[Event "rated rapid game"] [Site "https://lichess.org/lLJiNBN9"] [Date "2026.04.22"] [Round "-"] [White "Chess_Revenge"] [Black "salomonjedidias"] [Result "1/2-1/2"] [GameId "lLJiNBN9"] [UTCDate "2026.04.22"] [UTCTime "15:15:33"] [WhiteElo "1497"] [BlackElo "1499"] [WhiteRatingDiff "+0"] [BlackRatingDiff "+0"] [Variant "Standard"] [TimeControl "600+0"] [ECO "A45"] [Opening "Indian Defense"] [Termination "Time forfeit"] [Annotator "lichess.org"] 1. d4 { [%eval 0.15] } 1... Nf6 { [%eval 0.15] } { A45 Indian Defense } 2. e3 { [%eval 0.0] } 2... g6 { [%eval 0.28] } 3. a3 { [%eval 0.0] } 3... Bg7 { [%eval 0.0] } 4. c4 { [%eval 0.0] } 4... O-O { [%eval 0.0] } 5. Nc3 { [%eval -0.38] } 5... c6?! { (-0.38 → 0.21) Inaccuracy. d5 was best. } { [%eval 0.21] } (5... d5 6. Be2 c5 7. Nf3 cxd4 8. exd4 Nc6 9. c5 Ne4 10. O-O) 6. h3 { [%eval 0.08] } 6... d5 { [%eval 0.0] } 7. c5?! { (0.00 → -0.94) Inaccuracy. Nf3 was best. } { [%eval -0.94] } (7. Nf3 c5 8. Be2 Nc6 9. O-O Bf5 10. dxc5 dxc4 11. Qa4 Ne4) 7... Nbd7 { [%eval -0.96] } 8. Nf3 { [%eval -0.89] } 8... Re8 { [%eval -0.74] } 9. b4 { [%eval -0.73] } 9... e5 { [%eval -0.73] } 10. dxe5?! { (-0.73 → -1.77) Inaccuracy. Bb2 was best. } { [%eval -1.77] } (10. Bb2 e4 11. Nh2 Nf8 12. Be2 Kh8 13. a4 Ng8 14. Ng4 Qg5 15. h4 Qe7) 10... Nxe5 { [%eval -1.72] } 11. Nxe5 { [%eval -1.74] } 11... Rxe5 { [%eval -1.17] } 12. Be2 { [%eval -1.18] } 12... Bf5 { [%eval -0.95] } 13. O-O { [%eval -1.05] } 13... Ne4?! { (-1.05 → -0.42) Inaccuracy. Nd7 was best. } { [%eval -0.42] } (13... Nd7 14. Bb2 Re6 15. Bd3 Bxd3 16. Qxd3 Ne5 17. Qc2 Nc4 18. Rad1 a5 19. Qb3) 14. Nxe4 { [%eval -0.42] } 14... Bxe4 { [%eval -0.45] } 15. f3?! { (-0.45 → -1.08) Inaccuracy. Ra2 was best. } { [%eval -1.08] } (15. Ra2 Re6 16. Bg4 f5 17. Bf3 Bxf3 18. Qxf3 a5 19. b5 Qh4 20. Rd2 Bc3) 15... Bf5 { [%eval -1.06] } 16. f4?! { (-1.06 → -1.89) Inaccuracy. Ra2 was best. } { [%eval -1.89] } (16. Ra2 a5 17. g4 Bd7 18. Qd2 Qh4 19. Kg2 h5 20. Rh1 Rae8 21. Qe1 Qe7) 16... Re4 { [%eval -1.53] } 17. Bd3?? { (-1.53 → -4.19) Blunder. Ra2 was best. } { [%eval -4.19] } (17. Ra2 Re7 18. Bd3 Bxd3 19. Qxd3 Bf6 20. b5 Re4 21. Rc2 Qc7 22. f5 g5) 17... Re8?? { (-4.19 → -1.34) Blunder. Bxa1 was best. } { [%eval -1.34] } (17... Bxa1 18. g4 Bd7 19. Qd2 Re8 20. Qf2 Kh8 21. Kh1 Rg8 22. Qh2 f6 23. e4) 18. Bxf5? { (-1.34 → -2.71) Mistake. Rb1 was best. } { [%eval -2.71] } (18. Rb1 Qd7 19. Bxf5 Qxf5 20. Rb3 h5 21. b5 Rad8 22. Qd3 Re4 23. Bb2 Rde8) 18... gxf5?? { (-2.71 → -0.10) Blunder. Bxa1 was best. } { [%eval -0.1] } (18... Bxa1 19. Bd2 Bf6 20. Bb1 a5 21. b5 cxb5 22. f5 Qe7 23. Ba2 Rad8 24. fxg6) 19. Ra2 { [%eval -0.29] } 19... Qh4 { [%eval -0.17] } 20. Bd2 { [%eval -0.69] } 20... Rad8 { [%eval -0.48] } 21. Be1 { [%eval -0.72] } 