[Event "rated rapid game"] [Site "https://lichess.org/dJgLSXAp"] [Date "2022.12.23"] [Round "-"] [White "iG1ER"] [Black "MaximeJean"] [Result "0-1"] [GameId "dJgLSXAp"] [UTCDate "2022.12.23"] [UTCTime "18:03:55"] [WhiteElo "1835"] [BlackElo "1610"] [WhiteRatingDiff "-37"] [BlackRatingDiff "+143"] [Variant "Standard"] [TimeControl "600+5"] [ECO "D00"] [Opening "Queen's Pawn Game: Accelerated London System"] [Termination "Normal"] [Annotator "lichess.org"] 1. d4 { [%eval 0.0] } 1... d5 { [%eval 0.27] } 2. Bf4 { [%eval 0.0] } { D00 Queen's Pawn Game: Accelerated London System } 2... Nc6?! { (0.00 → 0.59) Inaccuracy. c5 was best. } { [%eval 0.59] } (2... c5 3. e3 Nc6 4. Nf3 Nf6 5. Be2 cxd4 6. exd4 Bf5 7. c3) 3. Nf3 { [%eval 0.4] } 3... Bf5 { [%eval 0.65] } 4. e3 { [%eval 0.33] } 4... e6 { [%eval 0.39] } 5. c4?! { (0.39 → -0.50) Inaccuracy. a3 was best. } { [%eval -0.5] } (5. a3 Bd6 6. Bg3 Nce7 7. c4 Nf6 8. Be2 c6 9. Qb3 O-O) 5... Nf6?! { (-0.50 → 0.45) Inaccuracy. Nb4 was best. } { [%eval 0.45] } (5... Nb4 6. Na3 c6 7. Be2 dxc4 8. Bxc4 Nd5 9. Bxd5 exd5 10. Nb1) 6. Bd3 { [%eval -0.01] } 6... Bg4?! { (-0.01 → 0.72) Inaccuracy. dxc4 was best. } { [%eval 0.72] } (6... dxc4 7. Bxf5 Bb4+ 8. Nfd2 exf5 9. O-O Qd5 10. Bxc7 O-O 11. a3) 7. Nc3 { [%eval 0.38] } 7... Bd6 { [%eval 0.6] } 8. Bg5 { [%eval 0.49] } 8... Bxf3 { [%eval 0.71] } 9. Qxf3 { [%eval 0.83] } 9... Be7?? { (0.83 → 2.70) Blunder. Nb4 was best. } { [%eval 2.7] } (9... Nb4 10. Bb1) 10. Bxf6 { [%eval 2.78] } 10... Bxf6 { [%eval 3.29] } 11. cxd5 { [%eval 3.19] } 11... exd5 { [%eval 3.77] } 12. Qxd5 { [%eval 3.09] } 12... Qxd5?! { (3.09 → 4.03) Inaccuracy. O-O was best. } { [%eval 4.03] } (12... O-O 13. a3 Ne7 14. Qxd8 Raxd8 15. Ne4 Nd5 16. Ke2 g6 17. h4 Be7 18. Rac1 c6 19. g3) 13. Nxd5 { [%eval 4.13] } 13... O-O-O { [%eval 4.33] } 14. Bf5+ { [%eval 4.05] } 14... Kb8 { [%eval 3.95] } 15. Nxf6 { [%eval 3.8] } 15... gxf6 { [%eval 4.12] } 16. O-O { [%eval 3.62] } 16... h6 { [%eval 3.93] } 17. Rac1 { [%eval 3.84] } 17... Rhg8 { [%eval 3.88] } 18. Be4 { [%eval 3.25] } 18... Rd6?! { (3.25 → 4.63) Inaccuracy. Ne7 was best. } { [%eval 4.63] } (18... Ne7 19. g3 f5 20. Bc2 f4 21. Bb3 Nd5 22. e4 Nf6 23. e5 Nd5 24. Kg2 fxg3 25. hxg3) 19. Bxc6 { [%eval 4.47] } 19... Rxc6 { [%eval 4.84] } 20. Rxc6 { [%eval 5.22] } 20... bxc6 { [%eval 5.09] } 21. Rc1 { [%eval 4.9] } 21... Kb7 { [%eval 4.86] } 22. Rc5 { [%eval 4.89] } 22... Kb6?! { (4.89 → 6.78) Inaccuracy. Rg5 was best. } { [%eval 6.78] } (22... Rg5 23. h4) 23. b4?! { (6.78 → 4.76) Inaccuracy. h4 was best. } { [%eval 4.76] } (23. h4 a5 24. Rh5 Rh8 25. b3 a4 26. bxa4 Kb7 27. Kf1 Rd8 28. Ke2 f5 29. Rxf5 c5) 23... Rg5 { [%eval 4.98] } 24. a4 { [%eval 4.42] } 24... Rxc5?! { (4.42 → 5.63) Inaccuracy. Kb7 was best. } { [%eval 5.63] } (24... Kb7) 25. dxc5+ { [%eval 5.55] } 25... Kb7 { [%eval 5.06] } 26. Kf1 { [%eval 5.36] } 26... a5 { [%eval 4.5] } 27. b5?? { (4.50 → -4.98) Blunder. bxa5 was best. } { [%eval -4.98] } (27. bxa5 Ka6) 27... cxb5 { [%eval -5.28] } 28. Ke2 { [%eval -5.08] } 28... bxa4 { [%eval -5.39] } 29. Kd2 { [%eval -5.06] } 29... Kc6 { [%eval -5.47] } 30. Kc3 { [%eval -5.57] } 30... Kxc5?! { (-5.57 → -4.19) Inaccuracy. f5 was best. } { [%eval -4.19] } (30... f5 31. h3 h5 32. Kc4 a3 33. Kb3 Kxc5 34. h4 Kb5 35. f3 a2 36. Kxa2 Kc4 37. g4) 31. Kb2? { (-4.19 → -9.43) Mistake. g4 was best. } { [%eval -9.43] } (31. g4 Kd5) 31... Kb4 { [%eval -9.84] } 32. f4 { [%eval -10.79] } 32... a3+ { [%eval -10.15] } 33. Ka2 { [%eval -15.1] } 33... c5 { [%eval -26.89] } 34. g4 { [%eval -74.77] } 34... c4 { [%eval -67.63] } 35. h4?! { (-67.63 → Mate in 8) Checkmate is now unavoidable. g5 was best. } { [%eval #-8] } (35. g5) 35... c3 { [%eval #-7] } 36. g5 { [%eval #-3] } 36... fxg5 { [%eval #-9] } 37. hxg5 { [%eval #-3] } 37... hxg5 { [%eval #-9] } 38. fxg5 { [%eval #-3] } 38... c2 { [%eval #-2] } 39. Ka1 { [%eval #-2] } 39... c1=Q+ { [%eval #-1] } 40. Ka2 { [%eval #-1] } 40... Qxe3 { [%eval #-2] } 41. Kb1 { [%eval #-2] } 41... Kc3 { [%eval #-2] } 42. Ka1 { [%eval #-2] } 42... Qc1+ { [%eval #-1] } 43. Ka2 { [%eval #-1] } 43... Qb2# { Black wins by checkmate. } 0-1