Big chess - Game 23203

  
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Game result  (chess)


J. Dyson, 2079
A. Pirogov, 2055

1/2-1/2

See game 144863




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FICGS__BIG_CHESS__TOURNAMENT__000025       See crosstable
(type : rated round-robin,   time : 30 days,   increment : 1 day / move)


Previous game  Game 23203  Next game       (big_chess)    


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Last move : 1-0     2009 January 9   6:13:44


[Event "FICGS__BIG_CHESS__TOURNAMENT__000025"]
[Site "FICGS"]
[Date "2008.07.29"]
[Round "1"]
[White "Jerez,Miriam"]
[Black "Engo,Arne Sigvald"]
[Result "1-0"]
[WhiteElo ""]
[BlackElo ""]

1.k2-k4 p15-p14 2.j2-h4 b15-b14 3.h1-m5 b16-c14 4.p2-p4 c16-b15 5.k1-l3 a16-b16 6.b1-c3 c14-e13 7.m5-l5 l15-l14 8.o1-p2 b15-p2 9.p1-q3 p2-q1 10.m1-q1 n15-n13 11.o2-o3 o16-p15 12.m2-m3 j15-k13 13.d2-d3 m15-m13 14.l1-o4 d15-d14 15.h4-j6 g15-g13 16.j6-h8 e13-g14 17.c1-p13 o15-o14 18.p13-h6 e15-e13 19.h2-j4 k16-m15 20.b2-b3 h14-h13 21.h8-j10 o14-o13 22.j4-k6 j14-j13 23.k6-j8 d14-d13 24.h6-p13 p16-o14 25.j8-l9 f16-c13 26.l5-a5 f15-f13 27.l9-m11 k13-j11 28.q3-p5 k15-k13 29.j10-g11 f13-f12 30.g11-f13 n13-n12 31.m11-o10 h15-f14 32.a5-a15 h16-h15 33.p5-o7 g14-h16 34.a15-a8 j16-j15 35.c3-b5 e13-e12 36.a8-l8 l14-l13 37.o7-n9 f14-g12 38.o4-j9 h15-f13 39.e2-e4 l13-l12 40.l8-q8 j15-j14 41.o10-q11 q15-q14 42.p13-n11 h16-g14 43.f1-e2 p14-p13 44.q2-q4 g16-j15 45.q4-q5 j15-l14 46.e2-g4 o13-o12 47.n11-p9 n12-n11 48.g1-f3 m13-m12 49.g4-o11 p13-p12 50.o11-p10 o12-o11 51.p10-m7 o11-o10 52.q11-o10 n11-o10 53.p9-o10 o14-n12 54.o10-q12 1-0

This big chess game has been lost on time   (started : 2008.07.29  1:27:47)






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Castle early and often. (Rob Sillars)

Ivan Sokolov treibt mich als Beifahrer an mit – go Loeky go - . (Loek van Wely)

Un entendimiento a fondo de las continuaciones típicas del mate, hace de las combinaciones de sacrificio mas complicadas conducirlas a ellas no solo sin dificultad, sino casi de una manera natural. (Siegbert Tarrasch)

Un journaliste : 'Vous préférez avoir une dame de plus sur l'échiquier ou au lit ?' Boris Spassky : 'Ca dépend de la position.'


. 'gn is not allowed in chess unless n is an integer between 1 and 8 inclusive, where 1 and 8 are to interpreted as the standard numerals standing for integers in the ordered real-closed field R, with the *canonical* ordering. (As opposed to, say, an integer in the domain Z[2+i*sqrt(5)] or an integer in some exotic Grothendieck topos). (Normajean Yates)








 
 
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