MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.10"]
[Round "89"]
[White "Eunoia-base"]
[Black "Eunoia-dev"]
[Result "1-0"]
[EngineWhiteName "Eunoia"]
[EngineWhiteAuthor "Master Struct"]
[EngineBlackName "Eunoia"]
[EngineBlackAuthor "Master Struct"]
[SetUp "1"]
[FEN "rnbqkb1r/pp2npp1/2p1p2p/8/2BP1B2/P1N2N2/1PP2PPP/R2QK2R b KQkq - 3 8"]
[GameDuration "00:00:17"]
[GameStartTime "2026-09-10T16:21:00 +0300"]
[GameEndTime "2026-09-10T16:21:17 +0300"]
[PlyCount "154"]
[Termination "abandoned"]
[TimeControl "4.82+0.05"]

8... Nd5 {-0.62/10 0.333s, n=1024141, sd=0}
9. Nxd5 {+0.49/10 0.273s, n=880677, sd=0} cxd5 {-0.37/11 0.286s, n=981506, sd=0}
10. Bd3 {+0.40/11 0.469s, n=1605070, sd=0}
Be7 {-0.34/11 0.296s, n=1042309, sd=0} 11. Qd2 {+0.38/10 0.184s, n=651392, sd=0}
Nc6 {-0.48/10 0.242s, n=802801, sd=0}
12. O-O-O {+0.36/10 0.204s, n=711159, sd=0}
O-O {-0.34/11 0.195s, n=671358, sd=0} 13. Rhe1 {+0.34/10 0.223s, n=747474, sd=0}
Bd7 {-0.37/11 0.353s, n=1128887, sd=0} 14. c3 {+0.33/11 0.900s, n=2820440, sd=0}
Qb6 {-0.35/11 0.521s, n=1667186, sd=0} 15. Bc2 {+0.35/10 0.228s, n=724204, sd=0}
Rad8 {-0.43/11 0.415s, n=1292891, sd=0}
16. Qd3 {+0.43/10 0.202s, n=620879, sd=0} f5 {-0.39/11 0.178s, n=556823, sd=0}
17. c4 {+0.44/10 0.149s, n=473184, sd=0} Qa6 {-0.27/10 0.304s, n=912054, sd=0}
18. cxd5 {+0.31/10 0.185s, n=628746, sd=0}
Qxd3 {-0.42/11 0.153s, n=537282, sd=0}
19. Bxd3 {+0.30/11 0.183s, n=634871, sd=0}
exd5 {-0.30/10 0.109s, n=366971, sd=0} 20. Bc2 {+0.29/10 0.191s, n=636857, sd=0}
Be8 {-0.17/9 0.130s, n=443632, sd=0} 21. Ne5 {+0.20/8 0.105s, n=362288, sd=0}
Bg5 {-0.10/12 0.166s, n=700388, sd=0} 22. Bxg5 {+0.10/11 0.145s, n=596353, sd=0}
hxg5 {-0.08/11 0.258s, n=1036259, sd=0} 23. h3 {+0.15/11 0.228s, n=941620, sd=0}
a5 {-0.14/10 0.126s, n=526406, sd=0} 24. Rd2 {+0.08/11 0.481s, n=1866750, sd=0}
g6 {-0.11/10 0.095s, n=354349, sd=0} 25. a4 {+0.14/10 0.084s, n=313756, sd=0}
Nb4 {-0.15/10 0.180s, n=719081, sd=0} 26. Bb3 {+0.18/10 0.118s, n=464680, sd=0}
Kg7 {-0.15/10 0.107s, n=415295, sd=0} 27. Kb1 {+0.10/10 0.139s, n=527976, sd=0}
Bf7 {-0.05/11 0.159s, n=641961, sd=0} 28. Rc1 {+0.11/10 0.075s, n=262224, sd=0}
Rc8 {-0.02/11 0.106s, n=403317, sd=0} 29. Re1 {-0.01/10 0.137s, n=527962, sd=0}
