World Championship AT
August 2009 Pardubice Czech Republic

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Round	Black vs White	Result
Round 1	Wu - Cao	0.5 : 0.5
Round 1	Nykl - Kozhin	1 : 0
Round 1	Ono - Taimla	0 : 1
Round 1	Karasyov - Chen	0.5 : 0.5
Round 1	Okabe - Nakamura	0 : 1
Round 1	Sushkov - Purk	1 : 0
Round 2	Karasyov - Kozhin	0 : 1
Round 2	Ono - Okabe	0 : 1
Round 2	Chen - Sushkov	0 : 1
Round 2	Wu - Purk	0.5 : 0.5
Round 2	Taimla - Cao	1 : 0
Round 2	Nykl - Nakamura	1 : 0
Round 3	Karasyov - Nykl	1 : 0
Round 3	Ono - Nakamura	0 : 1
Round 3	Okabe - Cao	0 : 1
Round 3	Sushkov - Kozhin	1 : 0
Round 3	Chen - Wu	0 : 1
Round 3	Purk - Taimla	1 : 0
Round 4	Karasyov - Sushkov	0 : 1
Round 4	Kozhin - Wu	1 : 0
Round 4	Nakamura - Cao	1 : 0
Round 4	Nykl - Ono	0 : 1
Round 4	Chen - Taimla	0 : 1
Round 4	Okabe - Purk	0 : 1
Round 5	Chen - Okabe	0 : 1
Round 5	Karasyov - Wu	0.5 : 0.5
Round 5	Purk - Nakamura	0.5 : 0.5
Round 5	Sushkov - Nykl	1 : 0
Round 5	Taimla - Kozhin	1 : 0
Round 5	Ono - Cao	0 : 1
Round 6	Kozhin - Okabe	0 : 1
Round 6	Sushkov - Wu	1 : 0
Round 6	Karasyov - Taimla	0 : 1
Round 6	Purk - Ono	1 : 0
Round 6	Nykl - Cao	0 : 1
Round 6	Chen - Nakamura	0 : 1
Round 7	Karasyov - Okabe	1 : 0
Round 7	Nykl - Wu	0 : 1
Round 7	Nakamura - Kozhin	1 : 0
Round 7	Taimla - Sushkov	0 : 1
Round 7	Ono - Chen	1 : 0
Round 7	Purk - Cao	0 : 1
Round 8	Kozhin - Ono	1 : 0
Round 8	Karasyov - Nakamura	0 : 1
Round 8	Sushkov - Okabe	1 : 0
Round 8	Chen - Cao	0.5 : 0.5
Round 8	Wu - Taimla	0 : 1
Round 8	Purk - Nykl	0.5 : 0.5
Round 9	Okabe - Wu	0 : 1
Round 9	Nakamura - Sushkov	1 : 0
Round 9	Karasyov - Ono	1 : 0
Round 9	Kozhin - Cao	0 : 1
Round 9	Taimla - Nykl	1 : 0
Round 9	Purk - Chen	1 : 0
Round 10	Nakamura - Wu	0 : 1
Round 10	Chen - Nykl	0 : 1
Round 10	Ono - Sushkov	0 : 1
Round 10	Karasyov - Cao	0 : 1
Round 10	Purk - Kozhin	1 : 0
Round 10	Okabe - Taimla	0 : 1
Round 11	Okabe - Nykl	1 : 0
Round 11	Taimla - Nakamura	1 : 0
Round 11	Chen - Kozhin	1 : 0
Round 11	Purk - Karasyov	1 : 0
Round 11	Ono - Wu	0 : 1
Round 11	Cao - Sushkov	1 : 0

Black:	Chen Ko-Han	0	142 mins
White:	Nakamura Shigeru	1	127 mins
Round 6, i7, -, 5a=6,9,12,13, Yamaguchi rule    Comments (0)

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Published by Peter Jonsson, using Renlib software.
Created: 2009-08-09 23:13:08