21... Qh6 { [%eval -0.41] } 22. Qd3?! { (-0.41 → -0.99) Inaccuracy. Rf3 was best. } { [%eval -0.99] } (22. Rf3 Re4 23. Rg3 Kf8 24. Rd2 a6 25. Rd3 Rc4 26. Kh2 Bf6 27. Rf3 Re8) 22... d4 { [%eval -0.76] } 23. exd4 { [%eval -1.05] } 23... Rxd4? { (-1.05 → 0.10) Mistake. Bxd4+ was best. } { [%eval 0.1] } (23... Bxd4+ 24. Kh1 Qe6 25. Qb1 Bf6 26. Rd2 Qe4 27. Qc1 Rxd2 28. Bxd2 Rd8 29. Re1) 24. Qxf5 { [%eval 0.09] } 24... Rd5 { [%eval 0.35] } 25. Qg4 { [%eval 0.36] } 25... Rd1?? { (0.36 → 6.03) Blunder. Qe6 was best. } { [%eval 6.03] } (25... Qe6 26. Bf2 h5 27. Qxe6 Rxe6 28. Re1 Rxe1+ 29. Bxe1 f5 30. Re2 Rd1 31. Kh2) 26. Qxd1 { [%eval 6.04] } 26... Re4 { [%eval 6.6] } 27. Rd2 { [%eval 6.45] } 27... Bf6 { [%eval 6.45] } 28. Rd8+ { [%eval 6.02] } 28... Bxd8 { [%eval 5.68] } 29. Qxd8+ { [%eval 5.7] } 29... Kg7 { [%eval 6.75] } 30. Bd2 { [%eval 6.05] } 30... Re2?? { (6.05 → Mate in 8) Checkmate is now unavoidable. Qf6 was best. } { [%eval #8] } (30... Qf6 31. Qd3 Rd4 32. Qg3+ Qg6 33. Qxg6+ Kxg6 34. f5+ Kh5 35. Bc3 Rc4 36. Bf6) 31. Qd4+?? { (Mate in 8 → 5.86) Lost forced checkmate sequence. f5 was best. } { [%eval 5.86] } (31. f5 Rxg2+ 32. Kxg2 Qxd2+ 33. Qxd2 a5 34. f6+ Kg6 35. Qd3+ Kh6 36. Qg3 axb4) 31... Kg8 { [%eval 7.08] } 32. Rf3 { [%eval 6.38] } 32... Qg6 { [%eval 7.25] } 33. Qd8+ { [%eval 7.13] } 33... Kg7 { [%eval 6.84] } 34. Bc3+ { [%eval 5.66] } 34... Kh6?? { (5.66 → Mate in 10) Checkmate is now unavoidable. f6 was best. } { [%eval #10] } (34... f6 35. Bxf6+ Kf7 36. Bg5 Qb1+ 37. Kh2 Re1 38. Qd7+ Kg8 39. Qc8+ Kf7 40. Kg3) 35. Qg5+?? { (Mate in 10 → 5.61) Lost forced checkmate sequence. Qf8+ was best. } { [%eval 5.61] } (35. Qf8+ Kh5 36. g4+ Qxg4+ 37. hxg4+ Kxg4 38. Rf2 Rxf2 39. Kxf2 Kxf4 40. Qxf7+ Kg4) 35... Qxg5 { [%eval 5.6] } 36. fxg5+ { [%eval 5.47] } 36... Kxg5 { [%eval 5.85] } 37. Rxf7 { [%eval 5.6] } 37... h5 { [%eval 6.03] } 38. Rxb7 { [%eval 5.97] } 38... Rc2 { [%eval 5.89] } 39. Bd4 { [%eval 6.12] } 39... Rc4 { [%eval 6.26] } 40. Be3+ { [%eval 6.01] } 40... Kf6 { [%eval 6.43] } 41. Rxa7 { [%eval 6.34] } 41... Kf5 { [%eval 6.37] } 42. Ra6 { [%eval 6.11] } 42... Re4 { [%eval 7.26] } 43. Bf2 { [%eval 7.22] } 43... Re6 { [%eval 7.25] } 44. a4 { [%eval 7.77] } 44... Ke4 { [%eval 7.99] } 45. Rb6 { [%eval 7.58] } 45... Kd3 { [%eval 7.44] } 46. a5 { [%eval 6.82] } 46... Ke2 { [%eval 8.03] } 47. Rb7 { [%eval 7.99] } 47... Re4 { [%eval 7.63] } 48. Rh7 { [%eval 6.42] } 48... Rxb4 { [%eval 6.21] } 49. Rxh5 { [%eval 5.69] } 49... Rb1+ { [%eval 5.56] } 50. Kh2 { [%eval 5.49] } 50... Kxf2 { [%eval 5.22] } 51. Rh6 { [%eval 5.07] } 51... Rg1?? { (5.07 → Mate in 13) Checkmate is now unavoidable. Ke3 was best. } { [%eval #13] } (51... Ke3 52. Rxc6 Ke4 53. Rc8 Ra1 54. Ra8 Kd5 55. h4 Ra4 56. Kg3 Ra3+ 57. Kf4) 