MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.18"]
[Round "117"]
[White "WakWak-dev"]
[Black "WakWak-base"]
[Result "0-1"]
[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 "rbq1nkbr/pppp1npp/8/4pp2/1PP5/1N5P/PRBPPPP1/2N1BKRQ b Gha - 1 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:00:34"]
[GameStartTime "2026-09-18T09:45:14 +0200"]
[GameEndTime "2026-09-18T09:45:48 +0200"]
[PlyCount "223"]
[Termination "abandoned"]
[TimeControl "8.14+0.08"]

6... h6@d6 {-0.33/10 0.785s, n=2341514, sd=20}
7. O-O@h7 {+0.32/9 0.606s, n=1826196, sd=20}
c6@e3 {-0.28/10 0.703s, n=2044469, sd=21}
8. Bxf5@d6 {+0.33/9 0.474s, n=1462308, sd=21}
Bh7@g6 {-0.28/10 0.419s, n=1255333, sd=20}
9. Bd3@e4 {+0.33/9 0.701s, n=2006366, sd=27}
O-O@f5 {-0.37/10 0.838s, n=2394843, sd=21}
10. Qh2@e4 {+0.43/9 0.596s, n=1612972, sd=23}
d5@f5 {-0.53/10 0.898s, n=2401650, sd=22}
11. e3@e4 {+0.38/9 0.556s, n=1507663, sd=21}
Nf6@e2 {-0.51/10 0.920s, n=2360828, sd=22}
12. Bxh7@d3 {+0.44/8 0.314s, n=810546, sd=25}
Kxh7@e2 {-0.57/10 0.737s, n=1776700, sd=27}
13. cxd5@g6 {+0.70/8 0.329s, n=835716, sd=21}
cxd5@e2 {-0.54/9 0.295s, n=680143, sd=22}
14. d4@c7 {+0.55/8 0.345s, n=835727, sd=21}
e4@e2 {-0.53/9 0.327s, n=765907, sd=19}
15. Bc3@c7 {+0.66/8 0.487s, n=1131599, sd=20}
Kg8@e2 {-0.48/8 0.253s, n=580220, sd=14}
16. Re1@c7 {+0.52/9 0.983s, n=2455356, sd=25}
b6@e2 {-0.59/9 0.350s, n=778071, sd=20}
17. Qg3@c7 {+0.45/8 0.521s, n=1049106, sd=18}
Ng5@e2 {-0.61/8 0.180s, n=390245, sd=21}
18. Rd2@c7 {+0.72/8 0.537s, n=1377983, sd=23}
Qe8@e2 {-0.68/9 0.304s, n=718783, sd=20}
19. f4@f3 {+0.88/8 0.179s, n=460597, sd=20}
Ne6@e2 {-0.82/9 0.117s, n=315270, sd=17}
20. Rdd1@d6 {+0.77/8 0.486s, n=1366333, sd=22}
Qc6@e2 {-0.74/8 0.153s, n=388777, sd=21}
21. Nd2@c5 {+0.74/8 0.299s, n=831407, sd=21}
Bd6@e2 {-0.52/8 0.178s, n=438357, sd=21}
22. Qg6@c5 {+0.56/8 0.337s, n=887620, sd=22}
Rad8@e2 {-0.52/8 0.310s, n=724894, sd=20}
23. Qf5@c5 {+0.57/8 0.555s, n=1324079, sd=22}
Qd7@e2 {-0.47/8 0.154s, n=351107, sd=17}
24. Qg6@c6 {+0.39/8 0.402s, n=1089748, sd=22}
Rfe8@f8 {-0.42/8 0.381s, n=970646, sd=22}
25. Ne2@c5 {+0.44/8 0.203s, n=549475, sd=24}
Nf8@g3 {-0.36/8 0.158s, n=380709, sd=21}
26. Qf5@e6 {+0.37/7 0.071s, n=170971, sd=22}
Qa4@c5 {-0.12/8 0.241s, n=516006, sd=23}
27. Nb1@a3 {+0.11/7 0.188s, n=442083, sd=18}
Bxb4@c1 {+0.05/8 0.137s, n=308549, sd=22}
28. Bxb4@c3 {-0.13/7 0.138s, n=293517, sd=20}
Qxb4@g3 {+0.06/8 0.129s, n=249817, sd=20}
29. Nbc3@c4 {-0.09/7 0.288s, n=577536, sd=18}
a5@a4 {+0.23/8 0.280s, n=625203, sd=18}
