MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.20"]
[Round "64"]
[White "WakWak-base"]
[Black "WakWak-dev"]
[Result "1-0"]
[EngineWhiteName "wakwak v0.10.0"]
[EngineWhiteAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[EngineBlackName "wakwak v0.10.0"]
[EngineBlackAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[SetUp "1"]
[FEN "qb1rbk1r/1pppppp1/p4n1p/1n6/2PPP3/8/PP2NPPP/RNK1RQBB w hd - 1 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:00:41"]
[GameStartTime "2026-09-20T11:20:03 +0300"]
[GameEndTime "2026-09-20T11:20:44 +0300"]
[PlyCount "269"]
[Termination "abandoned"]
[TimeControl "9.12+0.09"]

6. cxb5@e5 {+2.16/12 1.152s, n=3330846, sd=25}
Nxe4@a7 {-2.16/11 0.807s, n=2429329, sd=22}
7. a4@d6 {+2.15/12 0.636s, n=1781254, sd=23}
axb5@a3 {-2.11/11 1.210s, n=3361196, sd=24}
8. axb5@a7 {+2.10/11 0.241s, n=640889, sd=22}
e6@a3 {-2.15/11 0.808s, n=2187594, sd=25}
9. g3@a7 {+2.19/11 0.426s, n=1141932, sd=24}
Nf6@a2 {-2.36/10 0.256s, n=731990, sd=22}
10. Nbc3@a7 {+2.20/11 0.405s, n=1163414, sd=21}
d5@a3 {-2.31/10 0.575s, n=1546958, sd=24}
11. Kb1@a7 {+2.29/11 0.590s, n=1576598, sd=26}
Bd7@a3 {-2.29/9 0.158s, n=400323, sd=22}
12. f3@a7 {+2.45/12 0.943s, n=2560615, sd=26}
O-O@a3 {-2.50/9 0.512s, n=1300076, sd=26}
13. Be3@c6 {+2.54/9 0.279s, n=642719, sd=27}
Ba7@g2 {-2.55/8 0.233s, n=604019, sd=26}
14. Qf2@c6 {+2.64/9 0.290s, n=748557, sd=22}
Ne8@f4 {-2.43/8 0.373s, n=909576, sd=26}
15. Bg2@d6 {+2.58/8 0.278s, n=676434, sd=26}
c6@f6 {-2.39/9 0.439s, n=1201093, sd=24}
16. bxc6@d6 {+2.36/9 0.422s, n=994235, sd=24}
Bxc6@f4 {-2.42/8 0.153s, n=375082, sd=24}
17. b4@d6 {+2.50/9 0.382s, n=931876, sd=23}
Nf6@b5 {-2.58/7 0.231s, n=568345, sd=23}
18. Nf4@e8 {+2.61/8 0.109s, n=267917, sd=23}
b5@a2 {-2.80/7 0.389s, n=925501, sd=25}
19. Nd3@e5 {+2.59/9 0.387s, n=979484, sd=23}
Nd7@a2 {-2.55/7 0.198s, n=468394, sd=20}
20. Qe2@b6 {+2.60/8 0.336s, n=768413, sd=24}
Rfe8@a3 {-2.50/7 0.230s, n=535582, sd=25}
21. Bf4@b6 {+2.56/9 0.343s, n=804821, sd=24}
Bb8@a3 {-2.42/8 0.527s, n=1302286, sd=22}
22. Bd6@c7 {+2.47/8 0.241s, n=593934, sd=19}
Qb7@a3 {-2.55/8 0.381s, n=954034, sd=21}
