FEN
[Event "rated bullet game"]
[Site "https://lichess.org/9rudxzkW"]
[Date "2026.05.21"]
[Round "-"]
[White "downpipeandtune"]
[Black "musting99"]
[Result "1/2-1/2"]
[GameId "9rudxzkW"]
[UTCDate "2026.05.21"]
[UTCTime "19:26:12"]
[WhiteElo "1549"]
[BlackElo "1584"]
[WhiteRatingDiff "+0"]
[BlackRatingDiff "-1"]
[Variant "Standard"]
[TimeControl "60+0"]
[ECO "A06"]
[Opening "Zukertort Opening: Tennison Gambit"]
[Termination "Time forfeit"]
[Annotator "lichess.org"]
1. e4 { [%eval 0.18] } 1... d5 { [%eval 0.54] } 2. Nf3? { (0.54 → -0.75) Mistake. exd5 was best. } { [%eval -0.75] } { A06 Zukertort Opening: Tennison Gambit } (2. exd5 Qxd5 3. Nc3 Qd8 4. d4 Nf6 5. Nf3 e6 6. Bg5 Be7) 2... dxe4 { [%eval -1.13] } 3. Ng5 { [%eval -0.82] } 3... Nf6 { [%eval -0.39] } 4. d3?! { (-0.39 → -1.49) Inaccuracy. Bc4 was best. } { [%eval -1.49] } (4. Bc4 e6 5. Nc3 b6 6. Ncxe4 Nxe4 7. Nxe4 Bb7 8. d3 Nc6) 4... exd3 { [%eval -0.93] } 5. Bxd3 { [%eval -0.95] } 5... Bd7 { [%eval -0.57] } 6. Nc3 { [%eval -0.56] } 6... e6 { [%eval -0.54] } 7. Nf3 { [%eval -0.93] } 7... Bb4 { [%eval -0.49] } 8. Bd2 { [%eval -0.65] } 8... Bxc3?! { (-0.65 → -0.02) Inaccuracy. Nc6 was best. } { [%eval -0.02] } (8... Nc6 9. O-O) 9. Bxc3 { [%eval -0.07] } 9... O-O { [%eval 0.33] } 10. O-O { [%eval -0.12] } 10... Bc6 { [%eval 0.01] } 11. Qd2?? { (0.01 → -1.82) Blunder. Re1 was best. } { [%eval -1.82] } (11. Re1) 11... Nbd7? { (-1.82 → -0.66) Mistake. Bxf3 was best. } { [%eval -0.66] } (11... Bxf3) 12. Nh4? { (-0.66 → -2.23) Mistake. Ne5 was best. } { [%eval -2.23] } (12. Ne5 Nxe5) 12... Nd5 { [%eval -2.15] } 13. Nf3?! { (-2.15 → -2.94) Inaccuracy. g3 was best. } { [%eval -2.94] } (13. g3 Nxc3 14. Qxc3 Qf6 15. Qxf6 Nxf6 16. Ng2 Rfd8 17. Ne3 Kf8 18. Nc4 Bb5) 13... Nxc3 { [%eval -2.97] } 14. bxc3 { [%eval -3.3] } 14... Bxf3 { [%eval -3.46] } 15. gxf3 { [%eval -3.33] } 15... Ne5 { [%eval -2.77] } 16. Kh1 { [%eval -3.51] } 16... Nxf3 { [%eval -3.14] } 17. Qe3 { [%eval -3.37] } 17... Qf6 { [%eval -2.72] } 18. Be2?! { (-2.72 → -4.12) Inaccuracy. Be4 was best. } { [%eval -4.12] } (18. Be4 Nh4 19. Bxb7 Rab8 20. Be4 a5 21. a4 g6 22. Qg3 c5 23. Rab1 Rxb1) 18... Ne5 { [%eval -3.7] } 19. Rg1 { [%eval -3.68] } 19... Kh8 { [%eval -3.36] } 20. Bd3 { [%eval -3.63] } 20... Rad8 { [%eval -3.68] } 21. Rad1 { [%eval -4.1] } 21... a6 { [%eval -3.77] } 22. Rg3 { [%eval -3.64] } 22... b5 { [%eval -3.47] } 23. Rh3 { [%eval -3.98] } 23... Nc4?? { (-3.98 → -0.52) Blunder. Nxd3 was best. } { [%eval -0.52] } (23... Nxd3 24. Rxd3 Rxd3 25. Qxd3 h6 26. Rf3 Qe7 27. Kg2 Kg8 28. Qd4 Rd8 29. Qa7) 24. Bxc4?? { (-0.52 → -6.40) Blunder. Rxh7+ was best. } { [%eval -6.4] } (24. Rxh7+ Kg8) 24... Rxd1+ { [%eval -6.46] } 25. Kg2 { [%eval -6.47] } 25... bxc4 { [%eval -6.6] } 26. Qe4 { [%eval -6.81] } 26... Qf5 { [%eval -6.28] } 27. Qxc4 { [%eval -6.72] } 27... Qd5+ { [%eval -6.66] } 28. Qxd5 { [%eval -6.52] } 28... Rxd5 { [%eval -6.59] } 29. f3 { [%eval -6.76] } 29... Rfd8 { [%eval -6.54] } 30. Kf2 { [%eval -7.04] } 30... Rd2+ { [%eval -7.58] } 31. Kg3 { [%eval -7.34] } 31... Rxc2 { [%eval -7.21] } 32. Kf4 { [%eval -8.0] } 32... Rdd2 { [%eval -7.46] } 33. Ke5 { [%eval -8.27] } 33... Rxh2 { [%eval -7.95] } 34. Rxh2 { [%eval -8.02] } 34... Rxh2 { [%eval -7.96] } 35. Kd4 { [%eval -7.76] } 35... Rxa2 { [%eval -8.2] } 36. Kc5 { [%eval -8.14] } 36... Rf2 { [%eval -8.05] } 37. Kc6 { [%eval -7.85] } 37... Rxf3 { [%eval -7.56] } 38. Kd7? { (-7.56 → Mate in 16) Checkmate is now unavoidable. Kxc7 was best. } { [%eval #-16] } (38. Kxc7 Kg8 39. c4 Rc3 40. Kc6 Rxc4+ 41. Kb7 h5 42. Kxa6 Rc1 43. Kb6) 38... Rxc3 { [%eval -12.16] } 39. Ke8?! { (-12.16 → Mate in 13) Checkmate is now unavoidable. Ke7 was best. } { [%eval #-13] } (39. Ke7 Kg8 40. Ke8 Rb3 41. Kd7 g5 42. Ke8 Kg7 43. Kd7 g4 44. Kxc7 Rb5) 39... Rb3 { [%eval #-16] } 40. Kd8 { [%eval #-17] } 40... Rb5 { [%eval #-10] } 41. Kd7 { [%eval #-10] } 41... e5 { [%eval #-9] } 42. Kxc7 { [%eval #-9] } 42... e4 { [%eval #-15] } 43. Kc6 { [%eval #-7] } 43... e3 { [%eval #-6] } 44. Kd6 { [%eval #-6] } 44... e2 { [%eval #-5] } 45. Kd7 { [%eval #-5] } { Draw by time and insufficient material. } 1/2-1/2