30. Rb1@e7 {-0.16/6 0.086s, n=175076, sd=16}
a4@b2 {+0.20/8 0.203s, n=445969, sd=19}
31. Rbd1@a3 {-0.26/5 0.100s, n=187699, sd=19}
b5@c1 {+0.12/7 0.091s, n=200328, sd=17}
32. a3@b3 {-0.22/6 0.074s, n=175308, sd=15}
Qc4@c1 {+0.19/6 0.069s, n=129862, sd=16}
33. Kh2@g6 {-0.36/5 0.114s, n=212261, sd=19}
Kf7@g1 {+0.30/6 0.321s, n=595968, sd=18}
34. Rb1@g6 {-0.40/5 0.165s, n=291125, sd=19}
Ne6@b3 {+0.32/7 0.214s, n=408393, sd=21}
35. Qe5@d3 {-0.15/4 0.078s, n=116345, sd=17}
g6@b3 {+0.06/6 0.088s, n=144800, sd=15}
36. f5@f4 {-0.02/5 0.077s, n=141234, sd=17}
gxf5@b3 {-0.20/7 0.082s, n=148933, sd=19}
37. Qxf5@d3 {-0.13/5 0.056s, n=109701, sd=17}
Ng7@f4 {0.00/7 0.077s, n=163780, sd=16}
38. Qe5@e7 {+0.23/6 0.054s, n=114045, sd=18}
Qd3@b2 {0.00/7 0.079s, n=167147, sd=19}
39. Qf4@e6 {+0.43/7 0.064s, n=146549, sd=13}
Ngh5@g5 {-0.38/7 0.063s, n=135759, sd=15}
40. Qf2@g8 {+0.90/6 0.075s, n=164870, sd=16}
Ng7@b2 {-1.30/7 0.199s, n=408129, sd=17}
41. Rbd1@c4 {+1.35/7 0.049s, n=112469, sd=18}
Ne6@d2 {-1.40/7 0.049s, n=122782, sd=17}
42. Nxd5@d7 {+1.75/7 0.094s, n=227712, sd=16}
Qc4@f5 {-1.34/8 0.088s, n=232292, sd=17}
43. Nb6@c5 {+1.45/6 0.087s, n=197104, sd=18}
Qb3@d5 {-1.16/8 0.134s, n=286421, sd=21}
44. Ng3@f5 {+1.04/6 0.088s, n=197370, sd=16}
Qxa3@g6 {-1.19/7 0.149s, n=313344, sd=18}
45. d5@f5 {+1.11/4 0.049s, n=94670, sd=17}
Nc7@f3 {-1.09/7 0.041s, n=87419, sd=17}
46. Kg1@b4 {+1.11/5 0.098s, n=192159, sd=14}
Rd6@c6 {-0.08/8 0.068s, n=158039, sd=18}
47. Nc8@d8 {+0.26/8 0.078s, n=218583, sd=16}
Rxd5@d2 {+0.31/8 0.050s, n=122739, sd=16}
48. Nb6@d3 {-0.03/7 0.045s, n=113394, sd=15}
Rdd8@f5 {+0.33/8 0.060s, n=155563, sd=18}
49. Qf4@b4 {-0.65/6 0.050s, n=121337, sd=13}
Ne6@g5 {+0.90/9 0.114s, n=284842, sd=18}
50. Qf2@b4 {-1.19/7 0.061s, n=160492, sd=14}
Rxd1@d2 {+1.00/8 0.054s, n=114385, sd=16}
51. Rxd1@b4 {-1.26/9 0.232s, n=549888, sd=17}
Qd3@d2 {+1.06/8 0.157s, n=355328, sd=17}
52. Rb1@c2 {-1.04/7 0.052s, n=121946, sd=16}
a3@c3 {+1.11/8 0.044s, n=105489, sd=15}
53. Rxb5@c4 {-1.26/6 0.043s, n=93612, sd=13}
a2@b2 {+3.49/8 0.063s, n=125474, sd=15}
54. Rf5@a1 {-3.37/7 0.043s, n=87655, sd=11}
Qb1@e2 {+3.89/9 0.036s, n=69912, sd=15}
55. Kh2@a1 {-3.60/10 0.097s, n=197909, sd=16}
Qxb6@e2 {+3.89/10 0.128s, n=236576, sd=15}
56. Rxf6@a1 {-3.74/9 0.080s, n=191726, sd=17}
Kxf6@f4 {+3.84/9 0.055s, n=95359, sd=15}
57. Qxa2@d4 {-3.50/8 0.137s, n=226588, sd=14}
Ke5@b3 {+3.89/8 0.099s, n=152925, sd=14}
58. Qc2@c5 {-3.77/7 0.176s, n=282119, sd=15}
Qc7@d3 {+3.63/6 0.055s, n=88017, sd=12}
59. Qc4@c5 {-3.53/6 0.053s, n=80883, sd=13}
