Big chess - Game 58352

  
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Game result  (poker)


T. de Vassal, 2175
P. Campanella, 2204

0-1

See game 124350




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FICGS__BIG_CHESS__TOURNAMENT_A__000001       See crosstable
(type : rated round-robin,   time : 30 days,   increment : 1 day / move)


Previous game  Game 58352  Next game       (big_chess)    


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Last move : 0-1     2011 December 30   17:33:13


[Event "FICGS__BIG_CHESS__TOURNAMENT_A__000001"]
[Site "FICGS"]
[Date "2011.08.16"]
[Round "1"]
[White "Staggat,Rolf"]
[Black "Walden,Janeen"]
[Result "0-1"]
[WhiteElo "1940"]
[BlackElo "1924"]

1.j2-k4 h15-g13 2.h2-g4 j15-k13 3.b1-c3 m15-m13 4.p1-o3 l16-o13 5.e2-e4 n15-n14 6.d2-d4 p16-o14 7.n2-n4 o16-j11 8.m2-m4 e15-e13 9.f1-b5 b16-c14 10.c1-h6 a15-a13 11.l1-o4 f16-b12 12.o1-k5 d15-d14 13.k1-l3 c16-h11 14.a2-a4 h16-l13 15.o4-k8 g16-j15 16.g1-f3 k16-h15 17.h1-m5 e16-e14 18.m1-m3 e14-f14 19.o3-n5 o14-n12 20.l3-j4 m16-m14 21.m3-l3 l13-m12 22.m5-m12 k13-m12 23.j1-j2 a16-e16 24.k5-m7 h11-m7 25.n5-m7 l15-l13 26.q1-n1 m14-k14 27.n1-n3 q16-l16 28.n3-p3 o13-p14 29.j4-k6 h15-j13 30.k4-m5 m12-l10 31.l3-l10 c14-d12 32.l10-a10 j16-h15 33.p3-p9 c15-c13 34.e1-m1 j15-h13 35.m1-m3 g13-h11 36.b5-g10 h13-f12 37.g10-b15 e16-b16 38.b15-j8 b12-h6 39.k8-h6 b16-b2 40.e4-e5 d12-b11 41.c3-b5 f12-e14 42.h6-d2 h11-k10 43.j8-g6 e14-d12 44.d2-c3 b2-b5 45.a4-b5 l16-b16 46.a10-b10 b16-b12 47.c3-d2 f14-f11 48.p9-j9 j11-g13 49.c2-c4 j13-h11 50.j9-d9 k14-k11 51.d9-k9 n12-l11 52.g6-d9 l11-k9 53.d9-f11 d12-f11 54.m3-l3 l13-l12 55.d2-h6 b12-b15 56.a1-a8 f11-d12 57.h6-c11 h11-f12 58.g4-f6 k11-c11 0-1

This big chess game has been lost on time   (started : 2011.08.16  5:48:56)






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The mistakes are there, waiting to be made. (Savielly Tartakower)

Wir irren allesamt, nur jeder irrt anders. (Georg Christoph Lichtenberg)

Los errores estan ahí, esperando a que se cometan. (Savielly Tartakower)

Toutes les manœuvres exécutées sur une colonne ouverte ont pour but ultime l'intrusion définitive sur la septième ou la huitième rangée, en plein cœur de la position ennemie. (Aaron Nimzovitch)


They say poker is a zero-sum game. It must be, because every time I play my sum ends up zero. (Max Shapiro)








 
 


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