lichess.org

FEN
[Event "Rated Bullet game"] [Site "https://lichess.org/tOLByvV2"] [Date "2019.11.13"] [Round "-"] [White "thathatha"] [Black "keddar"] [Result "1-0"] [UTCDate "2019.11.13"] [UTCTime "17:35:14"] [WhiteElo "1329"] [BlackElo "1323"] [WhiteRatingDiff "+7"] [BlackRatingDiff "-8"] [Variant "Standard"] [TimeControl "120+1"] [ECO "D02"] [Opening "Queen's Pawn Game: Symmetrical Variation"] [Termination "Normal"] [Annotator "lichess.org"] 1. d4 { [%eval 0.25] } 1... Nf6 { [%eval 0.22] } 2. Nf3 { [%eval 0.11] } 2... d5 { [%eval 0.13] } { D02 Queen's Pawn Game: Symmetrical Variation } 3. Nc3 { [%eval -0.19] } 3... Bf5 { [%eval -0.02] } 4. g3 { [%eval -0.41] } 4... e6 { [%eval 0.0] } 5. Bg2 { [%eval -0.46] } 5... Bb4?! { (-0.46 → 0.21) Inaccuracy. Best move was h6. } { [%eval 0.21] } (5... h6 6. Ne5 Be7 7. O-O Nbd7 8. Bf4 O-O 9. Nxd7 Qxd7 10. e3) 6. a3?! { (0.21 → -0.60) Inaccuracy. Best move was Nh4. } { [%eval -0.6] } (6. Nh4 Bg4 7. a3 Bxc3+ 8. bxc3 Nc6 9. O-O O-O 10. f3 Bh5) 6... Ba5?! { (-0.60 → 0.24) Inaccuracy. Best move was Bxc3+. } { [%eval 0.24] } (6... Bxc3+ 7. bxc3 Nbd7 8. O-O O-O 9. Rb1 Rb8 10. Nd2 Nb6 11. c4 Na4 12. Bb2 h6 13. Re1) 7. b4 { [%eval 0.21] } 7... Bb6 { [%eval 0.15] } 8. Bb2 { [%eval 0.01] } 8... O-O { [%eval 0.0] } 9. Qd2?! { (0.00 → -0.55) Inaccuracy. Best move was O-O. } { [%eval -0.55] } (9. O-O c6 10. Na4 Nbd7 11. Nc5 Rb8 12. Nh4 Bg4 13. h3 Bh5 14. g4 Bg6 15. Nxg6 hxg6) 9... Nc6 { [%eval -0.38] } 10. e3 { [%eval -0.27] } 10... a5 { [%eval -0.18] } 11. Nb5? { (-0.18 → -1.58) Mistake. Best move was b5. } { [%eval -1.58] } (11. b5 Ne7 12. Qe2 Ne8 13. O-O Nd6 14. Ne5 f6 15. Nd3 Nc4 16. Na4 Qd7 17. Nxb6 cxb6) 11... axb4 { [%eval -1.4] } 12. axb4?! { (-1.40 → -1.96) Inaccuracy. Best move was O-O. } { [%eval -1.96] } (12. O-O bxa3 13. Rxa3 Rxa3 14. Bxa3 Re8 15. Ra1 Bg4 16. Bb2 h6 17. h3 Bh5 18. g4 Bg6) 12... Rxa1+ { [%eval -2.0] } 13. Bxa1 { [%eval -1.68] } 13... Qa8 { [%eval -1.58] } 14. Qc3?? { (-1.58 → -5.74) Blunder. Best move was O-O. } { [%eval -5.74] } (14. O-O Qa6) 14... Qa4 { [%eval -4.77] } 15. Na3 { [%eval -5.06] } 15... Nxb4 { [%eval -4.85] } 16. O-O { [%eval -4.79] } 16... Nxc2? { (-4.79 → -2.48) Mistake. Best move was Ne4. } { [%eval -2.48] } (16... Ne4 17. Qb3 Qxb3 18. cxb3 Ra8 19. Nb5 Nc2 20. g4 Bxg4 21. Bc3 Ra2 22. Nd2 Nxd4 23. Bxe4) 17. Nxc2 { [%eval -2.53] } 17... Bxc2 { [%eval -2.5] } 18. Ne5 { [%eval -3.12] } 18... Bf5 { [%eval -2.59] } 19. Bb2 { [%eval -2.67] } 19... Qb5 { [%eval -2.25] } 20. Rb1?? { (-2.25 → -9.22) Blunder. Best move was Qa3. } { [%eval -9.22] } (20. Qa3) 20... Bxb1 { [%eval -9.13] } 21. Qa3 { [%eval -9.42] } 21... Be4 { [%eval -8.81] } 22. Nf3 { [%eval -14.68] } 22... Bxf3 { [%eval -8.93] } 23. Bxf3 { [%eval -8.87] } 23... Qc6 { [%eval -8.57] } 24. Bg2 { [%eval -8.84] } 24... Ne4 { [%eval -8.8] } 25. Qb4 { [%eval -10.73] } 25... Nd6 { [%eval -8.78] } 26. Qb3 { [%eval -10.22] } 26... Ba5 { [%eval -8.9] } 27. Ba3 { [%eval -8.99] } 27... Nb5 { [%eval -7.16] } 28. Bxf8 { [%eval -7.06] } 28... Kxf8 { [%eval -6.83] } 29. Qb2 { [%eval -7.37] } 29... Na3?? { (-7.37 → 2.12) Blunder. Best move was Nd6. } { [%eval 2.12] } (29... Nd6 30. Qa3 b6 31. Bf1 Qc2 32. Bd3 Qd1+ 33. Bf1 g6 34. Kg2 Kg7 35. Qd3 Qe1 36. Qe2) 30. Qxa3+ { [%eval 2.14] } 30... Kg8 { [%eval 2.19] } 31. Qb2?? { (2.19 → -2.18) Blunder. Best move was Qxa5. } { [%eval -2.18] } (31. Qxa5 b6 32. Qa3 g6 33. Bf3 Qc2 34. Kg2 c5 35. e4 dxe4 36. Qa8+ Kg7 37. Bxe4 Qc4) 31... Qc4? { (-2.18 → -0.85) Mistake. Best move was g6. } { [%eval -0.85] } (31... g6 32. Bf1) 32. Qa3?! { (-0.85 → -1.87) Inaccuracy. Best move was Qxb7. } { [%eval -1.87] } (32. Qxb7 Bb4) 32... Qc2?? { (-1.87 → 3.84) Blunder. Best move was Qa6. } { [%eval 3.84] } (32... Qa6 33. h4 c6 34. Bf3 Qa8 35. Qe7 Qc8 36. Kg2 Qb8 37. Bh5 g6 38. Bg4 Bd8 39. Qe8+) 33. Qxa5 { [%eval 3.6] } 33... Qd1+ { [%eval 4.25] } 34. Bf1 { [%eval 4.11] } 34... b6?? { (4.11 → Mate in 1) Checkmate is now unavoidable. Best move was g6. } { [%eval #1] } (34... g6 35. Qxc7 Qb1 36. Qb8+ Kg7 37. Qe5+ Kg8 38. h4 h6 39. Kg2 Qe4+ 40. Qxe4 dxe4 41. f3) 35. Qa8# { White wins by checkmate. } 1-0
Reconnecting