ARML historical results
This is a list of historical results from the American Regions Mathematics League.
Individual Winners
- 1996: Nathan Curtis (TJHSST ARML)
- 1998: Gabriel Carroll (San Francisco Bay Area ARML)
- 1999: Gabriel Carroll (San Francisco Bay Area ARML)
- 2000: Tiankai Liu (San Francisco Bay Area ARML)
- 2001: Gabriel Carroll (San Francisco Bay Area ARML)
- 2002: Ruozhou Jia (Chicago ARML)
- 2003: Anders Kaseorg (North Carolina ARML)
- 2006: Samuel Dittmer
Division A Team Winners
- 2006: North Carolina ARML (North Carolina A)
- 2005: Lehigh Valley ARML (Lehigh Valley Fire)
- 2004: TJHSST ARML (Thomas Jefferson A)
- 2003: TJHSST ARML (Thomas Jefferson A)
- 2002: TJHSST ARML (Thomas Jefferson A)
- 2001: San Francisco Bay Area ARML (San Francisco Bay A)
- 2000: Chicago ARML (Chicago A) and San Francisco Bay Area ARML (San Francisco Bay A) [tie]
- 1999: San Francisco Bay Area ARML (San Francisco Bay A)
- 1997: Minnesota ARML (Minnesota Gold)
- 1996: San Francisco Bay Area ARML (San Francisco Bay A)
- 1995: New York City ARML (New York City A)
- 1994: New York City ARML (New York City A)
- 1992: Georgia ARML (Georgia A)
- 1991: Ontario ARML (Ontario A)
- 1990: Ontario ARML (Ontario A)
- 1987: New York City ARML
- 1986: New York City ARML
- 1985: Montgomery Blair ARML
- 1984: New York City ARML
- 1983: New York City ARML
- 1982: New York City ARML
- 1981: New York City ARML
- 1980: New York City ARML
- 1979: New York City ARML
Division B Team Winners
- 2006: Colorado ARML
- 2005: Wisconsin ARML (Wisconsin Red)
- 2004: Washington ARML (Washington A)
- 2003: Connecticut ARML
- 2002: New York City ARML (NYC S)
- 1996: Upstate New York ARML (Upstate New York A)
- 1995: Chicago ARML (Chicago B)
- 1994: Texas ARML (Texas Silver)
- 1990: Upstate New York ARML
- 1988: Alabama ARML
- 1982: Chicago ARML
- 1980: Chicago ARML
In 1992, an alternate team won division B, though they were not allowed to be named champions. That alternate team included five members of the would-be Alabama ARML team, including Mathew Crawford.
