[Event "rated classical game"] [Site "https://lichess.org/PlmbSnTd"] [Date "2021.01.19"] [Round "-"] [White "n_cook_JAROU"] [Black "Mahsiry"] [Result "0-1"] [GameId "PlmbSnTd"] [UTCDate "2021.01.19"] [UTCTime "20:32:40"] [WhiteElo "1111"] [BlackElo "1203"] [WhiteRatingDiff "-28"] [BlackRatingDiff "+58"] [Variant "Standard"] [TimeControl "1800+20"] [ECO "D02"] [Opening "Queen's Pawn Game: London System, with e6"] [Termination "Time forfeit"] [Annotator "lichess.org"] 1. d4 { [%eval 0.0] } 1... d5 { [%eval 0.13] } 2. Nf3 { [%eval 0.0] } 2... e6 { [%eval 0.0] } 3. Bf4 { [%eval 0.0] } { D02 Queen's Pawn Game: London System, with e6 } 3... Nf6 { [%eval 0.01] } 4. Nc3 { [%eval -0.33] } 4... g6?! { (-0.33 → 0.51) Inaccuracy. Bd6 was best. } { [%eval 0.51] } (4... Bd6 5. e3 Bxf4 6. exf4 O-O 7. Bd3 b6 8. Ne2 c5 9. c3) 5. Nb5 { [%eval 0.79] } 5... Bg7?? { (0.79 → 6.55) Blunder. Na6 was best. } { [%eval 6.55] } (5... Na6 6. h4 c6 7. Nc3 Qb6 8. Rb1 Bg7 9. e3 Qa5 10. Be2) 6. Nxc7+ { [%eval 6.16] } 6... Ke7 { [%eval 6.94] } 7. Nxa8 { [%eval 7.06] } 7... Nc6 { [%eval 6.77] } 8. Qd3 { [%eval 6.87] } 8... e5 { [%eval 8.98] } 9. dxe5 { [%eval 7.99] } 9... Bf5 { [%eval 13.45] } 10. Qb5 { [%eval 7.93] } 10... a6 { [%eval 14.4] } 11. Qxb7+ { [%eval 14.18] } 11... Qd7 { [%eval 13.91] } 12. Nc7 { [%eval 11.05] } 12... Rb8 { [%eval 17.28] } 13. e6 { [%eval 7.18] } 13... fxe6 { [%eval 7.1] } 14. Qxa6 { [%eval 7.37] } 14... Nb4 { [%eval 9.42] } 15. Qxe6+?? { (9.42 → -5.92) Blunder. Qa3 was best. } { [%eval -5.92] } (15. Qa3) 15... Kd8?? { (-5.92 → 7.89) Blunder. Bxe6 was best. } { [%eval 7.89] } (15... Bxe6 16. Nd4) 16. Qe8+?? { (7.89 → -9.16) Blunder. Qxd7+ was best. } { [%eval -9.16] } (16. Qxd7+ Nxd7 17. Kd2 Bxb2 18. Rb1 Bc3+ 19. Kxc3 Nxa2+ 20. Kd2 Rxb1 21. Nxd5 Nb4 22. Nxb4 Rxb4) 16... Qxe8?? { (-9.16 → 7.13) Blunder. Nxe8 was best. } { [%eval 7.13] } (16... Nxe8) 17. Nxe8 { [%eval 7.05] } 17... Kxe8 { [%eval 7.77] } 18. Ne5?? { (7.77 → -3.43) Blunder. Bxb8 was best. } { [%eval -3.43] } (18. Bxb8 Nxc2+ 19. Kd1 Nxa1 20. Be5 Kf7 21. Nd4 Bb1 22. a4 Bf8 23. a5 Ne4 24. Bg3 Ba2) 18... Nxc2+ { [%eval -2.71] } 19. Kd2?! { (-2.71 → -3.97) Inaccuracy. Kd1 was best. } { [%eval -3.97] } (19. Kd1) 19... Nxa1 { [%eval -4.33] } 20. e3? { (-4.33 → -7.51) Mistake. Nd3 was best. } { [%eval -7.51] } (20. Nd3 Rc8) 20... Ne4+ { [%eval -7.72] } 21. Kd3 { [%eval -10.94] } 21... Nxf2+ { [%eval -7.59] } 22. Kd4 { [%eval -8.01] } 22... Nxh1 { [%eval -7.17] } 23. Kxd5 { [%eval -7.36] } 23... Rd8+ { [%eval -7.17] } 24. Kc6 { [%eval -8.47] } 24... Bd7+?! { (-8.47 → -5.17) Inaccuracy. g5 was best. } { [%eval -5.17] } (24... g5) 25. Nxd7 { [%eval -5.94] } 25... Rc8+?? { (-5.94 → -1.71) Blunder. Rxd7 was best. } { [%eval -1.71] } (25... Rxd7) 26. Kd6? { (-1.71 → -3.09) Mistake. Bc7 was best. } { [%eval -3.09] } (26. Bc7 Ra8) 26... Nf2?! { (-3.09 → -2.18) Inaccuracy. Bxb2 was best. } { [%eval -2.18] } (26... Bxb2 27. Bb5 Kf7 28. Nb6 Rc2 29. a4 Bc3 30. Bc4+ Kg7 31. Kc6 Nf2 32. Nd5 Ng4 33. Kb5) 27. Bb5?! { (-2.18 → -3.19) Inaccuracy. Ke6 was best. } { [%eval -3.19] } (27. Ke6 g5 28. Bb8 Ne4 29. Bb5 Kd8 30. Ba7 Kc7 31. Bd3 Re8+ 32. Kf7 Ra8 33. Bb6+ Kxd7) 27... Ne4+?? { (-3.19 → 0.57) Blunder. Kf7 was best. } { [%eval 0.57] } (27... Kf7 28. Bc6) 28. Kd5 { [%eval 0.66] } 28... Nf6+? { (0.66 → 2.31) Mistake. Ke7 was best. } { [%eval 2.31] } (28... Ke7 29. Kxe4) 29. Ke6 { [%eval 2.57] } 29... Nc2?? { (2.57 → 5.85) Blunder. Nxd7 was best. } { [%eval 5.85] } (29... Nxd7 30. Bxd7+) 30. Bd6?? { (5.85 → 0.34) Blunder. Nxf6+ was best. } { [%eval 0.34] } (30. Nxf6+ Kd8) 30... Nxe3?? { (0.34 → Mate in 3) Checkmate is now unavoidable. Kd8 was best. } { [%eval #3] } (30... Kd8) 31. Nb8+?? { (Mate in 3 → -0.13) Lost forced checkmate sequence. Be7 was best. } { [%eval -0.13] } (31. Be7 Rc6+ 32. Bxc6 Nxd7 33. Bxd7#) 31... Kd8 { [%eval -0.26] } 32. Bd7?? { (-0.26 → -5.60) Blunder. Nc6+ was best. } { [%eval -5.6] } (32. Nc6+ Rxc6 33. Bxc6 Nh5 34. b4 Nf5 35. Bc5 Nf4+ 36. Kf7 Bc3 37. Kg8 h5 38. Be4 Ne6) 32... Nxd7 { [%eval -5.86] } 33. Nxd7 { [%eval -5.63] } 33... Nxg2 { [%eval -5.45] } { Black wins on time. } 0-1