1970 ABA Playoffs

The 1970 ABA Playoffs was the postseason tournament of the American Basketball Association's 1969-1970 season. The tournament concluded with the Eastern Division champion Indiana Pacers defeating the Western Division champion Los Angeles Stars, four games to two in the ABA Finals.


  Division Semifinals Division Finals ABA Finals
                           
  1  Denver Rockets 4  
3  Washington Caps 3  
  1  Denver Rockets 1  
Western Division
    4  Los Angeles Stars 4  
4  Los Angeles Stars 4
  2  Dallas Chaparrals 2  
    W4  Los Angeles Stars 2
  E1  Indiana Pacers 4
  1  Indiana Pacers 4  
3  Carolina Cougars 0  
1  Indiana Pacers 4
Eastern Division
    2  Kentucky Colonels 1  
4  New York Nets 3
  2  Kentucky Colonels 4  

The Indiana Pacers finished the season with the league's best regular season record (59-25, .702) before going on to win the ABA championship. This same feat was accomplished by the Oakland Oaks during the prior season and by the Pittsburgh Pipers in the year before that.

The Pacers became the first ABA champions to return in the same form for the following season. The Oakland Oaks became the Washington Caps for the 1969-1970 ABA season; the Pittsburgh Pipers had become the Minnesota Pipers after winning the ABA championship the prior season.

Roger Brown of Indiana was the Most Valuable Player of the ABA playoffs.

Western Division

Champion: Los Angeles Stars

Division Semifinals

(1) Denver Rockets vs. (3) Washington Caps: Rockets win series 4-3

(2) Dallas Chaparrals vs. (4) Los Angeles Stars: Stars win series 4-2

Division Finals

(1) Denver Rockets vs. (4) Los Angeles Stars: Stars win series 4-1

Eastern Division

Champion: Indiana Pacers

Division Semifinals

(1) Indiana Pacers vs. (3) Carolina Cougars: Pacers win series 4-0

(2) Kentucky Colonels vs. (4) New York Nets: Colonels win series 4-3

Division Finals

(1) Indiana Pacers vs. (2) Kentucky Colonels: Pacers win series 4-1

ABA Finals

(1) Indiana Pacers VS. (4) Los Angeles Stars: Pacers win series 4-2

External links

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