52. Rg6?? { (Mate in 13 → 5.87) Lost forced checkmate sequence. Rf6+ was best. } { [%eval 5.87] } (52. Rf6+ Ke3 53. Kxg1 Kd4 54. a6 Ke5 55. Rf3 Kd4 56. a7 Kc4 57. Rf6 Kd4) 52... Ra1 { [%eval 5.64] } 53. Rxc6 { [%eval 5.64] } 53... Rxa5 { [%eval 5.39] } 54. Rg6 { [%eval 5.78] } 54... Rxc5 { [%eval 6.04] } 55. Rf6+ { [%eval 5.99] } 55... Ke1 { [%eval 5.64] } 56. Rf3 { [%eval 5.34] } 56... Re5 { [%eval 6.27] } 57. h4 { [%eval 6.15] } 57... Ke2 { [%eval 6.03] } 58. Kg3 { [%eval 6.04] } 58... Re8 { [%eval 5.97] } 59. h5 { [%eval 6.15] } 59... Rg8+ { [%eval 6.12] } 60. Kh3?! { (6.12 → 4.53) Inaccuracy. Kh2 was best. } { [%eval 4.53] } (60. Kh2 Rh8 61. Rf5 Kd1 62. Kh3 Rb8 63. g4 Rb3+ 64. Kh4 Rb2 65. h6 Rh2+) 60... Rg7?! { (4.53 → 5.98) Inaccuracy. Rg5 was best. } { [%eval 5.98] } (60... Rg5 61. Kh4 Rxg2 62. Rg3 Rh2+ 63. Rh3 Rg2 64. h6 Rg8 65. h7 Rh8 66. Kg5) 61. Rg3 { [%eval 5.54] } 61... Rh7 { [%eval 6.41] } 62. Kh4 { [%eval 6.38] } 62... Kf2 { [%eval 6.3] } 63. Rg6 { [%eval 6.06] } 63... Kg1 { [%eval 6.03] } 64. g4 { [%eval 6.67] } 64... Kg2 { [%eval 7.31] } 65. h6 { [%eval 6.98] } 65... Ra7 { [%eval 7.31] } 66. Rg7 { [%eval 6.66] } 66... Ra1 { [%eval 8.48] } 67. Kh5 { [%eval 7.12] } 67... Kg3 { [%eval 8.18] } 68. g5 { [%eval 8.04] } 68... Ra4 { [%eval 7.78] } 69. Kg6 { [%eval 7.68] } 69... Ra6+ { [%eval 6.08] } 70. Kh7 { [%eval 5.36] } 70... Ra5?! { (5.36 → 9.05) Inaccuracy. Kh4 was best. } { [%eval 9.05] } (70... Kh4 71. g6 Kh5 72. Rc7 Rxg6 73. Rc5+ Rg5 74. Rxg5+ Kxg5 75. Kg7 Kf5 76. h7) 71. g6 { [%eval 8.61] } 71... Ra8? { (8.61 → Mate in 13) Checkmate is now unavoidable. Kf2 was best. } { [%eval #13] } (71... Kf2 72. Rf7+ Ke1 73. g7 Rd5 74. g8=Q Rd3 75. Qb8 Kd1 76. Rg7) 72. Rf7 { [%eval #12] } 72... Kg4 { [%eval #12] } 73. g7 { [%eval #11] } 73... Kh5 { [%eval 12.85] } 74. Rf8 { [%eval 9.25] } 74... Ra6 { [%eval 13.78] } 75. Rh8 { [%eval 8.03] } 75... Rxh6+? { (8.03 → Mate in 12) Checkmate is now unavoidable. Ra7 was best. } { [%eval #12] } (75... Ra7 76. Rb8 Kg4 77. Kh8 Kf3 78. g8=Q Ra1 79. Rf8+ Ke3 80. Qb3+ Kd4) 76. Kg8 { [%eval #12] } 76... Kg6 { [%eval #8] } 77. Rxh6+ { [%eval #9] } 77... Kxh6 { [%eval #9] } 78. Kh8 { [%eval #10] } 78... Kh5 { [%eval #5] } 79. g8=Q { [%eval #4] } 79... Kh6 { [%eval #4] } 80. Qg7+ { [%eval #4] } 80... Kh5 { [%eval #4] } 81. Kh7 { [%eval #4] } 81... Kh4 { [%eval #4] } 82. Kh6 { [%eval #4] } 82... Kh3 { [%eval #4] } 83. Kh5 { [%eval #3] } 83... Kh2 { [%eval #3] } 84. Qg5 { [%eval #4] } 84... Kh3 { [%eval #4] } 85. Qg4+ { [%eval #3] } 85... Kh2 { [%eval #3] } 86. Kh4 { [%eval #2] } 86... Kh1 { [%eval #2] } 87. Kh5 { [%eval #3] } 87... Kh2 { [%eval #3] } 88. Kh4 { [%eval #2] } 88... Kh1 { [%eval #2] } { Draw by time and insufficient material. } 1/2-1/2