Hong Jeong-ho (handballer)

Hong Jeong-Ho (born May 6, 1974 in Jeju Province, South Korea) is a retired South Korean team handball player, Olympic and World champion. She's now based in Seoul and is involved in youth handball and also an expert commentator on TV.[1]

Hong Jeong-Ho
Personal information
Born (1974-05-06) 6 May 1974
Jeju, South Korea
Nationality South Korean
Height 1,78 cm
Playing position Right back
Club information
Current club Retired
Senior clubs
Years Team
1998-2000
Bækkelagets SK
2000-2003
Slagelse FH
Omron Handball
National team
Years Team
1992–2008
South Korea

International career

She received gold medal at the 1992 Summer Olympics in Barcelona, playing for the Korean national team.[2] She received a silver medal at the 1996 Summer Olympics in Atlanta. She received a bronze medal at the 2008 Summer Olympics in Beijing. In total she played 18 matches in her three Olympic games and scored a total of 77 goals.[3] With her national team she also won the 1995 World Women's Handball Championship.[4]

Club career

During her career she played for the Norwegian club Bækkelagets SK, Danish club Slagelse FH and Japanese club Omron Handball. She won the Women's EHF Cup Winners' Cup in 1998/1999 with Bækkelagets SK and the Women's EHF Cup with Slagelse FH in 2002/2003. With Bækkelagets SK she won the Norwegian League in 1998 and with Slagelse FH she won the Danish championship in 2002/2003.

Individual honors

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gollark: See, it's important to recognize that distinction.
gollark: What do you mean you "perceive" time as discrete? You mean you *arbitrarily think so*, or what?
gollark: Quite a lot.
gollark: > The Planck time is the unique combination of the gravitational constant G, the special-relativistic constant c, and the quantum constant ħ, to produce a constant with dimension of time. Because the Planck time comes from dimensional analysis, which ignores constant factors, there is no reason to believe that exactly one unit of Planck time has any special physical significance. Rather, the Planck time represents a rough time scale at which quantum gravitational effects are likely to become important. This essentially means that while smaller units of time can exist, they are so small their effect on our existence is negligible. The nature of those effects, and the exact time scale at which they would occur, would need to be derived from an actual theory of quantum gravity.

References


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