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FEN
[Event "Rated Racing Kings game"] [Site "https://lichess.org/9Z68TcVE"] [Date "2020.06.17"] [White "DiCapSalvador1"] [Black "alex1707"] [Result "1/2-1/2"] [UTCDate "2020.06.17"] [UTCTime "07:36:31"] [WhiteElo "1641"] [BlackElo "1500"] [WhiteRatingDiff "-23"] [BlackRatingDiff "+56"] [Variant "Racing Kings"] [TimeControl "10800+180"] [ECO "?"] [Opening "?"] [Termination "Normal"] [FEN "8/8/8/8/8/8/krbnNBRK/qrbnNBRQ w - - 0 1"] [SetUp "1"] [Annotator "lichess.org"] 1. Bd4 Be4 2. Bxb2?? { (0.00 → -2.71) Blunder. Kg3 was best. } (2. Kg3 Kb3 3. Qh4 Kc4 4. Qxe4 Nb3 5. Kf3 Be3 6. Qxe3 Nxe3) 2... Bxg2?? { (-2.71 → 0.83) Blunder. Bxb2 was best. } (2... Bxb2 3. Ng3 Bxg2 4. Qxg2 Ne3 5. Qxd2 Kb3 6. Nf5 Nxf5 7. Bd3) 3. Qxg2?! { (0.83 → 0.00) Inaccuracy. Bxa1 was best. } (3. Bxa1 Bxh1 4. Bd4 Kb3 5. Nc3 Nxc3 6. Kg3 Nd5 7. Bd3 Ka4) 3... Qxb2? { (0.00 → 1.35) Mistake. Bxb2 was best. } (3... Bxb2 4. Kg3 Ne3 5. Kf4 Kb3 6. Nd3 Ndxf1 7. Qe4 Qa5 8. Rg6) 4. Kh3? { (1.35 → 0.00) Mistake. Kg3 was best. } (4. Kg3) 4... Ka3? { (0.00 → 1.29) Mistake. Kb3 was best. } (4... Kb3 5. Kh4 Kc4 6. Kh5 Qb6 7. Qg6 Kb5 8. Kh6 Ka6 9. Kg7 Ka7 10. Kh8 Ka8) 5. Kh4? { (1.29 → 0.15) Mistake. Kg4 was best. } (5. Kg4 Qb6) 5... Ka4 6. Qg5? { (1.43 → -0.19) Mistake. Kh5 was best. } (6. Kh5 Qb6) 6... Qb5? { (-0.19 → 1.04) Mistake. Nxf1 was best. } (6... Nxf1 7. Nd4) 7. Nxc1?! { (1.04 → 0.00) Inaccuracy. Nd4 was best. } (7. Nd4 Qd7) 7... Nxf1 8. Rxf1?? { (0.00 → -4.46) Blunder. Kh5 was best. } (8. Kh5 Ka5 9. Kh6 Ka6 10. Kh7 Ka7 11. Qg8 Qb8 12. Kh8 Ka8) 8... Rxc1?? { (-4.46 → 0.00) Blunder. Qxf1 was best. } (8... Qxf1) 9. Qxc1 Qxf1 10. Kh5 Qxe1 11. Kh6 Qe7 12. Qg5 Kb4 13. Qg7 Qe4?? { (0.00 → Mate in 5) Checkmate is now unavoidable. Qd8 was best. } (13... Qd8 14. Qe5 Qe7 15. Qg5 Nc3 16. Qg7 Kc5 17. Kh7 Qd8 18. Qg8 Qf6 19. Qf7 Qd8 20. Qe6) 14. Qg6?? { (Mate in 5 → 0.00) Lost forced checkmate sequence. Qf7 was best. } (14. Qf7 Qg2 15. Kh7 Qa8 16. Qg8 Qa1 17. Qe8 Nb2 18. Kg8#) 14... Qe7 15. Qf6 Kc5 16. Kg6 Qf8 17. Kh7 Ne3 18. Qf7 Kd6 19. Qg8 Ke7 20. Kh8 Ke8 { The game is a draw. } 1/2-1/2