[Event "rated blitz game"] [Site "https://lichess.org/141bImUn"] [Date "2026.04.20"] [Round "-"] [White "MrLoudy"] [Black "PepeQuiqueOG"] [Result "1/2-1/2"] [GameId "141bImUn"] [UTCDate "2026.04.20"] [UTCTime "02:18:53"] [WhiteElo "1550"] [BlackElo "1547"] [WhiteRatingDiff "+0"] [BlackRatingDiff "+0"] [Variant "Standard"] [TimeControl "180+0"] [ECO "A40"] [Opening "Queen's Pawn Game: Modern Defense"] [Termination "Time forfeit"] [Annotator "lichess.org"] 1. d4 { [%eval 0.15] } 1... g6 { [%eval 0.57] } { A40 Queen's Pawn Game: Modern Defense } 2. c4 { [%eval 0.29] } 2... Bg7 { [%eval 0.51] } 3. Nf3 { [%eval 0.28] } 3... d6 { [%eval 0.47] } 4. Bf4?! { (0.47 → -0.16) Inaccuracy. Nc3 was best. } { [%eval -0.16] } (4. Nc3 Nf6 5. e4 O-O 6. Be2 Na6 7. O-O e5 8. Re1 Bg4) 4... Nf6 { [%eval -0.15] } 5. e3 { [%eval -0.33] } 5... O-O { [%eval 0.14] } 6. h3 { [%eval -0.03] } 6... b6 { [%eval 0.08] } 7. Bd3 { [%eval 0.06] } 7... c5 { [%eval 0.11] } 8. d5?! { (0.11 → -0.61) Inaccuracy. Nc3 was best. } { [%eval -0.61] } (8. Nc3 cxd4 9. exd4 d5 10. O-O Nc6 11. Re1 dxc4 12. Bxc4 Bb7) 8... e6? { (-0.61 → 0.76) Mistake. b5 was best. } { [%eval 0.76] } (8... b5 9. Nc3 b4 10. Ne2 Nh5 11. Qd2 Nxf4 12. exf4 a5 13. O-O a4 14. a3) 9. e4? { (0.76 → -0.72) Mistake. Nc3 was best. } { [%eval -0.72] } (9. Nc3 h6 10. Bh2 e5 11. g4 a6 12. Nd2 Ra7 13. Qc2) 9... exd5 { [%eval -0.56] } 10. cxd5 { [%eval -0.84] } 10... a5?? { (-0.84 → 1.25) Blunder. Re8 was best. } { [%eval 1.25] } (10... Re8 11. Nc3 Nxe4 12. Nxe4 f5 13. Ng5 fxe4 14. Bb5 Bd7 15. Ne6 Qf6 16. Bxd7) 11. a3? { (1.25 → -0.29) Mistake. Nc3 was best. } { [%eval -0.29] } (11. Nc3 Ba6 12. a4 Qe7 13. O-O c4 14. Bc2 Nbd7 15. Nd4 Rfe8 16. Nc6 Qf8) 11... Ba6?! { (-0.29 → 0.42) Inaccuracy. Nxe4 was best. } { [%eval 0.42] } (11... Nxe4 12. Bxe4 Re8 13. Nbd2 Ba6 14. Qc2 Nd7 15. O-O-O c4 16. Be3 f5 17. Bd4) 12. O-O { [%eval 0.47] } 12... Bxd3?! { (0.47 → 1.44) Inaccuracy. b5 was best. } { [%eval 1.44] } (12... b5 13. Re1 Nh5 14. Bg5 Qb6 15. a4 Nd7 16. g4 h6 17. Bd2 Nhf6 18. axb5) 13. Qxd3 { [%eval 1.43] } 13... Nfd7? { (1.43 → 3.03) Mistake. Qe7 was best. } { [%eval 3.03] } (13... Qe7 14. Nbd2 Nbd7 15. Rae1 Nh5 16. Bh2 Bxb2 17. Qb3 Be5 18. Nxe5 dxe5 19. a4) 14. Nc3?! { (3.03 → 1.91) Inaccuracy. Bxd6 was best. } { [%eval 1.91] } (14. Bxd6 Re8 15. Nc3 Qc8 16. Rfe1 c4 17. Qe2 Na6 18. Nb5 Ndc5 19. Qxc4 Nxe4) 14... f5? { (1.91 → 3.79) Mistake. Ne5 was best. } { [%eval 3.79] } (14... Ne5 15. Bxe5 Bxe5 16. Nxe5 dxe5 17. Rad1 Qf6 18. Nb5 a4 19. Qe2 Qg5 20. Nc3) 15. Bxd6 { [%eval 3.56] } 15... fxe4 { [%eval 3.67] } 16. Qxe4 { [%eval 2.95] } 16... Re8 { [%eval 2.77] } 17. Qd3 { [%eval 2.27] } 17... Ne5? { (2.27 → 3.82) Mistake. Bxc3 was best. } { [%eval 3.82] } (17... Bxc3 18. bxc3 Nf6 19. Bxb8 Rxb8 20. Rad1 Qd7 21. c4 b5 22. cxb5 Qxb5 23. Qc2) 18. Nxe5 { [%eval 3.16] } 18... Bxe5 { [%eval 3.51] } 19. Bxe5 { [%eval 3.42] } 19... Rxe5 { [%eval 3.34] } 20. Rfe1 { [%eval 2.95] } 20... Nd7 { [%eval 2.83] } 21. d6 { [%eval 2.71] } 21... Rc8? { (2.71 → 4.67) Mistake. Qf6 was best. } { [%eval 4.67] } (21... Qf6 22. Rxe5 Qxe5 23. Qb5 Rd8 