MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.18"]
[Round "2"]
[White "WakWak-base"]
[Black "WakWak-dev"]
[Result "1-0"]
[EngineWhiteName "wakwak v0.9.0"]
[EngineWhiteAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[EngineBlackName "wakwak v0.9.0"]
[EngineBlackAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[SetUp "1"]
[FEN "qrnkr1bb/p1pppp1p/2P5/1p4pn/6P1/4P3/PP1P1P1P/RNKNQRBB b FAb - 0 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:56"]
[GameStartTime "2026-09-18T07:29:12 +0000"]
[GameEndTime "2026-09-18T07:31:09 +0000"]
[PlyCount "220"]
[Termination "abandoned"]
[TimeControl "27.52+0.28"]

6... Qxc6@g2 {+0.84/13 9.531s, n=9930752, sd=26}
7. Ndc3@f3 {-0.74/11 2.090s, n=2145477, sd=22}
Nf6@g2 {+0.68/10 1.129s, n=1111928, sd=23}
8. a3@f3 {-0.70/11 2.205s, n=2468278, sd=22}
Nxg4@g2 {+0.69/9 1.158s, n=1202699, sd=21}
9. d4@f3 {-0.64/11 3.140s, n=3118581, sd=21}
Nd6@g2 {+0.65/9 1.526s, n=1808544, sd=20}
10. f3@f6 {-0.73/10 1.215s, n=1349792, sd=21}
Nh6@d5 {+0.85/9 1.296s, n=1115960, sd=22}
11. Nd2@c8 {-0.81/10 2.769s, n=2231289, sd=22}
Bg7@f2 {+0.87/9 2.183s, n=2187167, sd=28}
12. Kb1@c8 {-0.81/10 2.973s, n=2879820, sd=25}
Nhf5@f2 {+1.03/8 0.914s, n=939127, sd=24}
13. Nde4@c4 {-1.06/9 1.429s, n=1419792, sd=22}
O-O-O@d5 {+1.37/9 2.210s, n=2255071, sd=25}
14. Nxg5@c4 {-1.40/9 2.242s, n=2186861, sd=25}
h6@e4 {+1.19/8 0.723s, n=679683, sd=20}
15. Nh3@c4 {-1.04/10 0.929s, n=932492, sd=21}
e5@d5 {+1.10/8 0.675s, n=672190, sd=22}
16. dxe5@e4 {-0.58/10 1.022s, n=996835, sd=23}
Bxe5@d2 {+0.70/8 0.588s, n=632349, sd=21}
17. e4@e7 {-0.56/10 1.920s, n=1769752, sd=24}
Nd4@f4 {+0.71/8 0.735s, n=743641, sd=22}
18. Bxd4@d2 {-0.66/10 2.307s, n=2189470, sd=22}
Bxd4@c4 {+0.73/8 0.471s, n=427713, sd=19}
19. Ne2@e3 {-0.76/9 1.320s, n=1212413, sd=20}
Bg7@f4 {+0.71/8 1.045s, n=902761, sd=20}
20. Ng3@h7 {-0.74/8 0.593s, n=556843, sd=20}
f5@e6 {+1.04/8 1.828s, n=1504608, sd=21}
21. Nh5@f6 {-1.05/9 1.259s, n=1102745, sd=21}
Bh8@g7 {+1.04/8 0.444s, n=437654, sd=19}
22. Ng3@f7 {-1.25/8 0.959s, n=768690, sd=23}
Bh7@f2 {+1.36/8 0.498s, n=463381, sd=19}
23. a4@e6 {-1.60/8 0.622s, n=405310, sd=18}
bxa4@a3 {+1.18/7 0.643s, n=492003, sd=21}
24. Nf2@g7 {-1.15/7 0.337s, n=259356, sd=19}
Bg6@e2 {+1.25/7 0.956s, n=765216, sd=20}
25. Rxa4@b5 {-1.27/7 0.379s, n=300300, sd=19}
f4@a5 {+0.96/7 1.787s, n=1438720, sd=20}
26. Ne2@b5 {-0.50/8 0.590s, n=455283, sd=23}
Bh5@a6 {+0.39/7 0.353s, n=342370, sd=17}
27. Ra1@g4 {+0.28/8 1.025s, n=865407, sd=23}
Be5@d3 {-0.31/6 0.281s, n=248513, sd=15}
28. Nh3@f7 {+0.54/8 0.197s, n=188532, sd=17}
