[Event "rated rapid game"] [Site "https://adjva4.dpdns.org/FwRBZb51"] [Date "2026.01.04"] [Round "-"] [White "VladimirSad"] [Black "AndrejBolkonski"] [Result "1/2-1/2"] [GameId "FwRBZb51"] [UTCDate "2026.01.04"] [UTCTime "15:32:05"] [WhiteElo "1821"] [BlackElo "1776"] [WhiteRatingDiff "-1"] [BlackRatingDiff "+1"] [Variant "Standard"] [TimeControl "600+0"] [ECO "B00"] [Opening "Rat Defense: Harmonist"] [Termination "Normal"] [Annotator "adjva4.dpdns.org"] 1. e4 { [%eval 0.18] } 1... d6 { [%eval 0.43] } 2. f4 { [%eval 0.0] } { B00 Rat Defense: Harmonist } 2... Nf6 { [%eval 0.1] } 3. Bc4?! { (0.10 → -0.56) Inaccuracy. Nc3 was best. } { [%eval -0.56] } (3. Nc3 c5 4. Nf3 Nc6 5. e5 Nd7 6. exd6 exd6 7. d4 cxd4) 3... Nxe4 { [%eval -0.69] } 4. Nf3 { [%eval -1.24] } 4... Nf6 { [%eval -1.32] } 5. c3?! { (-1.32 → -1.94) Inaccuracy. d4 was best. } { [%eval -1.94] } (5. d4 g6 6. Nc3 Bg7 7. Bd2 O-O 8. Qe2 Nc6 9. O-O-O e6) 5... g6 { [%eval -1.95] } 6. O-O { [%eval -1.94] } 6... Bg7 { [%eval -1.88] } 7. Bxf7+? { (-1.88 → -3.83) Mistake. d4 was best. } { [%eval -3.83] } (7. d4 O-O) 7... Kxf7 { [%eval -3.81] } 8. Qb3+ { [%eval -3.72] } 8... e6 { [%eval -3.26] } 9. d3?! { (-3.26 → -4.39) Inaccuracy. Ng5+ was best. } { [%eval -4.39] } (9. Ng5+ Kf8 10. d4 h6 11. Nxe6+ Bxe6 12. Qxe6 Qd7 13. Qb3 Nc6 14. Qxb7 Rb8) 9... c6 { [%eval -3.85] } 10. Nh4 { [%eval -4.77] } 10... Qb6+ { [%eval -4.71] } 11. Kh1 { [%eval -5.09] } 11... Qxb3 { [%eval -5.17] } 12. axb3 { [%eval -5.1] } 12... Na6 { [%eval -4.73] } 13. b4 { [%eval -4.93] } 13... c5 { [%eval -4.84] } 14. b5 { [%eval -4.88] } 14... Nc7 { [%eval -4.76] } 15. c4 { [%eval -5.12] } 15... Bd7 { [%eval -4.88] } 16. Ra2 { [%eval -5.26] } 16... d5 { [%eval -4.63] } 17. Nc3 { [%eval -4.77] } 17... d4 { [%eval -3.93] } 18. Na4 { [%eval -4.1] } 18... Ng4?! { (-4.10 → -2.89) Inaccuracy. b6 was best. } { [%eval -2.89] } (18... b6 19. Nf3 Rhd8 20. Bd2 Kg8 21. Ne5 Be8 22. b4 cxb4 23. Bxb4 Nfd5 24. cxd5) 19. h3 { [%eval -3.29] } 19... Ne3 { [%eval -3.53] } 20. Bxe3 { [%eval -3.47] } 20... dxe3 { [%eval -3.53] } 21. Re1 { [%eval -4.22] } 21... Bh6?! { (-4.22 → -3.24) Inaccuracy. b6 was best. } { [%eval -3.24] } (21... b6 22. Nf3 Rhf8 23. Rxe3 Kg8 24. g3 Rf7 25. Kg1 Bc8 26. Ra1 Bb7 27. Ne5) 22. g3?! { (-3.24 → -4.13) Inaccuracy. Nxc5 was best. } { [%eval -4.13] } (22. Nxc5 Bc8 23. Rxe3 Rd8 24. Nf3 b6 25. Ne5+ Kg8 26. Ne4 Bb7 27. Nc6 Bxc6) 22... g5? { (-4.13 → -2.53) Mistake. b6 was best. } { [%eval -2.53] } (22... b6 23. Nf3 Bg7 24. Ne5+ Ke7 25. Kh2 Rhd8 26. Rxe3 Bh8 27. b3 Be8 28. Nc3) 23. Ng2? { (-2.53 → -4.14) Mistake. fxg5 was best. } { [%eval -4.14] } (23. fxg5 Bxg5 24. Nxc5 Bxh4 25. gxh4 Ke7 26. Rxe3 b6 27. Nxd7 Kxd7 28. Rg3 Rhe8) 23... Rhg8?! { (-4.14 → -2.82) Inaccuracy. b6 was best. } { [%eval -2.82] } (23... b6 24. fxg5 Bxg5 25. Nxe3 h5 26. Raa1 Bf6 27. Nc3 a6 28. bxa6 Bc6+ 29. Ne4) 24. Nxe3 { [%eval -2.98] } 24... gxf4 { [%eval -2.9] } 25. gxf4 { [%eval -3.66] } 25... b6 { [%eval -3.76] } 26. Ng2 { [%eval -4.48] } 26... Bc8 { [%eval -4.36] } 27. b3 { [%eval -4.78] } 27... Bb7 { [%eval -4.68] } 28. Nc3 { [%eval -4.39] } 28... Bxf4 { [%eval -4.36] } 29. Rf2 { [%eval -4.71] } 29... Bxg2+ { [%eval -4.74] } 30. Rxg2 { [%eval -4.89] } 30... Rxg2 { [%eval -4.79] } 31. Kxg2 { [%eval -4.71] } 31... Bd2 { [%eval -4.78] } 32. Rf1+ { [%eval -4.72] } 32... Kg6 { [%eval -4.0] } 33. Ne4 { [%eval -4.0] } 33... Be3 { [%eval -3.91] } 34. Rf6+ { [%eval -4.28] } 34... Kg7 { [%eval -4.55] } 35. Rf3 { [%eval -4.54] } 35... Bd4 { [%eval -4.36] } 36. Rg3+ { [%eval -4.45] } 36... Kf7 { [%eval -4.8] } 37. Ng5+ { [%eval -4.49] } 37... Ke7 { [%eval -4.54] } 38. Kf3 { [%eval -5.15] } 38... Rf8+ { [%eval -5.07] } 39. Ke4?? { (-5.07 → Mate in 4) Checkmate is now unavoidable. Ke2 was best. } { [%eval #-4] } (39. Ke2 Rg8 40. Kf3 Rg7 41. Rg4 Ne8 42. Ne4 Nd6 43. Ng3 Rxg4 44. Kxg4 Bg7) 39... Rg8?? { (Mate in 4 → -5.08) Lost forced checkmate sequence. Ne8 was best. } { [%eval -5.08] } (39... Ne8 40. Nxe6 Kxe6 41. Rg6+ hxg6 42. b4 Nd6#) 40. Rg4 { [%eval -5.23] } 40... h6 { [%eval -4.87] } 41. Nf3 { [%eval -4.79] } 41... Rxg4+ { [%eval -5.08] } 42. hxg4 { [%eval -4.87] } 42... Kf6 { [%eval -4.25] } 43. b4 { [%eval -4.39] } 43... Bf2 { [%eval -4.09] } 44. bxc5 { [%eval -4.15] } 44... Bxc5 { [%eval -4.13] } 45. d4 { [%eval -4.18] } 45... Bb4 { [%eval -3.71] } 46. Ne5 { [%eval -3.78] } 46... a6 { [%eval -3.25] } 47. Nd7+ { [%eval -3.86] } 47... Kg5 { [%eval -3.23] } 48. Nxb6?! { (-3.23 → -4.17) Inaccuracy. c5 was best. } { [%eval -4.17] } (48. c5 axb5) 48... axb5 { [%eval -4.29] } 49. cxb5 { [%eval -4.13] } 49... Nxb5 { [%eval -3.95] } 50. d5 { [%eval -4.18] } 50... exd5+? { (-4.18 → -2.61) Mistake. Nc3+ was best. } { [%eval -2.61] } (50... Nc3+ 51. Kf3 e5 52. Nc4 e4+ 53. Kf2 Bc5+ 54. Kf1 Nxd5 55. Nd2 Nc3 56. Ke1) 51. Nxd5 { [%eval -2.65] } 51... Bd6 { [%eval -2.3] } 52. Kf3 { [%eval -2.68] } 52... Nd4+ { [%eval -2.66] } 53. Ke4 { [%eval -2.64] } 53... Ne6 { [%eval -2.24] } 54. Ne3 { [%eval -2.29] } 54... Bc5 { [%eval -2.22] } 55. Nd5? { (-2.22 → -3.68) Mistake. Nf5 was best. } { [%eval -3.68] } (55. Nf5 Bg1 56. Kd5 Nf8 57. Nxh6 Kxh6 58. Kc6) 55... Kxg4 { [%eval -3.74] } 56. Nf6+ { [%eval -3.59] } 56... Kg5 { [%eval -3.64] } 57. Nd7 { [%eval -3.51] } 57... h5 { [%eval -3.11] } 58. Kd5?? { (-3.11 → -6.35) Blunder. Ne5 was best. } { [%eval -6.35] } (58. Ne5 Bd4 59. Nf7+ Kg4 60. Nh6+ Kg3 61. Nf5+ Kg2 62. Nh4+ Kh3 63. Nf5 Ba1) 58... Nf4+?! { (-6.35 → -4.30) Inaccuracy. Kf5 was best. } { [%eval -4.3] } (58... Kf5 59. Nb8 h4 60. Nc6 Nf4+ 61. Kc4 h3 62. Na5 h2 63. Kb5 h1=Q 64. Kxc5) 59. Kxc5 { [%eval -5.03] } 59... h4 { [%eval -5.11] } 60. Ne5 { [%eval -5.2] } 60... h3 { [%eval -5.38] } 61. Kc4 { [%eval -5.34] } 61... h2?? { (-5.34 → -0.01) Blunder. Kh4 was best. } { [%eval -0.01] } (61... Kh4 62. Nf3+ Kg3 63. Nd2 Kg2 64. Ne4 h2 65. Kd4 Ng6 66. Ke3 h1=Q 67. Nd2) 62. Nf3+ { [%eval -0.01] } 62... Kg4 { [%eval -0.02] } 63. Nxh2+ { [%eval -0.03] } 63... Kg3 { [%eval -0.02] } 64. Nf1+ { [%eval -0.03] } 64... Kf2 { [%eval -0.04] } 65. Nd2 { [%eval 0.0] } 65... Ke2 { [%eval 0.0] } 66. Nb3 { [%eval 0.0] } 66... Nd5 { [%eval 0.22] } 67. Kxd5 { [%eval 0.3] } { The game is a draw. } 1/2-1/2