[Event "casual blitz game"] [Site "https://adjva4.dpdns.org/xuvm2ZSD"] [Date "2026.01.15"] [Round "-"] [White "LeafClover"] [Black "MarwanabbasEGYPT"] [Result "1/2-1/2"] [GameId "xuvm2ZSD"] [UTCDate "2026.01.15"] [UTCTime "14:58:45"] [WhiteElo "2095"] [BlackElo "1864"] [Variant "Standard"] [TimeControl "300+3"] [ECO "A43"] [Opening "Benoni Defense: Benoni-Indian Defense, Kingside Move Order"] [Termination "Normal"] [Annotator "adjva4.dpdns.org"] 1. Nf3 { [%eval 0.1] } 1... Nf6 { [%eval 0.18] } 2. d4 { [%eval 0.08] } 2... c5 { [%eval 0.39] } 3. d5 { [%eval 0.37] } { A43 Benoni Defense: Benoni-Indian Defense, Kingside Move Order } 3... d6 { [%eval 0.54] } 4. Nc3 { [%eval 0.52] } 4... g6 { [%eval 0.66] } 5. e4 { [%eval 0.64] } 5... Bg7 { [%eval 0.66] } 6. Bb5+ { [%eval 0.48] } 6... Bd7 { [%eval 0.44] } 7. a4 { [%eval 0.46] } 7... O-O { [%eval 0.62] } 8. O-O { [%eval 0.52] } 8... Bg4?! { (0.52 → 1.14) Inaccuracy. Bxb5 was best. } { [%eval 1.14] } (8... Bxb5) 9. h3 { [%eval 1.22] } 9... Bxf3 { [%eval 1.07] } 10. Qxf3 { [%eval 1.16] } 10... a6 { [%eval 1.13] } 11. Be2 { [%eval 1.01] } 11... Qa5 { [%eval 1.43] } 12. Bd2 { [%eval 1.44] } 12... Nbd7 { [%eval 1.36] } 13. Qg3 { [%eval 1.01] } 13... Ne5 { [%eval 1.55] } 14. f4 { [%eval 1.57] } 14... Ned7 { [%eval 1.56] } 15. Bf3 { [%eval 1.49] } 15... Nb6?? { (1.49 → 4.62) Blunder. Ne8 was best. } { [%eval 4.62] } (15... Ne8 16. Kh1 Rb8 17. Be2 Qc7 18. a5 c4 19. Be3 Nc5 20. Qf3 Nf6 21. Bd4) 16. e5?! { (4.62 → 3.36) Inaccuracy. Nb1 was best. } { [%eval 3.36] } (16. Nb1 Qxa4 17. Rxa4 Nxa4 18. e5 dxe5 19. fxe5 Nd7 20. Qh4 b5 21. Bh6 Bxh6) 16... dxe5 { [%eval 3.8] } 17. Ne4?? { (3.80 → -3.85) Blunder. fxe5 was best. } { [%eval -3.85] } (17. fxe5 Nfxd5 18. Nxd5 Qxd2 19. Nxb6 Rad8 20. Rad1 Qxc2 21. Nd7 Rfe8 22. Bxb7 c4) 17... Nxe4 { [%eval -3.88] } 18. Bxa5 { [%eval -3.71] } 18... Nxg3 { [%eval -3.63] } 19. Bxb6 { [%eval -3.41] } 19... Nxf1?! { (-3.41 → -2.12) Inaccuracy. e4 was best. } { [%eval -2.12] } (19... e4 20. Bd1 Bxb2 21. Rb1 Bd4+ 22. Rf2 Rac8 23. a5 h5 24. h4 Kh7 25. c4) 20. Rxf1?! { (-2.12 → -2.83) Inaccuracy. Kxf1 was best. } { [%eval -2.83] } (20. Kxf1 exf4 21. Re1 Bf6 22. a5 Rfe8 23. c3 Bh4 24. Rd1 e5 25. d6 e4) 20... exf4 { [%eval -2.87] } 21. Bxc5 { [%eval -2.57] } 21... Bxb2?? { (-2.57 → -0.41) Blunder. Rfe8 was best. } { [%eval -0.41] } (21... Rfe8 22. c3 Rac8 23. Bf2 Be5 24. a5 Bd6 25. Rc1 Bb4 26. Ra1 Bc5 27. Bxc5) 22. Bxe7 { [%eval -0.54] } 22... Rfe8 { [%eval -0.53] } 23. d6 { [%eval -0.62] } 23... Bd4+ { [%eval -0.44] } 24. Kh2 { [%eval -0.84] } 24... Bb6 { [%eval -0.35] } 25. Bxb7? { (-0.35 → -1.59) Mistake. Bg5 was best. } { [%eval -1.59] } (25. Bg5 Re5) 25... Ra7 { [%eval -1.08] } 26. Bc6?! { (-1.08 → -2.16) Inaccuracy. Bd5 was best. } { [%eval -2.16] } (26. Bd5) 26... Rexe7 { [%eval -1.95] } 27. dxe7 { [%eval -1.87] } 27... Rxe7 { [%eval -1.82] } 28. Rf3?! { (-1.82 → -2.90) Inaccuracy. g4 was best. } { [%eval -2.9] } (28. g4 Re2+ 29. Kh1 Be3 30. Be4 a5 31. Rb1 Kg7 32. Rb5 Rf2 33. Rxa5 f3) 28... Re3?? { (-2.90 → -0.30) Blunder. Re1 was best. } { [%eval -0.3] } (28... Re1) 29. c4?? { (-0.30 → -2.06) Blunder. Rxe3 was best. } { [%eval -2.06] } (29. Rxe3 fxe3) 29... Rxf3?? { (-2.06 → -0.23) Blunder. Re2 was best. } { [%eval -0.23] } (29... Re2 30. h4 Kg7 31. Kh3 Be3 32. a5 h5 33. g3 fxg3 34. Kxg3 Bd2 35. Bd5) 30. Bxf3?! { (-0.23 → -1.12) Inaccuracy. gxf3 was best. } { [%eval -1.12] } (30. gxf3 a5 31. Kg2 Kf8 32. Bd5 Ke7 33. Kf1 h6 34. Ke1 g5 35. Ke2 f6) 30... a5 { [%eval -0.92] } 31. Bd5 { [%eval -0.9] } 31... Kg7 { [%eval -0.83] } 32. h4 { [%eval -0.97] } 32... f6 { [%eval -0.48] } 33. Kh3?! { (-0.48 → -1.42) Inaccuracy. h5 was best. } { [%eval -1.42] } (33. h5 f5) 33... g5? { (-1.42 → -0.01) Mistake. f5 was best. } { [%eval -0.01] } (33... f5 34. Kh2 Bc5 35. Be6 Kf6 36. Bd5 Bf2 37. h5 g5 38. c5 Bxc5 39. Bg8) 34. Kg4 { [%eval -0.05] } 34... h6 { [%eval 0.09] } 35. h5 { [%eval 0.05] } 35... Kf8 { [%eval 0.13] } 36. Kf5 { [%eval 0.07] } 36... Kg7 { [%eval 0.12] } 37. Be6 { [%eval 0.13] } 37... Bc5 { [%eval 0.21] } 38. Bd5 { White offers draw } { [%eval 0.45] } { The game is a draw. } 1/2-1/2