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Rapid Chess960 Chess • somethingpretentious vs halloway

somethingpretentious (1886) plays halloway (1401) in a rated Rapid (15+10) game of Chess960. halloway resigned after 40 moves. Click to replay, analyse, and discuss the game!

somethingpretentious (1886)+1
0Inaccuracies
2Mistakes
0Blunders
17Average centipawn loss
halloway (1401)−1
3Inaccuracies
5Mistakes
1Blunders
42Average centipawn loss
[Event "Rated Chess960 game"] [Site "https://lichess.org/MWPTjVnf"] [Date "2019.01.13"] [Round "-"] [White "somethingpretentious"] [Black "halloway"] [Result "1-0"] [UTCDate "2019.01.13"] [UTCTime "15:59:38"] [WhiteElo "1886"] [BlackElo "1401"] [WhiteRatingDiff "+1"] [BlackRatingDiff "-1"] [Variant "Chess960"] [TimeControl "900+10"] [ECO "?"] [Opening "?"] [Termination "Normal"] [FEN "nbbnqrkr/pppppppp/8/8/8/8/PPPPPPPP/NBBNQRKR w KQkq - 0 1"] [SetUp "1"] [Annotator "lichess.org"] 1. d4 { [%eval 0.27] } 1... d5 { [%eval 0.6] } 2. c3 { [%eval 0.17] } 2... c6 { [%eval 0.47] } 3. e4 { [%eval 0.44] } 3... e5 { [%eval 0.36] } 4. Nb3 { [%eval -0.06] } 4... dxe4 { [%eval 0.0] } 5. Qxe4 { [%eval -0.12] } 5... exd4 { [%eval -0.12] } 6. Nxd4 { [%eval -0.16] } 6... Qxe4 { [%eval -0.06] } 7. Bxe4 { [%eval -0.06] } 7... Re8 { [%eval 0.08] } 8. Re1 { [%eval 0.06] } 8... O-O { [%eval 0.0] } 9. O-O { [%eval 0.05] } 9... f5 { [%eval 0.47] } 10. Bc2 { [%eval 0.53] } 10... f4 { [%eval 0.62] } 11. Bb3+ { [%eval 0.29] } 11... Kh8 { [%eval 0.36] } 12. Nf3 { [%eval 0.03] } 12... Be6 { [%eval 0.42] } 13. Bxe6 { [%eval 0.4] } 13... Nxe6 { [%eval 0.31] } 14. b3 { [%eval 0.58] } 14... Bd6 { [%eval 0.53] } 15. Nb2 { [%eval 0.5] } 15... b5 { [%eval 0.8] } 16. Nd3 { [%eval 0.72] } 16... Nac7 { [%eval 0.77] } 17. Nde5 { [%eval 0.67] } 17... c5 { [%eval 0.92] } 18. c4 { [%eval 0.86] } 18... b4 { [%eval 1.07] } 19. Bb2 { [%eval 0.94] } 19... Rf5?! { (0.94 → 1.49) Inaccuracy. Best move was Kg8. } { [%eval 1.49] } (19... Kg8 20. Rd1 Bxe5 21. Bxe5 Rd8 22. Bd6 Rf5 23. Rfe1 Rf6 24. Ne5 Ne8 25. Be7 Rxd1 26. Rxd1) 20. Re4 { [%eval 1.21] } 20... Ng5?? { (1.21 → 5.76) Blunder. Best move was Be7. } { [%eval 5.76] } (20... Be7 21. Rfe1 Kg8 22. Nd3 Bf6 23. Be5 Rd8 24. Bxc7 Nxc7 25. Nxf4 Bc3 26. Rb1 Rff8 27. h4) 21. Nxg5 { [%eval 5.66] } 21... Bxe5?! { (5.66 → 6.41) Inaccuracy. Best move was Kg8. } { [%eval 6.41] } (21... Kg8 22. Nef3) 22. Rxe5 { [%eval 6.22] } 22... Rexe5 { [%eval 6.49] } 23. Bxe5 { [%eval 6.31] } 23... Rxg5 { [%eval 6.45] } 24. Bxc7 { [%eval 6.47] } 24... f3 { [%eval 6.41] } 25. g3 { [%eval 6.3] } 25... Kg8 { [%eval 6.36] } 26. Rd1 { [%eval 5.96] } 26... Rg4 { [%eval 6.42] } 27. Rd3 { [%eval 6.22] } 27... Rd4? { (6.22 → 7.68) Mistake. Best move was Re4. } { [%eval 7.68] } (27... Re4 28. Rxf3 Re6 29. Rf5 Rc6 30. Bb8 g6 31. Rd5 Ra6 32. Rd2 g5 33. Bd6 Ra5 34. g4) 28. Rxd4 { [%eval 7.67] } 28... cxd4 { [%eval 7.66] } 29. Kf1 { [%eval 7.65] } 29... Kf7 { [%eval 7.64] } 30. Bd6 { [%eval 7.38] } 30... Ke6 { [%eval 7.6] } 31. Bxb4 { [%eval 7.45] } 31... Ke5 { [%eval 7.73] } 32. Ke1 { [%eval 7.64] } 32... Ke4 { [%eval 7.92] } 33. Kd2 { [%eval 7.67] } 33... a6? { (7.67 → 8.94) Mistake. Best move was d3. } { [%eval 8.94] } (33... d3 34. Bc3) 34. Bf8 { [%eval 8.19] } 34... g6? { (8.19 → 14.74) Mistake. Best move was d3. } { [%eval 14.74] } (34... d3 35. b4) 35. Bg7? { (14.74 → 8.75) Mistake. Best move was b4. } { [%eval 8.75] } (35. b4 Ke5 36. b5 axb5 37. cxb5 Kd5 38. a4 Ke6 39. a5 Kd7 40. a6 Kc7 41. Kd3 h5) 35... d3? { (8.75 → 15.07) Mistake. Best move was Kf5. } { [%eval 15.07] } (35... Kf5 36. b4) 36. Bc3 { [%eval 12.99] } 36... h5 { [%eval 15.72] } 37. h3 { [%eval 15.11] } 37... g5?! { (15.11 → Mate in 26) Checkmate is now unavoidable. Best move was Kf5. } { [%eval #26] } (37... Kf5 38. b4) 38. a3? { (Mate in 26 → 9.34) Lost forced checkmate sequence. Best move was g4. } { [%eval 9.34] } (38. g4 hxg4 39. hxg4 a5 40. a3 Kf4 41. c5 Kxg4 42. c6 Kf5 43. c7 Ke6 44. c8=Q+ Kd6) 38... g4? { (9.34 → Mate in 17) Checkmate is now unavoidable. Best move was Kf5. } { [%eval #17] } (38... Kf5 39. b4) 39. hxg4 { [%eval #16] } 39... hxg4 { [%eval #16] } 40. b4 { [%eval #15] } { Black resigns. } 1-0