Chess - Game 142881

  
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Game result  (chess)


M. Broniek, 2444
N. Bernal Varela, 2485

1/2-1/2

See game 141933




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FICGS__CHESS__RAPID_A__000298       See crosstable
(type : rated round-robin,   time : 30 days,   increment : 1 day / move)


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Last move : 0-1     2024 January 28   6:52:19


[Event "FICGS__CHESS__RAPID_A__000298"]
[Site "FICGS"]
[Date "2023.10.07"]
[Round "1"]
[White "Salonen,Jukka"]
[Black "Swiatek,Janusz"]
[Result "0-1"]
[WhiteElo "2004"]
[BlackElo "2209"]

1.d4 Nf6 2.c4 c6 3.Nc3 d5 4.e3 e6 5.Nf3 Nbd7 6.Bd3 dxc4 7.Bxc4 b5 8.Bd3 b4 9.Ne4 Nxe4 10.Bxe4 Bb7 11.O-O Be7 12.a3 a5 13.Bd2 O-O 14.Qc2 f5 15.Bd3 c5 16.axb4 cxb4 17.Bc4 Rf6 18.Ng5 Nf8 19.Nh3 Kh8 20.f3 e5 21.Qd3 Ng6 22.Ng5 Bd5 23.Qb3 Bxc4 24.Qxc4 Qe8 25.Rfc1 h6 26.Ne6 Nh4 27.Nc7 Qh5 28.Be1 Nxf3+ 29.gxf3 Rg6+ 30.Bg3 Bh4 31.Kg2 Bxg3 32.hxg3 Qh4 33.g4 fxg4 34.f4 Qh3+ 35.Kf2 Qh2+ 36.Ke1 g3 37.Qe2 g2 38.Kd2 exd4 39.Rg1 Rd8 40.Qc4 Qg3 41.Kc2 Qxe3 42.Rad1 Qe4+ 43.Qd3 Rc6+ 44.Kb1 Qxd3+ 45.Rxd3 Rxc7 46.Rxg2 Rf7 47.Rg4 Kh7 48.Kc1 g6 49.Rh4 a4 50.Kc2 h5 51.Kd1 Kh6 52.Rf3 Rdf8 53.Kd2 a3 54.bxa3 bxa3 55.Rxa3 Rxf4 56.R4h3 h4 57.Ke2 Kh5 58.Rh2 g5 59.Rb3 Ra8 60.Rb2 Ra3 61.Rh1 Kg4 62.Rd2 h3 63.Rg1+ Rg3 64.Rh1 Rg2+ 65.Kd1 Rxd2+ 66.Kxd2 Rf2+ 67.Kd3 h2 68.Ke4 d3 69.Ke3 Kg3 0-1







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When I have White, I win because I am white; When I have Black, I win because I am Bogolyubov. (Bogolyubov)

Schach sollte überall auf der Welt Schulfach werden. Es fördert die geistige Auseinandersetzung. Es lehrt die Demut in der Niederlage. (Garry Kasparov)

El jugador táctico debe saber que hacer cuando algo se debe de hacer. El estratégico debe saber que hacer cuando nada se debe de hacer. (Savielly Tartakover)

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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