Nxe4@d5 {-0.37/8 0.641s, n=713837, sd=21}
29. Nhxf4@f6 {+0.62/9 0.318s, n=318476, sd=19}
Bxf4@g2 {-1.01/7 0.222s, n=222675, sd=15}
30. Nxf4@f6 {+1.84/9 0.498s, n=396379, sd=18}
Ng5@e6 {-1.17/7 0.194s, n=169016, sd=15}
31. Nxh5@e4 {+2.39/8 0.229s, n=173391, sd=17}
Qg6@f2 {-2.25/7 0.367s, n=292918, sd=15}
32. Nf4@e4 {+2.52/8 1.009s, n=706560, sd=20}
Qf5@f2 {-2.36/8 0.382s, n=315680, sd=19}
33. Nd3@e4 {+1.56/8 0.404s, n=309646, sd=17}
Nxf3@g2 {-1.49/7 0.218s, n=187376, sd=12}
34. Qc3@f2 {+1.62/8 0.170s, n=132623, sd=13}
Re3@a2 {-1.35/7 0.365s, n=163818, sd=14}
35. Rxf3@g2 {+1.55/8 0.496s, n=250193, sd=14}
Rxf3@f4 {-1.42/7 0.255s, n=114127, sd=14}
36. Bxf3@e4 {+1.49/8 0.226s, n=168798, sd=14}
Qxf3@a2 {-1.37/7 0.293s, n=130091, sd=12}
37. Qg7@e3 {+1.44/7 0.253s, n=117050, sd=12}
Qe4@c2 {-1.38/7 0.439s, n=263023, sd=14}
38. Qc3@f3 {+1.40/8 0.436s, n=243306, sd=14}
Kb8@a2 {-1.26/6 0.563s, n=276060, sd=13}
39. b4@d6 {+1.39/7 0.665s, n=291840, sd=14}
Qg2@d4 {-1.46/7 0.848s, n=437965, sd=14}
40. Qd2@f2 {+1.41/8 0.254s, n=158237, sd=12}
Qxh2@g2 {-1.17/7 0.662s, n=335812, sd=14}
41. Qe3@c6 {+1.07/7 0.469s, n=254195, sd=11}
Qh1@a4 {-1.17/7 0.657s, n=339968, sd=13}
42. Qe7@d1 {+1.25/8 0.315s, n=125902, sd=14}
Kc8@a4 {-1.08/7 0.135s, n=86093, sd=13}
43. Kb2@f3 {+1.28/7 0.155s, n=71599, sd=12}
Qg2@a4 {-1.06/7 0.579s, n=315392, sd=14}
44. Qh7@e2 {+1.28/6 0.511s, n=196608, sd=11}
Qg5@a4 {-1.10/6 0.230s, n=122222, sd=14}
45. Rd1@d6 {+1.22/7 0.381s, n=237584, sd=13}
c6@c5 {-1.15/6 0.391s, n=227756, sd=12}
46. Qf7@f6 {+1.14/6 0.198s, n=109886, sd=12}
Qh5@g6 {-0.86/6 0.167s, n=104693, sd=12}
47. Qg7@e2 {+1.03/7 0.219s, n=81967, sd=12}
Kc7@c5 {-1.20/6 0.461s, n=210736, sd=13}
48. Kc2@f3 {+1.30/6 0.186s, n=92427, sd=12}
a6@c5 {-1.12/5 0.438s, n=187392, sd=12}
49. Re1@g5 {+1.37/6 0.480s, n=254976, sd=13}
Qh2@e7 {-1.47/6 0.310s, n=195584, sd=12}
50. Kc3@h5 {+1.60/7 0.277s, n=163550, sd=12}
Re8@e7 {-1.54/7 0.282s, n=160768, sd=14}
51. Qg6@e6 {+1.59/7 0.238s, n=163538, sd=12}
Re7@e2 {-1.62/5 0.207s, n=79393, sd=10}
52. Qf6@e6 {+1.68/7 0.143s, n=66906, sd=12}
Qd6@e5 {-2.06/6 0.209s, n=84107, sd=12}
53. Qxh6@e6 {+1.90/7 0.287s, n=149519, sd=13}
Rf7@e5 {-1.94/7 0.428s, n=180224, sd=12}
54. Nc5@f6 {+1.81/7 0.336s, n=195192, sd=12}
a5@a6 {-1.86/7 0.274s, n=148480, sd=12}
55. Qxd6@b7 {+2.31/10 0.247s, n=211347, sd=14}
Kxd6@c7 {-2.25/9 0.214s, n=158346, sd=13}
56. Nb7@f6 {+2.26/10 0.332s, n=266965, sd=15}
Kc7@e7 {-2.36/8 0.206s, n=159939, sd=14}
57. Nxa5@f6 {+2.31/9 0.368s, n=264663, sd=13}
Rf8@b3 {-2.30/7 0.420s, n=317440, sd=13}
