Chris Kotsopoulos
Encyclopedia
Christopher Kotsopoulos is a retired professional ice hockey
Ice hockey
Ice hockey, often referred to as hockey, is a team sport played on ice, in which skaters use wooden or composite sticks to shoot a hard rubber puck into their opponent's net. The game is played between two teams of six players each. Five members of each team skate up and down the ice trying to take...

 player who played 479 games in the National Hockey League
National Hockey League
The National Hockey League is an unincorporated not-for-profit association which operates a major professional ice hockey league of 30 franchised member clubs, of which 7 are currently located in Canada and 23 in the United States...

. He played for the New York Rangers
New York Rangers
The New York Rangers are a professional ice hockey team based in the borough of Manhattan in New York, New York, USA. They are members of the Atlantic Division of the Eastern Conference of the National Hockey League . Playing their home games at Madison Square Garden, the Rangers are one of the...

, Hartford Whalers
Hartford Whalers
The Hartford Whalers were a professional ice hockey team based for most of its existence in Hartford, Connecticut, U.S.A.. The club played in the World Hockey Association from 1972–79 and in the National Hockey League from 1979–97...

, Toronto Maple Leafs
Toronto Maple Leafs
The Toronto Maple Leafs are a professional ice hockey team based in Toronto, Ontario, Canada. They are members of the Northeast Division of the Eastern Conference of the National Hockey League...

, and Detroit Red Wings
Detroit Red Wings
The Detroit Red Wings are a professional ice hockey team based in Detroit, Michigan. They are members of the Central Division of the Western Conference of the National Hockey League , and are one of the Original Six teams of the NHL, along with the Toronto Maple Leafs, Montreal Canadiens, New York...

.
The source of this article is wikipedia, the free encyclopedia.  The text of this article is licensed under the GFDL.
 
x
OK