Qd6@d4 {+3.84/8 0.092s, n=159111, sd=13}
60. Qc8@d8 {-3.78/7 0.097s, n=174936, sd=13}
Qe7@c6 {+3.87/7 0.049s, n=86162, sd=13}
61. Qb7@d7 {-3.75/7 0.091s, n=135978, sd=14}
Nc5@c6 {+3.64/8 0.105s, n=166941, sd=13}
62. Qb5@d6 {-3.48/6 0.082s, n=125440, sd=12}
Kd5@f4 {+3.53/8 0.091s, n=140896, sd=13}
63. Ne2@d6 {-3.19/7 0.068s, n=117560, sd=13}
Qe5@f4 {+3.22/8 0.049s, n=77124, sd=14}
64. Kg1@d6 {-3.22/7 0.117s, n=190431, sd=14}
Rc8@f4 {+3.46/7 0.056s, n=82250, sd=13}
65. Nd4@d6 {-3.51/7 0.086s, n=147524, sd=12}
Qg5@c6 {+3.83/7 0.053s, n=80745, sd=11}
66. Kf1@f4 {-3.61/7 0.147s, n=239616, sd=14}
Qf6@g1 {+3.80/8 0.085s, n=114254, sd=13}
67. Ke2@d3 {-3.82/7 0.125s, n=179200, sd=15}
h5@c6 {+3.81/8 0.129s, n=195842, sd=12}
68. Kf1@f2 {-4.02/7 0.088s, n=147456, sd=15}
Nd3@c5 {+4.45/8 0.088s, n=149949, sd=12}
69. Kg1@f2 {-4.04/7 0.032s, n=41722, sd=10}
Rc1@c5 {+3.87/9 0.070s, n=118682, sd=14}
70. Kh2@f2 {-3.85/7 0.036s, n=61081, sd=11}
Kd6@c5 {+3.67/8 0.131s, n=230375, sd=13}
71. Qc6@c4 {-3.86/7 0.067s, n=124975, sd=10}
Ke7@d5 {+3.42/9 0.037s, n=76748, sd=12}
72. Qb7@e8 {-3.57/7 0.089s, n=178472, sd=12}
Kd8@d5 {+3.83/8 0.057s, n=119117, sd=14}
73. Qh7@e5 {-3.63/6 0.061s, n=136460, sd=12}
Qf2@g6 {+3.62/7 0.168s, n=367616, sd=13}
74. Ne6@c8 {-3.44/8 0.070s, n=131188, sd=13}
Ke8@g6 {+3.77/8 0.038s, n=64194, sd=12}
75. Nc7@c3 {-3.66/8 0.149s, n=280576, sd=14}
Kd7@g7 {+3.88/9 0.105s, n=208806, sd=15}
76. Qxe4@f3 {-3.88/8 0.076s, n=165683, sd=13}
Kxc7@d5 {+3.67/9 0.115s, n=238390, sd=14}
77. Qxd3@f1 {-4.24/7 0.039s, n=65622, sd=12}
Re1@e2 {+3.81/8 0.044s, n=97369, sd=12}
78. Qh7@f1 {-3.45/7 0.058s, n=126513, sd=12}
Kb8@h6 {+3.95/8 0.136s, n=259031, sd=14}
79. Qg6@h4 {-4.04/8 0.134s, n=287056, sd=13}
Re2@f7 {+3.98/8 0.059s, n=124291, sd=13}
80. Qg5@h4 {-3.79/7 0.053s, n=100228, sd=12}
Kc8@h1 {+3.75/7 0.052s, n=99742, sd=12}
81. h4@f1 {-3.67/7 0.063s, n=132688, sd=12}
Rxe3@c7 {+3.64/8 0.079s, n=162675, sd=13}
82. Qxh5@f3 {-3.75/7 0.061s, n=116112, sd=11}
Re2@c7 {+3.50/7 0.073s, n=127611, sd=10}
83. Qg4@b7 {-3.22/7 0.079s, n=143992, sd=11}
Kc7@h6 {+3.15/7 0.095s, n=148443, sd=10}
84. h5@d2 {-2.87/7 0.107s, n=194700, sd=11}
Kb7@h6 {+2.84/7 0.084s, n=155280, sd=11}
85. Qg3@f1 {-2.80/7 0.070s, n=128781, sd=11}
Qe1@h6 {+2.69/8 0.045s, n=110061, sd=12}
86. Qxe1@f2 {-2.55/7 0.075s, n=146885, sd=11}
Rxe1@h6 {+1.13/10 0.055s, n=234680, sd=12}
87. g4@c6 {-1.18/8 0.035s, n=165864, sd=10}
Re2@h6 {+0.72/9 0.060s, n=254433, sd=11}
88. g5@f2 {-0.61/9 0.037s, n=148499, sd=12}
Kc6@h6 {+0.37/10 0.085s, n=403598, sd=13}
89. g6@f2 {-0.32/11 0.177s, n=695296, sd=15}