Rfe8 {-0.02/11 0.097s, n=354962, sd=0} 30. Bd1 {-0.04/10 0.106s, n=393859, sd=0}
Nc6 {+0.05/12 0.134s, n=536783, sd=0} 31. Bf3 {-0.05/11 0.097s, n=373299, sd=0}
f4 {+0.02/12 0.146s, n=614667, sd=0} 32. Rdd1 {-0.02/11 0.078s, n=316288, sd=0}
Be6 {+0.07/11 0.075s, n=305475, sd=0} 33. Bg4 {0.00/11 0.134s, n=537397, sd=0}
Bxg4 {+0.08/11 0.078s, n=316261, sd=0}
34. hxg4 {-0.06/13 0.084s, n=398541, sd=0} Kf6 {+0.12/13 0.108s, n=520408, sd=0}
35. Nxc6 {-0.01/14 0.107s, n=506897, sd=0}
Rxe1 {+0.08/15 0.077s, n=413704, sd=0}
36. Rxe1 {+0.02/15 0.076s, n=379992, sd=0}
Rxc6 {-0.01/15 0.070s, n=367833, sd=0} 37. Re5 {+0.01/15 0.065s, n=341708, sd=0}
Rd6 {0.00/15 0.130s, n=721317, sd=0} 38. Kc2 {+0.03/14 0.106s, n=573387, sd=0}
Re6 {-0.09/14 0.084s, n=461860, sd=0}
39. Rxe6+ {+0.11/15 0.057s, n=311081, sd=0}
Kxe6 {-0.17/22 0.069s, n=423011, sd=0} 40. b4 {+0.28/19 0.057s, n=360619, sd=0}
b6 {-0.21/21 0.076s, n=493481, sd=0} 41. b5 {+0.17/25 0.066s, n=418292, sd=0}
Kf6 {-0.28/22 0.062s, n=403625, sd=0} 42. Kd3 {+0.16/31 0.143s, n=985920, sd=0}
Ke6 {-0.23/28 0.063s, n=437864, sd=0} 43. Ke2 {+0.16/27 0.198s, n=53029, sd=0}
Kd6 {-0.21/21 0.076s, n=547217, sd=0} 44. Kd2 {+0.15/27 0.093s, n=655454, sd=0}
Kd7 {-0.21/23 0.056s, n=410359, sd=0} 45. Ke2 {+0.15/29 0.045s, n=298681, sd=0}
Kd6 {-0.21/25 0.056s, n=391658, sd=0} 46. Kd2 {+0.15/29 0.050s, n=366854, sd=0}
Kd7 {-0.21/25 0.057s, n=368746, sd=0} 47. Kc1 {+0.15/25 0.047s, n=335804, sd=0}
Ke7 {-0.19/19 0.110s, n=807498, sd=0} 48. Kd1 {+0.15/31 0.050s, n=335326, sd=0}
Kd7 {-0.21/24 0.061s, n=446743, sd=0} 49. Kc2 {+0.15/29 0.047s, n=332896, sd=0}
Ke6 {-0.19/19 0.065s, n=451653, sd=0} 50. Kc1 {+0.15/32 0.051s, n=370058, sd=0}
Kd6 {-0.21/24 0.053s, n=380523, sd=0} 51. Kd1 {+0.15/30 0.045s, n=288539, sd=0}
Kd7 {-0.21/28 0.057s, n=418101, sd=0} 52. Kc2 {+0.15/31 0.049s, n=318924, sd=0}
Ke6 {-0.20/20 0.057s, n=375094, sd=0} 53. Kc1 {+0.15/27 0.046s, n=324570, sd=0}
Kd6 {-0.21/26 0.051s, n=355688, sd=0} 54. Kb1 {+0.15/22 0.052s, n=366738, sd=0}
Kd7 {-0.21/28 0.055s, n=408318, sd=0} 55. Kb2 {+0.15/23 0.051s, n=360703, sd=0}
Ke7 {-0.21/28 0.054s, n=353739, sd=0} 56. Kb1 {+0.15/22 0.048s, n=298969, sd=0}
Kd7 {-0.21/28 0.051s, n=351805, sd=0} 57. Kb2 {+0.15/23 0.049s, n=309357, sd=0}
