[Event "casual rapid game"] [Site "https://lichess.org/6ZDSj16K"] [Date "2022.05.29"] [Round "-"] [White "LeopoldoGarcia"] [Black "Do4mi"] [Result "1/2-1/2"] [GameId "6ZDSj16K"] [UTCDate "2022.05.29"] [UTCTime "08:11:37"] [WhiteElo "1574"] [BlackElo "1272"] [Variant "Standard"] [TimeControl "600+0"] [ECO "D00"] [Opening "Queen's Pawn Game"] [Termination "Time forfeit"] [Annotator "lichess.org"] 1. d4 { [%eval 0.21] } 1... d5 { [%eval 0.35] } { D00 Queen's Pawn Game } 2. h3 { [%eval -0.1] } 2... c6 { [%eval 0.23] } 3. Bf4 { [%eval 0.36] } 3... Bf5 { [%eval 0.24] } 4. e3 { [%eval 0.16] } 4... h6 { [%eval 0.42] } 5. Nc3 { [%eval 0.23] } 5... e6 { [%eval 0.12] } 6. a3 { [%eval 0.0] } 6... Nf6 { [%eval 0.25] } 7. Bd3 { [%eval 0.29] } 7... Bxd3 { [%eval 0.24] } 8. Qxd3 { [%eval 0.1] } 8... Bd6 { [%eval 0.03] } 9. Nf3 { [%eval 0.09] } 9... Bxf4 { [%eval -0.08] } 10. exf4 { [%eval -0.12] } 10... Qd6 { [%eval 0.23] } 11. Qe3 { [%eval 0.25] } 11... Nbd7 { [%eval 0.16] } 12. O-O { [%eval -0.02] } 12... Nb6 { [%eval 0.0] } 13. b3 { [%eval -0.08] } 13... O-O-O? { (-0.08 → 1.22) Mistake. O-O was best. } { [%eval 1.22] } (13... O-O 14. Ne5 Rac8 15. a4 Nbd7 16. Rfd1 c5 17. Rac1 a6 18. Ne2 Rfd8 19. c3 cxd4 20. Rxd4) 14. Rfe1 { [%eval 1.37] } 14... Rde8 { [%eval 1.92] } 15. Ne5 { [%eval 1.69] } 15... Re7 { [%eval 1.44] } 16. a4 { [%eval 1.68] } 16... a5 { [%eval 2.14] } 17. Nd3 { [%eval 1.81] } 17... Nh7?! { (1.81 → 2.69) Inaccuracy. Qd8 was best. } { [%eval 2.69] } (17... Qd8 18. Ne2) 18. Qd2 { [%eval 2.14] } 18... g5?! { (2.14 → 3.50) Inaccuracy. Kc7 was best. } { [%eval 3.5] } (18... Kc7) 19. f5? { (3.50 → 2.09) Mistake. Ne2 was best. } { [%eval 2.09] } (19. Ne2 Nd7 20. Qxa5 Rg8 21. c4 gxf4 22. Nexf4 Ng5 23. Re3 dxc4 24. Qa8+ Nb8 25. bxc4 Qxd4) 19... exf5 { [%eval 2.13] } 20. Rxe7 { [%eval 1.87] } 20... Qxe7 { [%eval 2.1] } 21. Re1 { [%eval 1.92] } 21... Qd6?! { (1.92 → 2.84) Inaccuracy. Qd8 was best. } { [%eval 2.84] } (21... Qd8 22. Ne5) 22. Ne5?! { (2.84 → 1.99) Inaccuracy. Nd1 was best. } { [%eval 1.99] } (22. Nd1 Nf8) 22... Qf8?? { (1.99 → 4.59) Blunder. Qb4 was best. } { [%eval 4.59] } (22... Qb4 23. Nxf7) 23. Ne2 { [%eval 4.6] } 23... Nf6 { [%eval 5.54] } 24. Qxa5 { [%eval 5.46] } 24... Nbd7 { [%eval 5.86] } 25. Nxd7?! { (5.86 → 4.56) Inaccuracy. Ng3 was best. } { [%eval 4.56] } (25. Ng3 Nxe5) 25... Nxd7?! { (4.56 → 6.66) Inaccuracy. Kxd7 was best. } { [%eval 6.66] } (25... Kxd7) 26. Qa8+?? { (6.66 → 2.74) Blunder. Ng3 was best. } { [%eval 2.74] } (26. Ng3) 26... Kc7 { [%eval 3.31] } 27. Qa7?? { (3.31 → -0.32) Blunder. Qa5+ was best. } { [%eval -0.32] } (27. Qa5+ Kb8 28. Ng3 Qd6 29. Nxf5 Qf4 30. Ng3 Qxd4 31. Re7 Qc5 32. Qe1 Rd8 33. Nf5 d4) 27... Qb4 { [%eval -0.31] } 28. c3? { (-0.31 → -1.71) Mistake. Kf1 was best. } { [%eval -1.71] } (28. Kf1) 28... Qxb3 { [%eval -1.89] } 29. Qa5+?! { (-1.89 → -2.74) Inaccuracy. Ng3 was best. } { [%eval -2.74] } (29. Ng3 Qxc3) 29... Nb6?? { (-2.74 → 0.76) Blunder. Qb6 was best. } { [%eval 0.76] } (29... Qb6 30. Qb4 Re8 31. a5 Qa6 32. Kf1 Qd3 33. f3 f4 34. h4 Re3 35. Qb1 Qxb1 36. Rxb1) 30. Rc1?? { (0.76 → -4.27) Blunder. Ng3 was best. } { [%eval -4.27] } (30. Ng3 Kb8 31. Nxf5 Nc4 32. Qb4 Qxb4 33. cxb4 Nb2 34. Re7 Nxa4 35. Nd6 Ka7 36. Rxb7+ Ka6) 30... Qxa4 { [%eval -4.21] } 31. Qxa4 { [%eval -4.19] } 31... Nxa4 { [%eval -4.48] } 32. Ra1?! { (-4.48 → -5.93) Inaccuracy. f4 was best. } { [%eval -5.93] } (32. f4) 32... b5 { [%eval -5.47] } 33. Kh2 { [%eval -6.4] } 33... Re8 { [%eval -6.57] } 34. Ng3 { [%eval -7.51] } 34... f4 { [%eval -7.37] } 35. Nf5 { [%eval -7.22] } 35... h5 { [%eval -6.96] } 36. Nh6 { [%eval -7.46] } 36... f6 { [%eval -6.95] } 37. h4 { [%eval -8.23] } 37... Nxc3 { [%eval -8.13] } 38. hxg5 { [%eval -8.46] } 38... fxg5 { [%eval -8.3] } 39. Nf5 { [%eval -8.98] } 39... Re2 { [%eval -9.01] } 40. Kg1 { [%eval -9.54] } 40... Ne4 { [%eval -8.86] } 41. f3 { [%eval -9.29] } 41... Ng3 { [%eval -9.83] } 42. Nxg3 { [%eval -10.17] } 42... fxg3 { [%eval -10.45] } 43. Kf1 { [%eval -10.31] } 43... Rf2+ { [%eval -10.33] } 44. Kg1 { [%eval -10.95] } 44... h4 { [%eval -10.85] } 45. Kh1 { [%eval -13.3] } 45... h3 { [%eval -10.08] } 46. gxh3 { [%eval -8.61] } 46... Rh2+ { [%eval -8.19] } 47. Kg1 { [%eval -8.08] } 47... Rxh3 { [%eval -7.96] } 48. Kg2 { [%eval -7.99] } 48... Rh4 { [%eval -8.0] } 49. Kxg3 { [%eval -8.14] } 49... Rxd4 { [%eval -8.3] } 50. Ra7+ { [%eval -8.38] } 50... Kd6 { [%eval -8.3] } 51. Rb7 { [%eval -8.57] } 51... b4 { [%eval -8.65] } 52. Rb6 { [%eval -9.15] } 52... b3 { [%eval -7.63] } 53. Rxb3 { [%eval -7.53] } 53... c5 { [%eval -7.61] } 54. Rc3 { [%eval -7.83] } 54... c4 { [%eval -7.9] } 55. f4 { [%eval -9.12] } 55... gxf4+ { [%eval -9.31] } 56. Kf3? { (-9.31 → Mate in 18) Checkmate is now unavoidable. Kg4 was best. } { [%eval #-18] } (56. Kg4 Rd3 57. Rc2 f3 58. Kg3 c3 59. Ra2 Kc5 60. Ra7 Kd4 61. Rc7 Ke3 62. Rc6 Ke2) 56... Rd3+ { [%eval #-15] } 57. Rxd3 { [%eval #-15] } 57... cxd3 { [%eval #-17] } 58. Kf2 { [%eval #-13] } 58... Ke5 { [%eval #-13] } 59. Kf3 { [%eval #-31] } 59... Kd4 { [%eval #-11] } 60. Kxf4 { [%eval #-10] } 60... Kc3 { [%eval #-11] } 61. Ke3 { [%eval #-11] } 61... Kc2 { [%eval #-12] } 62. Kd4 { [%eval #-12] } 62... d2 { [%eval #-12] } 63. Kxd5 { [%eval #-10] } 63... d1=Q+ { [%eval #-9] } 64. Ke4 { [%eval #-6] } 64... Qd3+ { [%eval #-8] } 65. Ke5 { [%eval #-8] } 65... Qc4 { [%eval #-9] } 66. Kf5 { [%eval #-9] } 66... Qb5+ { [%eval #-9] } 67. Ke4 { [%eval #-6] } 67... Qd7 { [%eval #-8] } 68. Ke3 { [%eval #-4] } 68... Kc3 { [%eval #-7] } 69. Ke4 { [%eval #-8] } 69... Kc4 { [%eval #-7] } 70. Ke5 { [%eval #-7] } 70... Kc5 { [%eval #-7] } 71. Ke4 { [%eval #-6] } 71... Qd5+ { [%eval #-7] } 72. Ke3 { [%eval #-6] } 72... Qd4+ { [%eval #-6] } 73. Ke2 { [%eval #-6] } 73... Kc4 { [%eval #-5] } 74. Kf3 { [%eval #-5] } 74... Qe5 { [%eval #-6] } 75. Kf2 { [%eval #-5] } 75... Kd4 { [%eval #-5] } 76. Kf3 { [%eval #-5] } 76... Qe4+ { [%eval #-4] } 77. Kf2 { [%eval #-4] } 77... Qe3+ { [%eval #-4] } 78. Kg2 { [%eval #-4] } 78... Ke4 { [%eval #-3] } 79. Kf1 { [%eval #-3] } 79... Kf4 { [%eval #-3] } 80. Kg2 { [%eval #-3] } 80... Kg4 { [%eval #-3] } 81. Kf1 { [%eval #-3] } { Draw by time and insufficient material. } 1/2-1/2