[Event "rated blitz game"] [Site "https://lichess.org/5oxOYoqk"] [Date "2016.12.22"] [Round "-"] [White "veligon"] [Black "bottaflokka"] [Result "1/2-1/2"] [GameId "5oxOYoqk"] [UTCDate "2016.12.22"] [UTCTime "06:11:42"] [WhiteElo "1105"] [BlackElo "1351"] [WhiteRatingDiff "+7"] [BlackRatingDiff "-8"] [Variant "Standard"] [TimeControl "300+0"] [ECO "A45"] [Opening "Indian Defense"] [Termination "Time forfeit"] [Annotator "lichess.org"] 1. d4 { [%eval 0.19] } 1... Nf6 { [%eval 0.2] } { A45 Indian Defense } 2. Qd3?! { (0.20 → -0.36) Inaccuracy. c4 was best. } { [%eval -0.36] } (2. c4 e6) 2... d5 { [%eval -0.33] } 3. c4 { [%eval -0.29] } 3... g6?! { (-0.29 → 0.27) Inaccuracy. c5 was best. } { [%eval 0.27] } (3... c5 4. cxd5 cxd4 5. Qxd4 Nc6 6. Qa4 Nxd5 7. Nf3 Bd7 8. Bd2 Qb6 9. Qb3 Qxb3 10. axb3) 4. Nh3? { (0.27 → -1.31) Mistake. cxd5 was best. } { [%eval -1.31] } (4. cxd5 c6 5. dxc6 Nxc6 6. Nf3 Bf5 7. Qb5 a6 8. Qxb7 Be4 9. Qb3 Rb8 10. Qd1 e5) 4... Bf5 { [%eval -0.98] } 5. Qd2?! { (-0.98 → -1.89) Inaccuracy. Qd1 was best. } { [%eval -1.89] } (5. Qd1 c5) 5... Ne4 { [%eval -1.48] } 6. Qf4?! { (-1.48 → -2.53) Inaccuracy. Qe3 was best. } { [%eval -2.53] } (6. Qe3) 6... dxc4? { (-2.53 → -1.13) Mistake. Nc6 was best. } { [%eval -1.13] } (6... Nc6) 7. Nc3 { [%eval -1.12] } 7... Qxd4 { [%eval -1.21] } 8. Be3 { [%eval -1.37] } 8... Qd6 { [%eval -1.34] } 9. Nb5?? { (-1.34 → -8.45) Blunder. Nxe4 was best. } { [%eval -8.45] } (9. Nxe4 Qxf4) 9... Qb4+ { [%eval -8.32] } 10. Bd2 { [%eval -8.85] } 10... Qxd2+?? { (-8.85 → -2.78) Blunder. Qxb5 was best. } { [%eval -2.78] } (10... Qxb5) 11. Qxd2 { [%eval -2.55] } 11... Nxd2 { [%eval -2.5] } 12. Nxc7+ { [%eval -2.55] } 12... Kd7 { [%eval -1.63] } 13. Nxa8 { [%eval -1.78] } 13... Ne4 { [%eval -1.54] } 14. e3 { [%eval -1.83] } 14... e5?! { (-1.83 → -1.06) Inaccuracy. Nd6 was best. } { [%eval -1.06] } (14... Nd6) 15. Bxc4 { [%eval -1.01] } 15... Bb4+?! { (-1.01 → -0.08) Inaccuracy. Nc6 was best. } { [%eval -0.08] } (15... Nc6 16. O-O Bd6 17. Bxf7 Rxa8 18. f3 Nf6 19. Bb3 Na5 20. Ba4+ Ke7 21. Rac1 Be6 22. b3) 16. Kf1?? { (-0.08 → -2.15) Blunder. Ke2 was best. } { [%eval -2.15] } (16. Ke2 Nc6 17. Rhd1+ Nd6 18. a3 Bc5 19. Bxf7 Rxa8 20. Bd5 h6 21. f3 Bb6 22. Nf2 Ke7) 16... Nd2+ { [%eval -1.97] } 17. Ke1?? { (-1.97 → -7.12) Blunder. Ke2 was best. } { [%eval -7.12] } (17. Ke2 Nxc4 18. Rhd1+ Bd6 19. Rac1 Rc8 20. Ng5 Ke7 21. e4 Bd7 22. b3 Nc6 23. Rxc4 Rxa8) 17... Nxc4+ { [%eval -6.95] } 18. Kf1 { [%eval -7.29] } 18... Bxh3 { [%eval -6.37] } 19. Rd1+?! { (-6.37 → -9.08) Inaccuracy. gxh3 was best. } { [%eval -9.08] } (19. gxh3 Nc6) 19... Nd2+ { [%eval -8.9] } 20. Rxd2+ { [%eval -9.07] } 20... Bxd2 { [%eval -9.03] } 21. gxh3 { [%eval -8.96] } 21... Nc6 { [%eval -8.87] } 22. Ke2 { [%eval -8.94] } 22... Ba5 { [%eval -8.77] } 23. Rd1+ { [%eval -9.47] } 23... Ke6 { [%eval -9.12] } 24. Nc7+ { [%eval -9.59] } 24... Bxc7 { [%eval -9.4] } 25. f4 { [%eval -11.3] } 25... exf4 { [%eval -11.18] } 26. exf4 { [%eval -11.28] } 26... Bxf4 { [%eval -11.12] } 27. Kf3 { [%eval -11.33] } 27... Rd8 { [%eval -7.83] } 28. Rxd8 { [%eval -7.56] } 28... Nxd8 { [%eval -7.08] } 29. Kxf4 { [%eval -7.14] } 29... Nc6 { [%eval -6.85] } 30. Kf3?! { (-6.85 → -11.63) Inaccuracy. a3 was best. } { [%eval -11.63] } (30. a3 h5) 30... f5 { [%eval -9.79] } 31. Ke3 { [%eval -11.32] } 31... Ke5 { [%eval -10.39] } 32. Kd3 { [%eval -15.59] } 32... f4 { [%eval -9.67] } 33. Kc3 { [%eval -18.18] } 33... f3 { [%eval -16.93] } 34. Kc4?! { (-16.93 → Mate in 7) Checkmate is now unavoidable. Kd3 was best. } { [%eval #-7] } (34. Kd3 Kf4) 34... f2 { [%eval #-6] } 35. Kc5 { [%eval #-3] } 35... f1=Q { [%eval #-2] } 36. h4 { [%eval #-2] } 36... Qd3 { [%eval #-1] } 37. h5 { [%eval #-1] } 37... Qd4+ { [%eval #-1] } 38. Kb5 { [%eval #-1] } 38... Qb6+ { [%eval #-4] } 39. Kc4 { [%eval #-4] } 39... Qb4+ { [%eval #-4] } 40. Kd3 { [%eval #-4] } 40... Qxb2 { [%eval #-3] } 41. Ke3 { [%eval #-3] } 41... Qxa2 { [%eval #-4] } 42. hxg6 { [%eval #-3] } 42... Qxh2 { [%eval #-5] } 43. gxh7 { [%eval #-5] } 43... Qxh7 { [%eval #-4] } 44. Kd2 { [%eval #-4] } { Draw by time and insufficient material. } 1/2-1/2