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Game result (chess) E. Cruz Ramirez, 1928 F. Vasquez, 2079 1/2-1/2 See game 145400 |
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FICGS__CHESS__CLASS_A__000230
(type : rated round-robin, time : 40 days, increment : 40 days / 10 moves)
 Game 124339  (chess) |
Last move : 0-1 2020 September 4 9:38:30
[Event "FICGS__CHESS__CLASS_A__000230"]
[Site "FICGS"]
[Date "2020.05.23"]
[Round "1"]
[White "Koudelka,Artur"]
[Black "Sternik,Ryszard"]
[Result "0-1"]
[WhiteElo "2000"]
[BlackElo "2030"]
1.c4 c5 2.Nc3 Nf6 3.Nf3 Nc6 4.g3 d5 5.d4 e6 6.cxd5 exd5 7.Bg2 Be7 8.O-O Qd6 9.dxc5 Qxc5 10.Be3 Qa5 11.Qb3 O-O 12.Rfd1 Rd8 13.Rac1 Bb4 14.Nd4 h6 15.a3 Bxc3 16.Qxc3 Qxc3 17.Rxc3 Bd7 0-1
This chess game has been lost on time (started : 2020.05.23 3:21:36)
ECO code : A34 , the name of the chess opening is displayed below :English : Symmetrical variation
Kingside Castling by player White (move 8)
Kingside Castling by player Black (move 11)
Player Black won this chess game.
Follow this game move after move
(download)Chess is no whit inferior to the violin, and we have a large number of professional violinists. (Mikhail Botvinnik)
Im Schach nämlich geht es darum, daß Ich des Gegners klein zu kriegen, sein Ego zu zerbrechen und zu zermahlen, seine Selbstachtung zu zertreten und zu verscharren und seine ganze mißachtenswerte sogenannte Persönlichkeit ein für alle Mal tot zu hacken und zu zerstampfen und dadurch die menschliche Gesellschaft von einer stinkenden Pestbeule zu befreien. Es ist ein königliches Spiel. (Robert James Fischer)
¿Porque tengo que perder ante este idiota?. (Aron Nimzovich)
La conception d'un plan est le processus par lequel un joueur exploite les avantages de sa position tout en s'efforçant d'en réduire au minimum les inconvénients. Afin de garantir le succès, un plan doit toujours se fonder sur un diagnostic objectif des particularités d'une position. La conception d'un plan est d'autant plus difficile que la position est équilibrée, et grandement facilitée lorsqu'il n'existe qu'un seul plan susceptible de répondre aux exigences de la position. (Harry Golombek)
Man is still the most extraordinary computer of all. (John F. Kennedy)
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