23. Qc2@c7 {+2.52/7 0.161s, n=382007, sd=19}
Qb6@c5 {-2.29/7 0.127s, n=317755, sd=18}
24. Ra5@c7 {+2.55/8 0.164s, n=423903, sd=19}
Qxd4@e3 {-2.32/7 0.120s, n=309607, sd=16}
25. Bxb8@c8 {+2.44/9 0.134s, n=336236, sd=18}
Qg1@f1 {-2.16/8 0.184s, n=392222, sd=18}
26. Bc7@b6 {+2.20/9 0.113s, n=297428, sd=15}
Qxg2@e2 {-2.37/9 0.120s, n=320994, sd=16}
27. Bxd8@b6 {+3.04/10 0.134s, n=366123, sd=17}
Rxd8@e2 {-2.72/10 0.140s, n=372680, sd=17}
28. Nxb5@b6 {+2.82/10 0.154s, n=388943, sd=20}
Bxb5@f2 {-2.88/9 0.116s, n=259525, sd=17}
29. Rxb5@c7 {+3.11/10 0.196s, n=417447, sd=19}
Qxf3@c4 {-2.93/8 0.094s, n=195636, sd=16}
30. Rb7@d4 {+2.85/10 0.708s, n=1362492, sd=19}
Nf6@e5 {-2.83/8 0.257s, n=526560, sd=19}
31. Qe2@f5 {+2.83/9 0.355s, n=753136, sd=17}
Qe4@e3 {-2.96/8 0.270s, n=567491, sd=16}
32. b5@c7 {+2.96/9 0.361s, n=733825, sd=18}
Qa4@c5 {-2.62/9 0.565s, n=1048073, sd=19}
33. Nf2@b3 {+2.83/7 0.117s, n=186086, sd=17}
d4@b6 {-2.38/8 0.336s, n=641656, sd=17}
34. Qc4@b4 {+2.71/9 0.254s, n=478895, sd=17}
Qa8@c6 {-2.55/8 0.194s, n=431093, sd=16}
35. Re7@d5 {+2.55/8 0.109s, n=241931, sd=17}
Qa3@d6 {-2.27/7 0.121s, n=271470, sd=15}
36. Rc7@d5 {+2.16/7 0.141s, n=297929, sd=15}
Qf3@d3 {-2.06/7 0.071s, n=162819, sd=16}
37. Nd1@d5 {+1.72/8 0.108s, n=229999, sd=14}
Qh1@f1 {-1.83/8 0.121s, n=279252, sd=15}
38. h4@g1 {+2.16/7 0.071s, n=160820, sd=13}
Qf3@d5 {-1.81/8 0.121s, n=317506, sd=14}
39. Qxd4@d6 {+1.79/7 0.067s, n=173790, sd=15}
Qxg3@d7 {-1.76/7 0.099s, n=231099, sd=14}
40. Re5@d6 {+1.72/9 0.212s, n=501153, sd=15}
Nd7@e4 {-0.99/8 0.076s, n=201960, sd=14}
41. Rxd7@d5 {+0.97/10 0.138s, n=339153, sd=15}
Rxd7@d6 {-0.92/9 0.084s, n=174219, sd=14}
42. Nc3@d5 {+0.95/9 0.048s, n=111839, sd=14}
Rb7@h5 {-1.08/8 0.065s, n=132324, sd=14}
43. Rc5@d3 {+0.70/9 0.126s, n=225798, sd=15}
Qxh4@e4 {-0.68/7 0.079s, n=138281, sd=14}
44. Qd8@f6 {+0.80/9 0.195s, n=294966, sd=15}
Qe1@e8 {-0.95/7 0.091s, n=124118, sd=12}
45. Kc2@d5 {+0.88/8 0.046s, n=73695, sd=13}
Kh7@e4 {-0.92/7 0.178s, n=301589, sd=13}
46. Qc8@f2 {+1.08/8 0.232s, n=408486, sd=15}
Rb6@c7 {-0.98/8 0.137s, n=266894, sd=14}
47. Kb3@f2 {+0.86/7 0.123s, n=213177, sd=13}
