FEN
[Event "Chess practice Arena"]
[Site "https://lichess.org/vIxDOKPV"]
[Date "2021.08.21"]
[Round "-"]
[White "ShreeshaDatta"]
[Black "aaravashah"]
[Result "1/2-1/2"]
[GameId "vIxDOKPV"]
[UTCDate "2021.08.21"]
[UTCTime "16:06:15"]
[WhiteElo "1125"]
[BlackElo "1155"]
[WhiteRatingDiff "+1"]
[BlackRatingDiff "-1"]
[Variant "Standard"]
[TimeControl "600+5"]
[ECO "C45"]
[Opening "Scotch Game: Malaniuk Variation"]
[Termination "Normal"]
[Annotator "lichess.org"]
1. e4 { [%eval 0.24] } 1... e5 { [%eval 0.12] } 2. Nf3 { [%eval 0.17] } 2... Nc6 { [%eval 0.12] } 3. d4 { [%eval 0.12] } 3... exd4 { [%eval 0.13] } 4. Nxd4 { [%eval 0.03] } 4... Bb4+ { [%eval 0.0] } { C45 Scotch Game: Malaniuk Variation } 5. c3 { [%eval 0.54] } 5... Bc5 { [%eval 0.61] } 6. Nxc6 { [%eval 0.2] } 6... bxc6 { [%eval 0.2] } 7. e5?! { (0.20 → -0.39) Inaccuracy. Bd3 was best. } { [%eval -0.39] } (7. Bd3 Qh4 8. Qe2 Nf6 9. h3 d6 10. e5 Nd5 11. exd6+ Be6) 7... Qh4?! { (-0.39 → 0.40) Inaccuracy. d6 was best. } { [%eval 0.4] } (7... d6 8. Nd2 dxe5 9. Qf3 Qf6 10. Qg3 Bf5 11. Nc4 Bd6 12. Be2 Qg6 13. O-O Be6 14. Rd1) 8. g3?? { (0.40 → -6.76) Blunder. Qe2 was best. } { [%eval -6.76] } (8. Qe2) 8... Qe7?? { (-6.76 → -0.40) Blunder. Qe4+ was best. } { [%eval -0.4] } (8... Qe4+ 9. Qe2 Qxh1 10. Bf4 Ne7 11. Nd2 Ng6 12. Qh5 Nxf4 13. gxf4 Ba6 14. e6 dxe6 15. Qxc5) 9. Qe2 { [%eval -0.49] } 9... Nh6?? { (-0.49 → 1.75) Blunder. f6 was best. } { [%eval 1.75] } (9... f6 10. b4) 10. e6?? { (1.75 → -1.45) Blunder. Bxh6 was best. } { [%eval -1.45] } (10. Bxh6 gxh6 11. Nd2 f6 12. Ne4 fxe5 13. Qh5+ Kd8 14. Qxh6 Qf8 15. Qh5 d5 16. Nxc5 Qxc5) 10... fxe6?! { (-1.45 → -0.71) Inaccuracy. O-O was best. } { [%eval -0.71] } (10... O-O) 11. h4?? { (-0.71 → -4.14) Blunder. Bxh6 was best. } { [%eval -4.14] } (11. Bxh6 gxh6 12. Qh5+ Kd8 13. Nd2 Rf8 14. Ne4 Bb6 15. Qxh6 d5 16. O-O-O Bd7 17. Ba6 Rf5) 11... O-O { [%eval -3.8] } 12. Bg5?! { (-3.80 → -5.43) Inaccuracy. Rh2 was best. } { [%eval -5.43] } (12. Rh2 Nf7 13. Be3 Rb8 14. Bxc5 Qxc5 15. Na3 d5 16. O-O-O e5 17. f3 Nd6 18. Qxe5 Rxf3) 12... Qe8?! { (-5.43 → -3.78) Inaccuracy. Qf7 was best. } { [%eval -3.78] } (12... Qf7) 13. b4? { (-3.78 → -6.60) Mistake. Rh2 was best. } { [%eval -6.6] } (13. Rh2 Nf7 14. Be3 Bb6 15. c4 d5 16. c5 Ba5+ 17. Nd2 e5 18. O-O-O Rb8 19. f3 e4) 13... Rxf2?? { (-6.60 → -2.77) Blunder. Bxf2+ was best. } { [%eval -2.77] } (13... Bxf2+ 14. Kd1) 14. Qxf2?? { (-2.77 → -8.21) Blunder. Qd1 was best. } { [%eval -8.21] } (14. Qd1 Bb6) 14... Bxf2+ { [%eval -8.79] } 15. Kxf2 { [%eval -8.62] } 15... Qf8+ { [%eval -9.05] } 16. Ke3 { [%eval -9.26] } 16... Rb8 { [%eval -6.91] } 17. Kd4?? { (-6.91 → Mate in 7) Checkmate is now unavoidable. Bxh6 was best. } { [%eval #-7] } (17. Bxh6 gxh6 18. Bd3 Qg7 19. Nd2 Bb7 20. Ne4 c5 21. bxc5 Bxe4 22. Rab1 Rf8 23. Rhf1 Bf5) 17... Nf5+?! { (Mate in 7 → -10.26) Lost forced checkmate sequence. Qf3 was best. } { [%eval -10.26] } (17... Qf3 18. Bg2 Rxb4+ 19. cxb4 Nf5+ 20. Kc4 d5+ 21. Kc5 Qf2+ 22. Be3 Qxe3+ 23. Kxc6 Qb6#) 18. Ke4 { [%eval -12.36] } 18... Nd6+ { [%eval -9.28] } 19. Ke5? { (-9.28 → Mate in 3) Checkmate is now unavoidable. Ke3 was best. } { [%eval #-3] } (19. Ke3) 19... Qf5+ { [%eval #-2] } 20. Kd4 { [%eval #-2] } 20... Rb5?! { (Mate in 2 → -11.81) Lost forced checkmate sequence. Qe4+ was best. } { [%eval -11.81] } (20... Qe4+ 21. Kc5 Nb7#) 21. Ke3?! { (-11.81 → Mate in 8) Checkmate is now unavoidable. c4 was best. } { [%eval #-8] } (21. c4 Qf3) 21... Re5+ { [%eval #-7] } 22. Kd4 { [%eval #-1] } 22... Re4+ { [%eval #-5] } 23. Kd3 { [%eval #-5] } 23... Qf3+? { (Mate in 5 → -9.23) Lost forced checkmate sequence. Nc4 was best. } { [%eval -9.23] } (23... Nc4 24. Bg2 Ne5+ 25. Kc2 Re2+ 26. Kb3 Qc2+ 27. Ka3 Nc4#) 24. Kd2? { (-9.23 → Mate in 7) Checkmate is now unavoidable. Kc2 was best. } { [%eval #-7] } (24. Kc2 Qxh1) 24... Qxh1?! { (Mate in 7 → -14.38) Lost forced checkmate sequence. Qf2+ was best. } { [%eval -14.38] } (24... Qf2+ 25. Be2 Rxe2+ 26. Kd1 Nc4 27. Na3 Nb2+ 28. Kc1 Nd3+ 29. Kd1 Rb2 30. c4 Qf3#) 25. Bd3 { [%eval -15.0] } 25... Qe1+ { [%eval -11.3] } 26. Kc2 { [%eval -11.24] } { The game is a draw. } 1/2-1/2