage · 11th percentile

Alfredo Angulo has a reach of 69″ against a height of 69″ — a reach advantage of 0%, unusually short for middleweight boxing and the 11th percentile of the 123 compared here.

Reach in context

Reach advantage

0%

69″ reach on a 69″ frame

Compared against 123 middleweight boxing fighters. Median 2.83%.

-3.8%middleweight boxing reach advantage8.7%
Measurements
Reach69″ (175.3 cm)10th pct
Height69″ (175.3 cm)29th pct
StanceOrthodox
DivisionMiddleweight Boxing
competed at 2: light middleweight, middleweight — compared here against the last
Peak era2000s
CountryMexico

Record

Boxing record

26–8

34 bouts on record

Finish rate

81%

of wins ended inside the distance — middleweight boxing median 60%, 89th percentile

By knockout: 21 (81%)By decision: 5 (19%)
  • By knockout 81%
  • By decision 19%

The career, bout by bout

38 recorded bouts from 2005 to 2024. Every incumbent shows this as a table you have to read; here it is as a shape you can see.

2010 2020 win vs Daniel Stanislavjevic (2005)win vs Jonathan Taylor (2005)win vs Tomas Padron (2005)win vs Raymundo Valenzuela (2006)win vs Javier Arceo (2006)win vs Manuel Alfonso Mada (2006)win vs Archak TerMeliksetian (2007)win vs Emmanuel Gonzalez (2007)win vs Taronze Washington (2007)win vs Israel Garcia (2007)win vs Lance Moody (2007)win vs Andrey Tsurkan (2008)win vs Richard Gutierrez (2008)win vs Ricardo Cortés (2008)win vs Harry Joe Yorgey (2009)win vs Gabriel Rosado (2009)loss vs Kermit Cintrón (2009)win vs Cosme Rivera (2009)win vs Joachim Alcine (2010)win vs Joel Julio (2010)loss vs James Kirkland (2011)win vs Joe Gomez (2011)win vs Jorge Silva (2012)win vs Raul Casarez (2012)loss vs Erislandy Lara (2013)loss vs James de la Rosa (2014)loss vs Canelo Álvarez (2014)win vs Hector Munoz (2015)win vs Delray Raines (2015)loss vs Freddy Hernández (2016)loss vs Sergio Mora (2018)win vs Peter Quillin (2019)win vs Evert Bravo (2019)loss vs Vladimir Hernandez (2020)loss vs Julian Lane (2024)win vs Jeremiah Riggs (2024)
winlossdraw / NC2005–2024

Career span

20y

2005–2024

Longest unbeaten run

16

without a loss — draws do not break it

Busiest year

2007

5 bouts

Recorded bouts

38

36 with a date

Fights

YearResultOpponentMethodRd
2024 L Julian Lane Decision5
2024 W Jeremiah Riggs KO/TKO1
2020 L Vladimir Hernandez Decision10
2019 W Peter Quillin Decision10
2019 W Evert Bravo KO/TKO2
2018 L Sergio Mora Decision8
2016 L Freddy Hernández Decision10
2015 W Hector Munoz 5
2015 W Delray Raines KO/TKO5
2014 L James de la Rosa Decision10
2014 L Canelo Álvarez KO/TKO10
2013 L Erislandy Lara KO/TKO10
2012 W Jorge Silva Decision10
2012 W Raul Casarez KO/TKO1
2011 L James Kirkland KO/TKO6
2011 W Joe Gomez KO/TKO1
2010 W Joachim Alcine KO/TKO1
2010 W Joel Julio KO/TKO11
2009 W Harry Joe Yorgey KO/TKO3
2009 W Gabriel Rosado KO/TKO2
2009 L Kermit Cintrón 12
2009 W Cosme Rivera KO/TKO5
2008 W Andrey Tsurkan KO/TKO10
2008 W Richard Gutierrez KO/TKO5
2008 W Ricardo Cortés KO/TKO1
2007 W Archak TerMeliksetian KO/TKO1
2007 W Emmanuel Gonzalez KO/TKO2
2007 W Taronze Washington KO/TKO3
2007 W Israel Garcia KO/TKO4
2007 W Lance Moody KO/TKO1
2006 W Raymundo Valenzuela 2
2006 W Javier Arceo KO/TKO1
2006 W Manuel Alfonso Mada 4
2005 W Daniel Stanislavjevic 6
2005 W Jonathan Taylor 3
2005 W Tomas Padron 4
? Decision 2024
? Opponent

10 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 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

Full methodology →

Source: Alfredo Angulo on English Wikipedia (CC BY-SA 4.0), as of 2026-07-06. Percentiles and derived figures computed here.

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Amit Sharma

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