Chess Game
Valdecir Batista Silva vs Newton Celio Goncal Lima
2013 · Result 0–1 · Sicilian Defense: Modern Variations (B50).
Newton Celio Goncal Lima1
Valdecir Batista Silva0
Notation · 114 moves
1.
2.
3.
4.
5.
6.
7.
8.
9.
10.
11.
12.
13.
14.
15.
16.
17.
18.
19.
20.
21.
22.
23.
24.
25.
26.
27.
28.
29.
30.
31.
32.
33.
34.
35.
36.
37.
38.
39.
40.
41.
42.
43.
44.
45.
46.
47.
48.
49.
50.
51.
52.
53.
54.
55.
56.
57.
1. e4 c5 2. Nf3 d6 3. Bc4 e6 4. O-O Nf6 5. Re1 a6 6. c3 b5 7. Bb3 c4 8. Bc2 Bb7 9. a4 Nbd7 10. axb5 axb5 11. Na3 Nc5 12. d4 Ncxe4 13. Bg5 Nxg5 14. Nxg5 Qd7 15. Nxb5 Rxa1 16. Qxa1 Be7 17. Na3 O-O 18. Nxc4 Qb5 19. Ne5 dxe5 20. dxe5 Ng4 21. Qd1 Bxg5 22. Qxg4 Bh6 23. h4 Qxb2 24. Rb1 Qxc2 25. Rxb7 Qxc3 26. Rb5 Qc1+ 27. Kh2 Qf4+ 28. Qxf4 Bxf4+ 29. g3 Bd2 30. f4 Rc8 31. Rb3 h5 32. Rd3 Rc2 33. Kh3 Ba5 34. Ra3 Be1 35. Rf3 Re2 36. Rb3 Kh7 37. Rf3 Kg6 38. Rb3 Kf5 39. Ra3 Bf2 40. Ra1 Re3 41. Kg2 Bxg3 42. Ra7 Kg6 43. Ra4 Bxh4 44. f5+ Kxf5 45. Rxh4 Kg5 46. Ra4 Rxe5 47. Ra7 Rf5 48. Kg3 h4+ 49. Kg2 Kg4 50. Ra8 e5 51. Rg8 g5 52. Kh2 e4 53. Re8 Kf3 54. Kh3 e3 55. Ra8 e2 56. Re8 Kf2 57. Re4 e1=Q 0–1
Engine Analysis
Analyze this game
Open Valdecir Batista Silva vs Newton Celio Goncal Lima on the CipherChess board to study every move with the Stockfish engine.
Open the Analysis BoardMore Games By These Players
More games by Valdecir Batista Silva
Valdecir Batista Silva vs Israel Fellip PontesAllysson Pereira Chaves vs Valdecir Batista SilvaValdecir Batista Silva vs Werlles Milhomem De SousaSuzana Chang vs Valdecir Batista SilvaValdecir Batista Silva vs Davi de Almeida AguiarWagner da Silva Borges vs Valdecir Batista SilvaAbout this game
This chess game between Valdecir Batista Silva (1712) and Newton Celio Goncal Lima (1977) was played in 2013 and finished 0–1. The opening was the Sicilian Defense: Modern Variations (B50). Step through every move on the interactive board above, or open it on the CipherChess board to analyse the game with the engine. You can also explore more games by Valdecir Batista Silva and Newton Celio Goncal Lima from the CipherChess mega database.