58. Rf1@f6 {+2.39/7 0.381s, n=244638, sd=12}
Kd6@f3 {-2.45/7 0.280s, n=187392, sd=12}
59. Kd4@f6 {+2.42/7 0.198s, n=146480, sd=11}
Ke7@f3 {-2.43/6 0.199s, n=133219, sd=12}
60. Ke5@f6 {+2.38/7 0.332s, n=197463, sd=11}
d6@d4 {-2.42/7 0.206s, n=126596, sd=13}
61. Ke4@f6 {+2.37/9 0.338s, n=208896, sd=15}
Kd7@f5 {-2.37/7 0.334s, n=200312, sd=12}
62. Rc1@f6 {+2.42/8 0.175s, n=102625, sd=12}
Kc7@c5 {-2.36/7 0.355s, n=217984, sd=12}
63. Kf5@f6 {+2.46/8 0.339s, n=224244, sd=12}
Kb6@c4 {-2.41/8 0.306s, n=230400, sd=14}
64. Kg6@b5 {+2.21/7 0.326s, n=200704, sd=12}
c5@c4 {-1.80/9 0.280s, n=246784, sd=12}
65. bxc5@d7 {+2.19/8 0.123s, n=87736, sd=11}
Kxa5@e8 {-1.80/8 0.182s, n=166509, sd=12}
66. cxd6@d8 {+2.01/8 0.218s, n=177945, sd=11}
Re8@d7 {-1.82/7 0.187s, n=169038, sd=11}
67. Kf7@e6 {+2.03/8 0.169s, n=161808, sd=11}
Rh8@d7 {-1.87/8 0.430s, n=318498, sd=12}
68. Rc8@d8 {+2.01/8 0.241s, n=186163, sd=11}
Rh3@d7 {-1.51/8 0.321s, n=297984, sd=12}
69. Rb8@d3 {+1.91/8 0.280s, n=222908, sd=10}
Ka4@d7 {-1.71/7 0.137s, n=123586, sd=11}
70. Rb7@g3 {+1.86/8 0.235s, n=201369, sd=10}
Rh1@d7 {-1.71/8 0.206s, n=189530, sd=11}
71. Kg7@g1 {+1.79/10 0.421s, n=354659, sd=12}
Ka3@d7 {-1.69/9 0.249s, n=231376, sd=13}
72. Kg6@g1 {+1.79/10 0.242s, n=240478, sd=12}
Rh4@d7 {-1.71/9 0.319s, n=273761, sd=13}
73. Kf6@f4 {+1.74/9 0.273s, n=214649, sd=11}
Rg4@d7 {-1.68/8 0.327s, n=217686, sd=12}
74. Kf5@f4 {+1.75/9 0.352s, n=305769, sd=11}
Rg3@d7 {-1.75/8 0.244s, n=201506, sd=11}
75. Rb6@f3 {+1.75/10 0.302s, n=239912, sd=12}
Rg1@d7 {-1.77/9 0.323s, n=273113, sd=13}
76. Kf6@f1 {+1.74/10 0.332s, n=287409, sd=11}
Ka4@d7 {-1.77/9 0.220s, n=166502, sd=12}
77. Rb1@f1 {+1.74/10 0.287s, n=226685, sd=12}
Rg2@d7 {-1.77/9 0.279s, n=214774, sd=13}
78. Rb2@f2 {+1.73/10 0.376s, n=316943, sd=11}
Rg1@d7 {-1.77/9 0.202s, n=155969, sd=11}
79. Kf7@f1 {+1.73/10 0.262s, n=221447, sd=12}
Rg3@d7 {-1.70/8 0.473s, n=337920, sd=11}
80. Rb7@g2 {+1.74/10 0.308s, n=258166, sd=13}
Rd3@d7 {-1.77/9 0.233s, n=182680, sd=13}
81. Ke6@a3 {+1.74/11 0.333s, n=298165, sd=13}
Rd2@d7 {-1.77/9 0.208s, n=155794, sd=12}
82. Ke5@a3 {+1.74/10 0.286s, n=224256, sd=13}
Rd1@d7 {-1.77/9 0.169s, n=125663, sd=12}
83. Kf6@d2 {+1.74/9 0.280s, n=187392, sd=12}
Ka3@d7 {-1.77/9 0.182s, n=139484, sd=12}
84. Rb6@d5 {+1.74/10 0.137s, n=111703, sd=11}
Rd3@d7 {-1.77/10 0.356s, n=294769, sd=13}
85. Ke5@d2 {+1.92/10 0.207s, n=154815, sd=12}
Ka4@d7 {-1.77/10 0.348s, n=252394, sd=12}
86. Kd5@d4 {+2.16/10 0.210s, n=126093, sd=12}
Ka5@b7 {-1.84/9 0.311s, n=200638, sd=12}
87. Rb1@d4 {+1.99/10 0.261s, n=178869, sd=12}