Kg6@c7 {-0.91/6 0.079s, n=157208, sd=12}
48. Qb8@b7 {+1.78/9 0.154s, n=288508, sd=16}
Rd6@c7 {-1.14/7 0.123s, n=227091, sd=14}
49. b6@b7 {+1.84/8 0.093s, n=154780, sd=15}
Rd3@c7 {-1.74/6 0.079s, n=129688, sd=13}
50. b7@d2 {+1.81/8 0.084s, n=139876, sd=14}
f6@c8 {-2.11/7 0.133s, n=228338, sd=14}
51. Kc2@d2 {+2.20/7 0.109s, n=159757, sd=13}
Rd7@c8 {-2.09/7 0.094s, n=157150, sd=14}
52. Rc7@d5 {+2.76/9 0.240s, n=390846, sd=15}
Rd8@c8 {-3.10/8 0.058s, n=128424, sd=14}
53. Qa7@d6 {+3.12/8 0.044s, n=81043, sd=15}
e5@b8 {-3.19/9 0.136s, n=321319, sd=14}
54. Rc8@d7 {+3.84/9 0.073s, n=160272, sd=16}
Qf2@d4 {-4.04/11 0.115s, n=336029, sd=16}
55. Nb5@e2 {+4.22/10 0.110s, n=210868, sd=14}
Rd7@e3 {-4.02/10 0.112s, n=264922, sd=16}
56. b8=Q@d2 {+4.23/10 0.042s, n=76407, sd=15}
Rxa7@b7 {-4.12/10 0.080s, n=149955, sd=14}
57. Qxa7@e2 {+4.15/9 0.046s, n=69073, sd=13}
h5@e3 {-3.88/9 0.095s, n=181191, sd=14}
58. Qe7@e2 {+4.22/8 0.078s, n=96571, sd=11}
h4@h3 {-3.76/8 0.057s, n=79137, sd=12}
59. Nd6@e2 {+3.69/9 0.056s, n=80620, sd=14}
h3@f7 {-3.88/7 0.053s, n=60137, sd=12}
60. Kb1@h2 {+4.06/8 0.105s, n=156657, sd=13}
Kh7@f7 {-4.02/8 0.164s, n=244763, sd=15}
61. Re8@h2 {+3.86/8 0.097s, n=149946, sd=14}
Qf3@e6 {-3.64/8 0.208s, n=338968, sd=15}
62. Ka2@h2 {+3.26/8 0.074s, n=127308, sd=13}
Qd3@e6 {-3.40/9 0.241s, n=415287, sd=16}
63. Nf7@h2 {+3.99/8 0.236s, n=382669, sd=14}
Kg6@b2 {-3.52/7 0.082s, n=146173, sd=14}
64. Rh8@h2 {+3.88/9 0.051s, n=105187, sd=15}
Qd5@d6 {-3.96/8 0.053s, n=99097, sd=14}
65. Kb2@e6 {+3.92/10 0.078s, n=152041, sd=16}
h2@h6 {-3.72/8 0.050s, n=94914, sd=14}
66. Nd6@h1 {+3.62/10 0.066s, n=150003, sd=15}
Qg2@c3 {-3.50/8 0.054s, n=98753, sd=14}
67. Kb3@h1 {+3.29/9 0.064s, n=117264, sd=15}
Kg5@f7 {-3.27/7 0.049s, n=100208, sd=13}
68. Qe6@h1 {+3.44/8 0.048s, n=93804, sd=13}
Kf4@f5 {-3.44/6 0.067s, n=114860, sd=12}
69. Kb4@h1 {+3.53/7 0.055s, n=98794, sd=12}
Qd2@b5 {-3.21/8 0.095s, n=152970, sd=13}
70. Kc5@h1 {+3.25/9 0.190s, n=291787, sd=15}
Qc2@b5 {-3.40/8 0.140s, n=229094, sd=14}
71. Kb6@h1 {+3.52/9 0.069s, n=112173, sd=15}
Qb1@h6 {-3.50/9 0.184s, n=304353, sd=15}