Ke7 {-0.21/29 0.054s, n=348940, sd=0} 58. Kc3 {+0.15/21 0.056s, n=369866, sd=0}
Kd7 {-0.21/33 0.058s, n=410548, sd=0} 59. g3 {+0.15/28 0.050s, n=325900, sd=0}
Ke6 {-0.17/26 0.052s, n=351913, sd=0} 60. Kd2 {+0.15/23 0.052s, n=371326, sd=0}
fxg3 {-0.17/36 0.053s, n=373625, sd=0}
61. fxg3 {+0.15/35 0.046s, n=343955, sd=0} Kf7 {-0.17/66 0.058s, n=435161, sd=0}
62. Ke2 {+0.15/37 0.045s, n=330835, sd=0} Ke8 {-0.17/40 0.107s, n=938230, sd=0}
63. Kd2 {+0.15/38 0.045s, n=322509, sd=0} Kf7 {-0.17/49 0.101s, n=798286, sd=0}
64. Ke2 {+0.15/32 0.052s, n=342745, sd=0} Ke8 {-0.17/52 0.055s, n=423647, sd=0}
65. Ke3 {+0.15/25 0.068s, n=517431, sd=0} Kf7 {-0.17/38 0.046s, n=373325, sd=0}
66. Kf2 {+0.15/28 0.074s, n=570133, sd=0} Ke8 {-0.17/53 0.046s, n=324064, sd=0}
67. Ke2 {+0.15/31 0.129s, n=148247, sd=0} Kf7 {-0.17/60 0.151s, n=364190, sd=0}
68. Kd2 {+0.15/36 0.043s, n=335634, sd=0} Ke6 {-0.17/67 0.045s, n=341454, sd=0}
69. Ke2 {+0.15/26 0.043s, n=344919, sd=0} Kf6 {-0.17/23 0.076s, n=640469, sd=0}
70. Kd3 {+0.15/24 0.049s, n=384972, sd=0} Ke7 {-0.17/21 0.062s, n=525613, sd=0}
71. Ke3 {+0.15/26 0.044s, n=309973, sd=0} Ke6 {-0.17/45 0.054s, n=421983, sd=0}
72. Ke2 {+0.15/28 0.043s, n=290864, sd=0} Kf6 {-0.17/23 0.079s, n=615387, sd=0}
73. Ke3 {+0.15/18 0.091s, n=736102, sd=0} Ke6 {-0.17/44 0.048s, n=328927, sd=0}
74. Kf3 {+0.15/28 0.053s, n=431512, sd=0} Kf6 {-0.17/43 0.062s, n=465485, sd=0}
75. Ke2 {+0.15/30 0.051s, n=397378, sd=0} Kf7 {-0.17/41 0.090s, n=704410, sd=0}
76. Kd2 {+0.15/20 0.043s, n=343552, sd=0} Ke6 {-0.17/40 0.079s, n=259209, sd=0}
77. Ke3 {+0.15/22 0.071s, n=536116, sd=0} Kd6 {-0.17/29 0.042s, n=336049, sd=0}
78. Ke2 {+0.15/18 0.057s, n=443063, sd=0} Ke7 {-0.17/27 0.045s, n=363003, sd=0}
79. Kf3 {+0.15/16 0.063s, n=485428, sd=0} Kd7 {-0.17/26 0.074s, n=226070, sd=0}
80. Kg2 {+0.15/22 0.043s, n=288550, sd=0} Ke7 {-0.17/22 0.040s, n=324975, sd=0}
81. Kg1 {+0.15/20 0.042s, n=283349, sd=0} Kd6 {-0.17/34 0.069s, n=232193, sd=0}
82. Kf1 {+0.15/20 0.072s, n=522508, sd=0} Ke6 {-0.17/31 0.044s, n=343085, sd=0}
83. Kg1 {+0.15/30 0.050s, n=370046, sd=0} Kf7 {-0.17/22 0.065s, n=125438, sd=0}
84. Kf2 {+0.15/18 0.039s, n=278111, sd=0} Ke8 {-0.17/34 0.060s, n=201957, sd=0}
85. Ke2 {0.00/18 0.087s, n=661006, sd=0, Black disconnects} 1-0