5th Ing Cup
The 5th Ing Cup began on 20 April 2004 and concluded on 5 March 2005. Chang Hao defeated Choi Cheol-han 3–1 in the finals.
The main tournament featured 24 players:
- China (8): Chang Hao, Gu Li, Kong Jie, Liu Xing, Ma Xiaochun, Peng Quan, Yu Bin, Zhou Heyang
- Japan (7): Hane Naoki, O Meien, O Rissei, Otake Hideo, Rin Kaiho, Yamashita Keigo, Yoda Norimoto
- Korea (5): Choi Cheol-han, Lee Chang-ho, Lee Sedol, Song Tae Kon, Yoo Changhyuk
- Taiwan (2): Cho U, Zhou Junxun
- North America (1): Jimmy Cha
- Europe (1): Alexandre Dinerchtein
Lee Chang-ho, Ma Xiaochun, Otake Hideo, Yoda Norimoto, Chang Hao, Rin Kaiho, O Meien, and Yu Bin were given first round byes.[1]
Tournament
Round of 16 | Quarter-finals | Semi-finals | Final | |||||||||||
22 April | ||||||||||||||
0 | ||||||||||||||
24 April | ||||||||||||||
1 | ||||||||||||||
Lee Chang-ho | 0 | |||||||||||||
22 April | ||||||||||||||
Choi Cheol-han | 1 | |||||||||||||
1 | ||||||||||||||
6–10 September | ||||||||||||||
0 | ||||||||||||||
Choi Cheol-han | 2 | |||||||||||||
22 April | ||||||||||||||
Peng Quan | 1 | |||||||||||||
1 | ||||||||||||||
24 April | ||||||||||||||
0 | ||||||||||||||
Zhou Heyang | 0 | |||||||||||||
22 April | ||||||||||||||
Peng Quan | 1 | |||||||||||||
1 | ||||||||||||||
26 December–5 March | ||||||||||||||
0 | ||||||||||||||
Choi Cheol-han | 1 | |||||||||||||
22 April | ||||||||||||||
Chang Hao | 3 | |||||||||||||
0 | ||||||||||||||
24 April | ||||||||||||||
1 | ||||||||||||||
Chang Hao | 1 | |||||||||||||
22 April | ||||||||||||||
Kong Jie | 0 | |||||||||||||
1 | ||||||||||||||
6–10 September | ||||||||||||||
0 | ||||||||||||||
Chang Hao | 2 | |||||||||||||
22 April | ||||||||||||||
Song Tae Kon | 1 | |||||||||||||
0 | ||||||||||||||
24 April | ||||||||||||||
1 | ||||||||||||||
O Meien | 0 | |||||||||||||
22 April | ||||||||||||||
Song Tae Kon | 1 | |||||||||||||
1 | ||||||||||||||
0 | ||||||||||||||
Finals
B+R | 1 | |||||
B+R | W+R | B+3 | 3 |
gollark: https://external-preview.redd.it/IgDyOCuIEQDwovVgpQ3D5WX5RP3Tvk4_JLSITT17Xf0.png
gollark: If you liked the quadratic formula, you'll love the cubic formula.
gollark: Great!
gollark: I said derived, not written.
gollark: The quadratic formula is attained via completing the square on a general quadratic.
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