Kd5@g7 {+0.57/10 0.072s, n=275910, sd=14}
90. Kg3@f3 {-0.25/10 0.061s, n=196513, sd=14}
Ke6@h6 {+0.62/10 0.080s, n=314301, sd=13}
91. g7@f7 {-0.66/10 0.069s, n=205932, sd=14}
Kf6@g8 {+0.98/10 0.046s, n=137402, sd=13}
92. h6@g6 {-0.95/10 0.041s, n=129846, sd=14}
Re5@g8 {+1.35/11 0.056s, n=185250, sd=13}
93. Kg4@g6 {-2.65/11 0.045s, n=149053, sd=15}
Ra5@g8 {+2.73/13 0.045s, n=186902, sd=15}
94. Kf4@d5 {-3.50/14 0.069s, n=271033, sd=17}
Kg6@g8 {+3.21/13 0.048s, n=169592, sd=14}
95. Ke5@d5 {-5.37/14 0.183s, n=580608, sd=15}
Kxh6@g8 {+5.36/13 0.166s, n=595632, sd=14}
96. Kf6@f7 {-5.39/12 0.092s, n=288715, sd=13}
Ra8@g8 {+5.37/13 0.050s, n=152208, sd=14}
97. Kf7@g5 {-5.62/12 0.144s, n=412672, sd=13}
Rb8@g8 {+5.51/12 0.058s, n=174602, sd=12}
98. Kf6@g6 {-5.75/12 0.099s, n=302235, sd=13}
Rg8@e5 {+5.54/11 0.084s, n=252363, sd=12}
99. Ke6@g5 {-5.87/9 0.077s, n=257191, sd=11}
Kg6@c6 {+5.75/11 0.090s, n=293797, sd=12}
100. Kd5@f5 {-5.91/9 0.069s, n=222493, sd=11}
Rxg7@e5 {+5.83/10 0.062s, n=198889, sd=10}
101. Ke4@g5 {-5.99/9 0.113s, n=348371, sd=11}
Kf6@g3 {+5.83/9 0.077s, n=232049, sd=10}
102. Kd5@g5 {-5.99/8 0.088s, n=243706, sd=9}
Kf5@d6 {+5.83/9 0.069s, n=212454, sd=10}
103. Kc6@d7 {-5.99/8 0.042s, n=143519, sd=9}
Kg5@d6 {+5.83/9 0.042s, n=143497, sd=10}
104. Kc7@d7 {-5.97/9 0.051s, n=175975, sd=10}
Re7@d6 {+5.84/10 0.073s, n=265577, sd=10}
105. Kc6@e5 {-6.02/10 0.051s, n=189127, sd=11}
Kf4@d6 {+5.84/11 0.086s, n=311044, sd=12}
106. Kd5@e4 {-6.02/10 0.035s, n=136554, sd=11}
Kf5@d6 {+5.84/12 0.108s, n=431520, sd=12}
107. Kc6@e5 {-6.02/12 0.115s, n=436876, sd=13}
Ke6@b6 {+5.85/13 0.087s, n=336824, sd=14}
108. Kc5@e5 {-6.02/10 0.059s, n=199652, sd=11}
Rb7@c6 {+5.85/12 0.047s, n=172329, sd=12}
109. Kb4@b6 {-6.03/9 0.051s, n=170454, sd=11}
Kd5@b5 {+5.86/10 0.058s, n=198139, sd=10}
110. Kc3@e4 {-6.03/10 0.160s, n=522240, sd=11}
Rb6@d3 {+5.95/9 0.085s, n=252531, sd=10}
111. Kb4@b5 {-6.02/9 0.133s, n=354304, sd=11}
Kd4@c5 {+6.02/10 0.060s, n=191472, sd=10}
112. Kb3@b5 {-6.37/10 0.059s, n=166687, sd=11}
Kd3@b4 {+7.02/12 0.068s, n=275378, sd=12}
113. Kb2@b5 {-8.14/14 0.122s, n=551936, sd=15}
Ra6@b3 {+M25/15 0.068s, n=269512, sd=11}
114. Kc1@a5 {-8.88/16 0.044s, n=189094, sd=10}
Kc3@d1 {+M37/19 0.235s, n=957440, sd=20}
115. Kb1@a5 {-9.15/30 0.120s, n=710656, sd=26}
Ra7@c1 {+M41/26 0.183s, n=654336, sd=28}
116. Ka2@a3 {-M12/134 0.080s, n=227328, sd=9}
Ra4@b1 {+M9/134 0.149s, n=391168, sd=10}
117. Ka1@a3 {-M8/205 0.080s, n=195584, sd=11}
Kc2@a2 {+M5/205 0.126s, n=372736, sd=12, White disconnects} 0-1