[Event "Rated correspondence game"] [Site "https://lichess.org/fos2I4OM"] [Date "2016.10.29"] [White "topdown"] [Black "Aeilnrst"] [Result "1/2-1/2"] [UTCDate "2016.10.29"] [UTCTime "15:28:16"] [WhiteElo "2025"] [BlackElo "1946"] [WhiteRatingDiff "-2"] [BlackRatingDiff "+1"] [Variant "Standard"] [TimeControl "-"] [ECO "C36"] [Opening "King's Gambit Accepted: Modern Defense"] [Termination "Normal"] [Annotator "lichess.org"] 1. e4 e5 2. f4?! { (0.24 → -0.41) Inaccuracy. Nf3 was best. } (2. Nf3 Nc6 3. Bb5 a6 4. Ba4 Nf6 5. O-O b5 6. Bb3 d6 7. d3 Be7 8. Nc3 O-O) 2... exf4 3. Nf3 d5 4. exd5 { C36 King's Gambit Accepted: Modern Defense } Qxd5 5. Nc3 Qe6+ 6. Be2 Bd6 7. O-O Ne7 8. d4 O-O 9. d5?! { (0.07 → -0.54) Inaccuracy. Ng5 was best. } (9. Ng5 Qh6) 9... Qh6 10. Ne4 Bg4 11. c4 Nd7 12. Nxd6 Qxd6 13. Ng5 Bxe2 14. Qxe2 Ng6 15. Qc2 Rac8?! { (-1.04 → -0.13) Inaccuracy. Nf6 was best. } (15... Nf6 16. b3) 16. Bxf4 Qc5+ 17. Kh1 h6?! { (-0.09 → 0.50) Inaccuracy. Nf6 was best. } (17... Nf6 18. Rad1) 18. Ne4 Qb4 19. a3?! { (1.10 → 0.40) Inaccuracy. Bd2 was best. } (19. Bd2 Qb6 20. Ng3 Nde5 21. Nf5 Rfe8 22. Rae1 f6 23. b3 a5 24. h3 Qa6 25. a4 Rcd8) 19... Qb6 20. Bg3 c6 21. c5?? { (0.94 → -0.74) Blunder. Nd6 was best. } (21. Nd6 Rcd8) 21... cxd5 22. Rac1?! { (-0.60 → -1.65) Inaccuracy. Qd1 was best. } (22. Qd1 Qe6 23. Nd6 Rxc5 24. b4 Rc7 25. Rxf7 Rxf7 26. Nxf7 Rc3 27. Nd8 Qe4 28. Qe1 Re3) 22... Qc6?? { (-1.65 → 0.37) Blunder. Qe6 was best. } (22... Qe6 23. Nd6 Rxc5 24. Qf5 Rxc1 25. Rxc1 b6 26. Qxe6 fxe6 27. Kg1 Nc5 28. Nb5 Rf7 29. b4) 23. Nd6 Rcd8 24. b4 Nde5 25. Qf5 Nc4?! { (0.41 → 1.44) Inaccuracy. f6 was best. } (25... f6 26. Qe6+ Kh8 27. Rfd1 b6 28. Kg1 Rd7 29. Qxd5 bxc5 30. bxc5 Qxd5 31. Rxd5 Rfd8 32. a4) 26. Nxc4 dxc4 27. Rxc4? { (1.32 → 0.10) Mistake. Bd6 was best. } (27. Bd6 Rxd6) 27... Rd2 28. Rf2?? { (0.11 → -4.74) Blunder. Re4 was best. } (28. Re4) 28... Rxf2?? { (-4.74 → 0.14) Blunder. Rd1+ was best. } (28... Rd1+ 29. Rf1 Qd5 30. Rf4 Nxf4 31. Qxf4 Re8 32. Qf2 Rxf1+ 33. Qxf1 Re3 34. Bf2 Rxa3 35. Bg1) 29. Bxf2 Qb5 { The game is a draw. } 1/2-1/2