FEN
[Event "rated blitz game"]
[Site "https://lichess.org/bMHOZwMY"]
[Date "2026.04.29"]
[Round "-"]
[White "rogerc21"]
[Black "GreatAttacker"]
[Result "1/2-1/2"]
[GameId "bMHOZwMY"]
[UTCDate "2026.04.29"]
[UTCTime "20:47:14"]
[WhiteElo "2177"]
[BlackElo "2267"]
[WhiteRatingDiff "+1"]
[BlackRatingDiff "-9"]
[WhiteTitle "NM"]
[Variant "Standard"]
[TimeControl "180+0"]
[ECO "A43"]
[Opening "Benoni Defense: Old Benoni"]
[Termination "Normal"]
[Annotator "lichess.org"]
1. d4 { [%eval 0.15] } 1... c5 { [%eval 0.61] } 2. d5 { [%eval 0.6] } 2... d6 { [%eval 0.66] } { A43 Benoni Defense: Old Benoni } 3. c4 { [%eval 0.58] } 3... e5 { [%eval 0.67] } 4. Nc3 { [%eval 0.71] } 4... g6 { [%eval 0.98] } 5. e4 { [%eval 0.78] } 5... Bg7 { [%eval 0.97] } 6. Bd3 { [%eval 0.81] } 6... Ne7 { [%eval 0.93] } 7. Nge2 { [%eval 0.83] } 7... O-O { [%eval 1.05] } 8. O-O { [%eval 0.85] } 8... f5 { [%eval 0.97] } 9. f4 { [%eval 0.5] } 9... Nd7 { [%eval 0.54] } 10. Be3 { [%eval 0.03] } 10... a6 { [%eval 0.4] } 11. Qd2?! { (0.40 → -0.18) Inaccuracy. exf5 was best. } { [%eval -0.18] } (11. exf5 Nxf5 12. Bxf5 gxf5 13. a4 Qe7 14. Qd2 exf4 15. Bxf4 Ne5 16. b3 Bd7) 11... b6?! { (-0.18 → 0.62) Inaccuracy. fxe4 was best. } { [%eval 0.62] } (11... fxe4 12. Bxe4 b5 13. cxb5 axb5 14. Nxb5 Nf6 15. Nec3 Nxe4 16. Nxe4 Nf5 17. fxe5) 12. Ng3? { (0.62 → -0.53) Mistake. Rae1 was best. } { [%eval -0.53] } (12. Rae1 Ra7 13. Kh1 fxe4 14. Bxe4 Nf5 15. Bxf5 gxf5 16. fxe5 dxe5 17. Bh6) 12... Ra7?! { (-0.53 → 0.41) Inaccuracy. g5 was best. } { [%eval 0.41] } (12... g5 13. fxe5 f4 14. e6 fxe3 15. Qe2 Ng6 16. Rxf8+ Ndxf8 17. Nf5 Bd4 18. Nh6+) 13. exf5 { [%eval 0.37] } 13... gxf5?! { (0.37 → 1.06) Inaccuracy. Nxf5 was best. } { [%eval 1.06] } (13... Nxf5 14. Nxf5 gxf5 15. Kh1 Qh4 16. Be2 exf4 17. Rxf4 Qd8 18. Rff1 Ne5 19. Rae1) 14. Rae1?! { (1.06 → 0.29) Inaccuracy. fxe5 was best. } { [%eval 0.29] } (14. fxe5 Nxe5 15. Nh5 f4 16. Bxf4 Nxd3 17. Qxd3 Ng6 18. Nxg7 Nxf4 19. Rxf4 Rxf4) 14... e4 { [%eval 0.38] } 15. Be2 { [%eval 0.36] } 15... Nf6 { [%eval 0.32] } 16. Nh5 { [%eval 0.37] } 16... Nxh5 { [%eval 0.18] } 17. Bxh5 { [%eval 0.25] } 17... Kh8 { [%eval 0.34] } 18. a4 { [%eval -0.1] } 18... Ng8 { [%eval 0.03] } 19. h3 { [%eval -0.48] } 19... Nf6 { [%eval -0.2] } 20. Be2 { [%eval -0.48] } 20... Rg8 { [%eval -0.31] } 21. Kh2 { [%eval -0.54] } 21... Bh6 { [%eval -0.21] } 22. Rg1 { [%eval -0.22] } 22... Rag7 { [%eval -0.2] } 23. g3 { [%eval -0.2] } 23... Bd7 { [%eval -0.1] } 24. Rg2 { [%eval -0.26] } 24... Qe8?! { (-0.26 → 0.79) Inaccuracy. Rg6 was best. } { [%eval 0.79] } (24... Rg6 25. b3 Bg7 26. Nd1 h5 27. Reg1 Rh6 28. Kh1 Kh7 29. Nf2 Rh8 30. Rb1) 25. b3?! { (0.79 → -0.05) Inaccuracy. b4 was best. } { [%eval -0.05] } (25. b4 Rg6 26. Rb1 Bf8 27. a5 bxa5 28. bxc5 dxc5 29. Nd1 a4 30. Qc3 Qd8) 25... Rg6 { [%eval 0.3] } 26. Reg1?! { (0.30 → -0.25) Inaccuracy. a5 was best. } { [%eval -0.25] } (26. a5 bxa5 27. Ra1 Qd8 28. Nd1 a4 29. b4 Bf8 30. bxc5 dxc5 31. Rb1 h5) 26... Bg7 { [%eval -0.03] } 27. Nd1 { [%eval 0.02] } 27... Rh6 { [%eval 0.0] } 28. Nf2 { [%eval 0.04] } 28... Ng4+ { [%eval 0.22] } 29. Nxg4?? { (0.22 → Mate in 2) Checkmate is now unavoidable. Bxg4 was best. } { [%eval #-2] } (29. Bxg4 fxg4 30. h4 Bf6 31. Rh1 Bf5 32. Nd1 a5 33. Re2 Qg6 34. Nc3 Qg7) 29... fxg4?? { (Mate in 2 → 0.39) Lost forced checkmate sequence. Rxh3+ was best. } { [%eval 0.39] } (29... Rxh3+ 30. Kxh3 Qh5#) 30. h4 { [%eval 0.35] } 30... Bf5 { [%eval 0.34] } 31. Kh1 { [%eval -0.08] } 31... Qe7?! { (-0.08 → 0.72) Inaccuracy. a5 was best. } { [%eval 0.72] } (31... a5 32. Bd1 Qe7 33. Re2 Re8 34. Rf1 Kg8 35. Kg2 Kf7 36. Bc2 Bh8) 32. Rh2?! { (0.72 → -0.17) Inaccuracy. b4 was best. } { [%eval -0.17] } (32. b4 Qf6 33. a5 Qc3 34. axb6 Qxd2 35. Bxd2 Bd4 36. bxc5 dxc5 37. Ba5 Rb8) 32... Qf6 { [%eval -0.02] } 33. Qd1?! { (-0.02 → -0.61) Inaccuracy. Bd1 was best. } { [%eval -0.61] } (33. Bd1 Rb8 34. Bc2 Kg8 35. Re2 b5 36. b4 bxc4 37. bxc5 c3 38. Qe1 dxc5) 33... Qc3 { [%eval -0.55] } 34. Bd2 { [%eval -0.53] } 34... Qb2 { [%eval -0.32] } 35. Bc1 { [%eval -0.69] } 35... Qc3 { [%eval -0.41] } 36. Bd2 { [%eval -0.45] } { The game is a draw. } 1/2-1/2