FEN
[Event "?"]
[Site "?"]
[Date "2020.09.03"]
[Round "?"]
[White "Mercuri"]
[Black "Campanella"]
[Result "1/2-1/2"]
[GameId "mgZ2LN5e"]
[WhiteElo "?"]
[BlackElo "?"]
[Variant "Standard"]
[TimeControl "-"]
[ECO "B01"]
[Opening "Scandinavian Defense: Gubinsky-Melts Defense"]
[Termination "Normal"]
[Annotator "lichess.org"]
1. e4 { [%eval 0.0] } 1... d5 { [%eval 0.24] } 2. exd5 { [%eval 0.54] } 2... Qxd5 { [%eval 0.48] } 3. Nc3 { [%eval 0.4] } 3... Qd6 { [%eval 0.48] } { B01 Scandinavian Defense: Gubinsky-Melts Defense } 4. Nf3 { [%eval 0.21] } 4... Nf6 { [%eval 0.55] } 5. d4 { [%eval 0.25] } 5... Bg4 { [%eval 0.71] } 6. Be2 { [%eval 0.64] } 6... Nc6 { [%eval 0.6] } 7. Be3 { [%eval 0.56] } 7... O-O-O? { (0.56 → 1.99) Mistake. e6 was best. } { [%eval 1.99] } (7... e6 8. O-O a6 9. Na4 Nd5 10. c4 Nxe3 11. fxe3 Be7 12. Nc3) 8. Ne5?? { (1.99 → -1.54) Blunder. Ng5 was best. } { [%eval -1.54] } (8. Ng5 Be6 9. Nb5 Qd7 10. c4 h6 11. Nxe6 fxe6 12. Bf3 a6) 8... Nxe5 { [%eval -1.71] } 9. dxe5 { [%eval -1.72] } 9... Qxd1+?? { (-1.72 → 0.64) Blunder. Qe6 was best. } { [%eval 0.64] } (9... Qe6 10. Qc1 Bxe2 11. Nxe2 Qxe5 12. Bf4 Qe4 13. Qe3 Qxe3 14. Bxe3 e6 15. h4 b6 16. Nc3) 10. Rxd1 { [%eval 0.59] } 10... Rxd1+ { [%eval 0.65] } 11. Bxd1 { [%eval 0.54] } 11... Bxd1 { [%eval 0.47] } 12. Nxd1 { [%eval 0.06] } 12... Ng4 { [%eval 0.22] } 13. Bd4 { [%eval 0.31] } 13... e6 { [%eval 0.36] } 14. h3 { [%eval 0.25] } 14... Nh6 { [%eval 0.26] } 15. Ne3 { [%eval 0.25] } 15... Be7 { [%eval 0.53] } 16. Ke2 { [%eval 0.54] } 16... Rd8 { [%eval 0.49] } 17. Rd1 { [%eval 0.26] } 17... c5 { [%eval 0.63] } 18. Bc3 { [%eval 0.49] } 18... Rxd1 { [%eval 0.6] } 19. Kxd1 { [%eval 0.29] } 19... b5 { [%eval 0.39] } 20. b3 { [%eval 0.41] } 20... Bg5 { [%eval 0.5] } 21. Bd2 { [%eval 0.53] } 21... Kd7 { [%eval 0.78] } 22. Ke2 { [%eval 0.52] } 22... Kc6 { [%eval 0.24] } 23. c4 { [%eval 0.4] } 23... b4 { [%eval 0.71] } 24. g4? { (0.71 → -0.59) Mistake. Nf1 was best. } { [%eval -0.59] } (24. Nf1 Bxd2 25. Nxd2 Nf5 26. f4 Nd4+ 27. Kd3 f5 28. exf6 gxf6 29. Ke3 Nf5+ 30. Kf2 Nd6) 24... Bf4 { [%eval -0.91] } 25. Nc2 { [%eval -0.74] } 25... Bxe5 { [%eval -0.76] } 26. a3 { [%eval -1.09] } 26... a5 { [%eval -0.77] } 27. a4 { [%eval -1.3] } 27... Ng8 { [%eval -1.11] } 28. f4 { [%eval -1.11] } 28... Bc7 { [%eval -0.79] } 29. Be3 { [%eval -0.86] } 29... Nf6 { [%eval -0.67] } 30. Kd3?! { (-0.67 → -1.37) Inaccuracy. Ne1 was best. } { [%eval -1.37] } (30. Ne1 Nd7 31. Nd3 Bd8 32. g5 Be7 33. Kf3 Kd6 34. Bc1 h6 35. h4 hxg5 36. hxg5 f6) 30... Nd7 { [%eval -1.48] } 31. Ne1 { [%eval -1.37] } 31... g6 { [%eval -0.83] } 32. Nf3 { [%eval -1.05] } 32... f6 { [%eval -1.01] } 33. h4 { [%eval -1.32] } 33... e5? { (-1.32 → 0.00) Mistake. f5 was best. } { [%eval 0.0] } (33... f5) 34. Ke4?? { (0.00 → -8.18) Blunder. f5 was best. } { [%eval -8.18] } (34. f5 gxf5 35. gxf5 Nb6 36. Nd2 Bd6 37. Ne4 Nd7 38. Bf2 Be7 39. h5 Nb6 40. Bh4 Nd7) 34... exf4?? { (-8.18 → -2.75) Blunder. f5+ was best. } { [%eval -2.75] } (34... f5+ 35. gxf5 Nf6+ 36. Kd3 e4+ 37. Ke2 exf3+ 38. Kxf3 gxf5 39. Bc1 Nh5 40. Be3 Ng7 41. Ke2) 35. Bxf4 { [%eval -2.61] } 35... Bxf4 { [%eval -2.38] } 36. Kxf4 { [%eval -2.41] } 36... Kd6 { [%eval -1.95] } 37. h5 { [%eval -2.23] } 37... Ne5?? { (-2.23 → 0.00) Blunder. Ke6 was best. } { [%eval 0.0] } (37... Ke6 38. h6 Ke7 39. g5 f5 40. Nh4 Kf7 41. Ng2 Ke6 42. Nh4 Ne5 43. Ke3 Kd6 44. Kf4) 38. Nd2?? { (0.00 → -2.46) Blunder. hxg6 was best. } { [%eval -2.46] } (38. hxg6 Nxg6+ 39. Kf5 Ke7 40. Nd2 Ne5 41. Kf4 Nd3+ 42. Ke4 Nc1 43. Kd5 f5 44. g5 Nd3) 38... Nc6?? { (-2.46 → 0.00) Blunder. Ke6 was best. } { [%eval 0.0] } (38... Ke6) 39. Ne4+ { [%eval 0.0] } 39... Ke7 { [%eval 0.0] } 40. Nxc5 { [%eval 0.0] } 40... Nd4 { [%eval 0.24] } 41. Ke4 { [%eval 0.3] } 41... Nc6?! { (0.30 → 0.96) Inaccuracy. Nc2 was best. } { [%eval 0.96] } (41... Nc2) 42. Nb7?! { (0.96 → 0.00) Inaccuracy. Kd5 was best. } { [%eval 0.0] } (42. Kd5 Ne5) 42... gxh5 { [%eval 0.0] } 43. gxh5 { [%eval 0.0] } 43... Ke6 { [%eval 0.0] } 44. Nc5+ { [%eval 0.0] } 44... Kd6 { [%eval 0.0] } 45. Nb7+ { [%eval 0.0] } 45... Ke6 { [%eval 0.0] } { The game is a draw. } 1/2-1/2