[Event "≤2000 Bullet Arena"] [Site "https://lichess.org/s9UBP9oJ"] [Date "2025.11.26"] [Round "-"] [White "Shauryamolya"] [Black "F-Z_Vox"] [Result "1/2-1/2"] [GameId "s9UBP9oJ"] [UTCDate "2025.11.26"] [UTCTime "07:48:10"] [WhiteElo "1740"] [BlackElo "1821"] [WhiteRatingDiff "+1"] [BlackRatingDiff "-5"] [Variant "Standard"] [TimeControl "60+1"] [ECO "C55"] [Opening "Italian Game: Two Knights Defense, Modern Bishop's Opening"] [Termination "Normal"] [Annotator "lichess.org"] 1. e4 { [%eval 0.18] } 1... e5 { [%eval 0.22] } 2. Nf3 { [%eval 0.13] } 2... Nc6 { [%eval 0.21] } 3. Bc4 { [%eval 0.11] } 3... Nf6 { [%eval 0.1] } 4. d3 { [%eval 0.09] } { C55 Italian Game: Two Knights Defense, Modern Bishop's Opening } 4... d6?! { (0.09 → 0.74) Inaccuracy. Bc5 was best. } { [%eval 0.74] } (4... Bc5 5. c3 d6 6. h3 O-O 7. O-O a5 8. Re1 h6 9. Bb5) 5. c3 { [%eval 0.21] } 5... Be7 { [%eval 0.36] } 6. h3 { [%eval 0.17] } 6... O-O { [%eval 0.21] } 7. O-O { [%eval 0.16] } 7... Na5 { [%eval 0.12] } 8. Bb5 { [%eval 0.18] } 8... c5 { [%eval 0.17] } 9. Ba4 { [%eval 0.09] } 9... Nc6 { [%eval 0.17] } 10. Bc2 { [%eval -0.12] } 10... Be6 { [%eval -0.02] } 11. Nbd2 { [%eval -0.13] } 11... h6 { [%eval -0.19] } 12. Re1 { [%eval -0.14] } 12... Qc7 { [%eval -0.21] } 13. Nf1 { [%eval -0.33] } 13... d5 { [%eval -0.29] } 14. exd5 { [%eval -0.49] } 14... Bxd5 { [%eval -0.19] } 15. Ne3 { [%eval -0.56] } 15... Be6 { [%eval -0.56] } 16. Nc4 { [%eval -1.08] } 16... e4 { [%eval -1.14] } 17. Nfe5?? { (-1.14 → -3.69) Blunder. Nfd2 was best. } { [%eval -3.69] } (17. Nfd2 exd3 18. Bxd3 b5 19. Ne3 c4 20. Bc2 Rad8 21. Qe2 Rfe8 22. Nf3 Bc5) 17... Nxe5 { [%eval -3.79] } 18. Nxe5 { [%eval -3.72] } 18... Qxe5 { [%eval -3.69] } 19. d4 { [%eval -4.59] } 19... cxd4 { [%eval -4.6] } 20. f4 { [%eval -5.56] } 20... Qc7 { [%eval -5.53] } 21. cxd4 { [%eval -5.62] } 21... Bd5 { [%eval -5.67] } 22. f5 { [%eval -5.74] } 22... Bb4 { [%eval -5.7] } 23. Re3 { [%eval -5.67] } 23... Rfc8 { [%eval -5.4] } 24. Bb3 { [%eval -5.37] } 24... Bxb3 { [%eval -5.64] } 25. Qxb3 { [%eval -5.71] } 25... a5 { [%eval -5.81] } 26. Rg3 { [%eval -6.44] } 26... Qxc1+ { [%eval -6.45] } 27. Rxc1 { [%eval -6.74] } 27... Rxc1+ { [%eval -6.27] } 28. Kh2 { [%eval -7.32] } 28... Bd6 { [%eval -7.17] } 29. Qe3 { [%eval -8.46] } 29... Rf1 { [%eval -8.66] } 30. Qe2 { [%eval -8.0] } 30... Rxf5 { [%eval -7.58] } 31. d5 { [%eval -9.04] } 31... Nxd5 { [%eval -7.23] } 32. Qxe4 { [%eval -8.43] } 32... Ne7?! { (-8.43 → -5.58) Inaccuracy. Rg5 was best. } { [%eval -5.58] } (32... Rg5 33. Qd3 Bxg3+ 34. Qxg3 Rxg3 35. Kxg3 h5 36. Kh2 Re8 37. a4 Kh7 38. g3) 33. Qd4?! { (-5.58 → -7.68) Inaccuracy. h4 was best. } { [%eval -7.68] } (33. h4 h5 34. Qe1 Rf6 35. Kh1 Bxg3 36. Qxg3 Re6 37. Qb3) 33... Bxg3+?! { (-7.68 → -5.24) Inaccuracy. Rf6 was best. } { [%eval -5.24] } (33... Rf6 34. Qxd6 Rxd6 35. a3 Rad8 36. Rb3 b6 37. a4 Kh8 38. Rb5 Nd5 39. b4) 34. Kxg3 { [%eval -5.3] } 34... Re8 { [%eval -5.01] } 35. Kg4 { [%eval -5.65] } 35... Rf6 { [%eval -5.46] } 36. g3?! { (-5.46 → -8.10) Inaccuracy. Qd7 was best. } { [%eval -8.1] } (36. Qd7 Kf8 37. Kg3 Nf5+ 38. Kh2 Nd6 39. Qc7 b5 40. Qxa5 Kg8 41. Qc7 Rfe6) 36... Re6 { [%eval -6.15] } 37. h4 { [%eval -6.95] } 37... Ng6 { [%eval -6.41] } 38. Kh3 { [%eval -6.48] } 38... f6 { [%eval -5.63] } 39. Qd5 { [%eval -5.73] } 39... Kh7 { [%eval -5.88] } 40. Qxb7 { [%eval -6.56] } 40... Re3 { [%eval -6.16] } 41. Qc7 { [%eval -6.44] } 41... Nf4+?? { (-6.44 → -1.88) Blunder. R8e5 was best. } { [%eval -1.88] } (41... R8e5 42. Qc4 Re2 43. Qd4 h5 44. a4 Rc2 45. g4 Rce2 46. gxh5 R5e3+ 47. Qxe3) 42. Qxf4 { [%eval -1.98] } 42... R3e4?! { (-1.98 → -1.13) Inaccuracy. Re2 was best. } { [%eval -1.13] } (42... Re2) 43. Qf5+ { [%eval -0.8] } 43... g6?! { (-0.80 → 0.00) Inaccuracy. Kh8 was best. } { [%eval 0.0] } (43... Kh8 44. Qxa5) 44. Qxf6 { [%eval 0.0] } 44... R8e6 { [%eval 0.18] } 45. Qf7+ { [%eval 0.15] } 45... Kh8 { [%eval 0.19] } 46. Qf8+ { [%eval 0.17] } 46... Kh7 { [%eval 0.29] } 47. Qf7+ { [%eval 0.19] } 47... Kh8 { [%eval 0.3] } 48. Qf8+ { [%eval 0.28] } 48... Kh7 { [%eval 0.33] } 49. Qf7+ { [%eval 0.0] } { The game is a draw. } 1/2-1/2