Rd1@c1 {-1.96/8 0.121s, n=77747, sd=11}
88. Rb8@d2 {+2.07/10 0.296s, n=185741, sd=13}
Ka4@d7 {-2.20/8 0.223s, n=133089, sd=11}
89. Kc4@d4 {+2.16/11 0.307s, n=234135, sd=14}
Ka3@d7 {-2.00/10 0.388s, n=289690, sd=13}
90. Rb3@a2 {+2.24/11 0.304s, n=219324, sd=14}
Ka4@d7 {-2.06/10 0.147s, n=92781, sd=13}
91. Rb4@a3 {+2.16/10 0.126s, n=79878, sd=13}
Ka5@d7 {-2.02/10 0.198s, n=123788, sd=13}
92. Rb5@a4 {+2.12/10 0.505s, n=292864, sd=14}
Ka6@d7 {-2.11/9 0.180s, n=80000, sd=13}
93. Kc5@d2 {+1.98/9 0.114s, n=54565, sd=12}
Kb7@b6 {-2.17/10 0.599s, n=328704, sd=15}
94. Rb1@c1 {+2.02/9 0.147s, n=97979, sd=12}
Rd2@b5 {-2.18/7 0.155s, n=75480, sd=11}
95. Re1@c2 {+2.02/8 0.335s, n=139380, sd=12}
Rd3@e7 {-2.16/8 0.341s, n=170217, sd=12}
96. Rf1@c3 {+2.02/8 0.512s, n=275456, sd=13}
Rd1@e1 {-2.16/8 0.514s, n=246784, sd=13}
97. Rf7@e7 {+2.10/8 0.434s, n=155648, sd=12}
Rc1@d7 {-2.15/9 0.265s, n=157695, sd=13}
98. Re7@c4 {+2.07/9 0.307s, n=166912, sd=12}
Ka6@d7 {-2.16/9 0.437s, n=229416, sd=13}
99. Re8@c4 {+2.07/9 0.109s, n=38833, sd=11}
Rc3@d7 {-2.07/9 0.327s, n=203776, sd=12}
100. Rb8@c4 {+2.07/9 0.287s, n=145861, sd=11}
Rc1@d7 {-2.35/9 0.270s, n=182689, sd=13}
101. Kd5@c4 {+2.18/9 0.238s, n=117812, sd=12}
Ka5@d7 {-2.27/9 0.228s, n=103450, sd=11}
102. Rc8@c3 {+2.21/9 0.389s, n=152576, sd=12}
Rd1@d7 {-2.34/10 0.341s, n=284672, sd=13}
103. Kc5@a4 {+2.17/11 0.266s, n=203412, sd=13}
Rc1@d7 {-2.56/11 0.164s, n=132271, sd=13}
104. Ra8@c3 {+2.72/11 0.132s, n=61755, sd=13}
Ka4@a5 {-2.66/10 0.113s, n=65790, sd=13}
105. d7@c2 {+2.69/10 0.209s, n=86414, sd=13}
Kb3@d8 {-2.60/10 0.207s, n=174161, sd=14}
106. Kd6@d1 {+2.59/10 0.464s, n=258250, sd=13}
Kc2@d8 {-2.64/9 0.133s, n=133151, sd=12}
107. Rc8@d2 {+2.30/9 0.145s, n=144469, sd=11}
Kd1@d8 {-2.44/10 0.277s, n=305196, sd=13}
108. Rxc1@d4 {+2.45/10 0.269s, n=233924, sd=12}
Kxc1@d8 {-9.77/14 0.542s, n=545792, sd=15}
109. Kd5@d1 {+2.59/14 0.471s, n=376832, sd=16}
Kd2@d8 {-4.85/11 0.168s, n=105781, sd=13}
110. Kd4@e2 {+10.00/14 0.186s, n=150441, sd=14}
Kc2@d8 {-10.58/15 0.492s, n=478208, sd=16}
111. Kc4@d2 {+10.35/14 0.181s, n=96484, sd=14}
Kb2@d8 {-10.58/13 0.208s, n=160925, sd=14}
112. Kd3@b3 {+11.10/13 0.217s, n=232535, sd=14}
Ka2@d8 {-10.85/11 0.227s, n=208786, sd=12}
113. Kc3@a3 {+M25/132 0.497s, n=549888, sd=13}
Kb1@c1 {-13.54/20 0.463s, n=615424, sd=21}
114. d8=Q@d1 {+M17/135 0.418s, n=262144, sd=12}
Ka2@c1 {-13.31/49 0.366s, n=815104, sd=46}
115. Qa5@b1 {+M9/131 0.165s, n=96634, sd=8}
Ka1@a4 {-M8/200 0.281s, n=235520, sd=11}
116. Kb3@b1 {+M5/200 0.395s, n=219136, sd=10, Black disconnects} 1-0