[Event "Rated classical game"] [Site "https://lichess.org/gC0CW0oj"] [Date "2021.09.05"] [White "Kolskegg"] [Black "lleee"] [Result "1/2-1/2"] [UTCDate "2021.09.05"] [UTCTime "15:16:55"] [WhiteElo "1735"] [BlackElo "1764"] [WhiteRatingDiff "+1"] [BlackRatingDiff "-1"] [Variant "Standard"] [TimeControl "2700+45"] [ECO "C34"] [Opening "King's Gambit Accepted: MacLeod Defense"] [Termination "Normal"] [Annotator "lichess.org"] 1. e4 e5 2. f4?! { (0.12 → -0.52) Inaccuracy. Nf3 was best. } (2. Nf3 Nc6 3. Bb5 Nf6 4. O-O Nxe4 5. Re1 Nd6 6. Nxe5 Be7) 2... exf4 3. Nf3 Nc6?! { (-0.60 → 0.13) Inaccuracy. g5 was best. } { C34 King's Gambit Accepted: MacLeod Defense } (3... g5 4. h4 g4 5. Ne5 d6 6. Nxg4 Be7 7. d4 Bxh4+ 8. Nf2) 4. d4 d5 5. exd5 Qxd5 6. Nc3 Bb4 7. Be2 Qd6 8. O-O Bg4?? { (0.95 → 2.96) Blunder. Bxc3 was best. } (8... Bxc3 9. bxc3) 9. Nb5 Qd7? { (2.82 → 4.68) Mistake. Qe7 was best. } (9... Qe7 10. Bxf4 Ba5 11. h3 Bh5 12. Re1 O-O-O 13. c3 a6 14. a4 Nf6 15. b4 Nd5 16. Bd2) 10. d5?? { (4.68 → 1.79) Blunder. Bxf4 was best. } (10. Bxf4 Rc8) 10... Nce7?? { (1.79 → 5.48) Blunder. Bxf3 was best. } (10... Bxf3 11. Bxf4 Bc5+ 12. Kh1 Bxg2+ 13. Kxg2 O-O-O 14. c4 Nf6 15. Bf3 Ne7 16. b4 Bb6 17. d6) 11. Ne5?! { (5.48 → 4.24) Inaccuracy. Bxf4 was best. } (11. Bxf4) 11... Bxe2 12. Qxe2 Qc8? { (4.45 → 7.40) Mistake. Qd8 was best. } (12... Qd8) 13. Nxf7?? { (7.40 → 2.27) Blunder. Qc4 was best. } (13. Qc4 Nf6) 13... Kxf7 14. Rxf4+?! { (2.24 → 1.20) Inaccuracy. Bxf4 was best. } (14. Bxf4) 14... Nf6 15. Rxb4? { (1.21 → 0.00) Mistake. Qe6+ was best. } (15. Qe6+ Qxe6 16. dxe6+ Kxe6 17. Rxb4 Ned5 18. Rb3 a6 19. Nd4+ Kf7 20. Rxb7 Ne4 21. Rb3 Rhd8) 15... Nexd5 16. Rc4 Re8?! { (-0.13 → 0.74) Inaccuracy. Qd7 was best. } (16... Qd7 17. Nc3 Rhe8 18. Qf1 Kg8 19. Rd4 c5 20. Rd1 Qe6 21. Nxd5 Nxd5 22. Bg5 h6 23. Qf3) 17. Nd6+ cxd6 18. Rxc8 Rxe2 19. Rxa8 Ne4 20. Kf1 Rf2+ 21. Kg1 Re2 22. Kf1?! { (0.87 → 0.00) Inaccuracy. h3 was best. } (22. h3 Nb4 23. Rxa7 Ke6 24. Rb1 Nxc2 25. Rxb7 d5 26. Rb6+ Kf5 27. Rb5 Ke6 28. a4 Nd4) 22... Rf2+ 23. Kg1 Re2 { The game is a draw. } 1/2-1/2