24. Qc6 Qe6 25. Ne4 Qf5 26. f3 Re8 27. Re1) 22. Nb5? { (4.67 → 2.82) Mistake. Rxe5 was best. } { [%eval 2.82] } (22. Rxe5 Nxe5 23. Qd5+ Nf7 24. d7 Rc7 25. Rd1 c4 26. Ne4 Kg7 27. a4 h5) 22... c4 { [%eval 2.52] } 23. Qc3 { [%eval 2.4] } 23... Rxb5 { [%eval 2.4] } 24. a4?? { (2.40 → -3.08) Blunder. Re7 was best. } { [%eval -3.08] } (24. Re7 Qf8 25. Rxd7 Rd5 26. Rc7 Rxc7 27. dxc7 Rc5 28. Qe3 Rxc7 29. Qe6+ Rf7) 24... Rf5?? { (-3.08 → 2.35) Blunder. Rb3 was best. } { [%eval 2.35] } (24... Rb3 25. Qc2 Qf6 26. Rad1 Rxb2 27. Qe4 c3 28. Qd5+ Kh8 29. f3 Rf8 30. Qc6) 25. Re7 { [%eval 2.12] } 25... Rf7 { [%eval 2.69] } 26. Rae1 { [%eval 2.61] } 26... Nf6 { [%eval 3.32] } 27. R1e6?? { (3.32 → -1.85) Blunder. Rxf7 was best. } { [%eval -1.85] } (27. Rxf7 Kxf7 28. Re7+ Qxe7 29. dxe7 Rc6 30. Qe3 Re6 31. e8=B+ Nxe8 32. Qf3+ Nf6) 27... Rxe7?! { (-1.85 → -1.20) Inaccuracy. Nd5 was best. } { [%eval -1.2] } (27... Nd5 28. Re8+ Qxe8 29. Rxe8+ Rxe8 30. Qd4 Nf6 31. Qxb6 Kg7 32. Qxa5) 28. Rxe7?? { (-1.20 → -4.04) Blunder. dxe7 was best. } { [%eval -4.04] } (28. dxe7 Qd1+ 29. Kh2 Ne8 30. Rxb6 Qd5 31. Rb5 Qd6+ 32. Kg1 Qd1+ 33. Kh2 Qe2) 28... Qxd6 { [%eval -4.04] } 29. Qe5 { [%eval -5.02] } 29... Qxe5 { [%eval -5.02] } 30. Re6?? { (-5.02 → Mate in 7) Checkmate is now unavoidable. Rxe5 was best. } { [%eval #-7] } (30. Rxe5 Kf7 31. Kf1 Rd8 32. Ke2 Nd5 33. Kf3 h6 34. Kg3 Nf6) 30... Re8? { (Mate in 7 → -8.30) Lost forced checkmate sequence. Qxe6 was best. } { [%eval -8.3] } (30... Qxe6 31. Kh2 Qe5+ 32. Kh1 Re8 33. Kg1 Qe1+ 34. Kh2 Qxf2 35. h4 Re2 36. h5) 31. Rxe5 { [%eval -7.94] } 31... Rxe5 { [%eval -7.84] } 32. Kh2 { [%eval -8.66] } 32... Re2 { [%eval -8.98] } 33. Kg3 { [%eval -9.36] } 33... Rxb2 { [%eval -9.14] } 34. Kf3 { [%eval -9.12] } 34... Rb4 { [%eval -8.43] } 35. Ke2 { [%eval -8.64] } 35... c3 { [%eval -8.56] } 36. Kd1 { [%eval -8.28] } 36... Rxa4 { [%eval -8.25] } 37. Kc2 { [%eval -8.19] } 37... Rc4 { [%eval -8.56] } 38. f3 { [%eval -8.65] } 38... Rc8 { [%eval -8.65] } 39. g4? { (-8.65 → Mate in 8) Checkmate is now unavoidable. f4 was best. } { [%eval #-8] } (39. f4 Nd5 40. h4 Nb4+ 41. Kd1 c2+ 42. Ke2 c1=Q 43. Kf2 Qxf4+ 44. Kg1) 39... Nd5 { [%eval #-8] } 40. Kc1 { [%eval #-7] } 40... Ne3 { [%eval #-6] } 41. h4 { [%eval #-6] } 41... b5 { [%eval #-6] } 42. g5 { [%eval #-4] } 42... c2 { [%eval #-5] } 43. f4 { [%eval #-5] } 43... b4 { [%eval #-6] } 44. h5 { [%eval #-6] } 44... b3 { [%eval #-5] } 45. hxg6 { [%eval #-6] } 45... hxg6 { [%eval #-5] } 46. Kd2 { [%eval #-5] } 46... b2 { [%eval #-5] } 47. Kxe3 { [%eval #-5] } 47... c1=Q+ { [%eval #-4] } 48. Ke4 { [%eval #-4] } 48... Qc5 { [%eval #-4] } 49. Kf3 { [%eval #-4] } 49... Rd8 { [%eval #-3] } 50. Kg4 { [%eval #-3] } 50... Qe3 { [%eval #-2] } 51. Kh4 { [%eval #-2] } 51... Rf8 { [%eval #-2] } 52. Kg4 { [%eval #-1] } 52... Qxf4+ { [%eval #-2] } 53. Kh3 { [%eval #-2] } 53... Rf5 { [%eval #-2] } 54. Kg2 { [%eval #-2] } 54... Rxg5+ { [%eval #-1] } 55. Kh3 { [%eval #-1] } 55... Qh4+ { [%eval #-4] } 56. Kxh4 { [%eval #-4] } 56... Rf5 { [%eval #-4] } 57. Kg4 { [%eval #-3] } { Draw by time and insufficient material. } 1/2-1/2