72. Ka6@h1 {+3.50/8 0.123s, n=188949, sd=13}
Qd3@h6 {-3.50/9 0.054s, n=108014, sd=15}
73. Ka7@h1 {+3.52/9 0.052s, n=99496, sd=13}
Qg3@f5 {-3.55/8 0.090s, n=153296, sd=14}
74. Kb6@h1 {+3.52/8 0.054s, n=93296, sd=13}
Qg1@c6 {-3.34/8 0.370s, n=606509, sd=14}
75. Ka6@h1 {+3.46/9 0.123s, n=208948, sd=15}
Kg3@h6 {-3.34/8 0.359s, n=673662, sd=15}
76. Qf7@h1 {+3.17/8 0.141s, n=255498, sd=13}
Qd1@f5 {-3.11/7 0.166s, n=317723, sd=13}
77. Qxg7@d4 {+3.58/10 0.111s, n=228387, sd=14}
h1=Q@g5 {-3.72/9 0.049s, n=83535, sd=12}
78. Rxh1@g1 {+3.54/10 0.056s, n=105684, sd=14}
Qxd6@g6 {-3.32/9 0.081s, n=130932, sd=13}
79. Ka7@f5 {+3.55/9 0.041s, n=67404, sd=12}
Qe6@g6 {-3.17/7 0.090s, n=139931, sd=11}
80. Rf1@f5 {+3.21/10 0.201s, n=383287, sd=14}
Kf3@f2 {-3.14/8 0.075s, n=117683, sd=12}
81. Qg6@e4 {+3.09/9 0.115s, n=218402, sd=12}
Kf4@f2 {-3.17/8 0.135s, n=229762, sd=13}
82. Qg2@e4 {+3.03/8 0.052s, n=86379, sd=12}
Qf5@f2 {-3.12/7 0.085s, n=142897, sd=10}
83. Kb6@e4 {+3.12/9 0.065s, n=144046, sd=12}
Qe6@f3 {-3.21/8 0.080s, n=142726, sd=13}
84. Kc5@e4 {+3.15/9 0.048s, n=78515, sd=12}
Qf5@f2 {-3.19/8 0.110s, n=182396, sd=13}
85. Kb5@e4 {+3.13/9 0.042s, n=91056, sd=11}
Ke3@f2 {-3.11/8 0.161s, n=291931, sd=13}
86. Rd1@e4 {+3.14/9 0.146s, n=259798, sd=12}
Qd7@d6 {-3.17/7 0.092s, n=146644, sd=11}
87. Kc5@d4 {+3.29/9 0.207s, n=284087, sd=13}
Qc7@c6 {-3.32/7 0.101s, n=116663, sd=11}
88. Kd5@d7 {+3.54/9 0.216s, n=258655, sd=13}
Qd8@e6 {-3.48/6 0.064s, n=62865, sd=11}
89. Qg3@d7 {+3.57/9 0.307s, n=396288, sd=15}
Ke2@c1 {-3.53/7 0.121s, n=141199, sd=12}
90. Rh1@d7 {+3.69/9 0.060s, n=76270, sd=13}
Kd2@d3 {-3.77/7 0.210s, n=267441, sd=12}
91. Rh2@d6 {+3.95/8 0.071s, n=84196, sd=11}
Kc3@f3 {-4.02/8 0.217s, n=322208, sd=13}
92. Ke6@d6 {+3.72/7 0.054s, n=75164, sd=10}
e4@f3 {-4.00/8 0.132s, n=223965, sd=12}
93. Qf4@d6 {+3.78/8 0.085s, n=143167, sd=11}
Kd3@e3 {-3.87/8 0.078s, n=134303, sd=12}
94. Qd6@d7 {+3.96/10 0.158s, n=300155, sd=14}
Qg8@d5 {-3.90/8 0.068s, n=111048, sd=13}
95. Kxf6@e3 {+3.88/8 0.034s, n=56907, sd=11}
Qg4@d5 {-3.88/7 0.038s, n=56130, sd=11}
96. Rh7@e3 {+3.83/7 0.049s, n=76219, sd=10}
Ke2@f7 {-3.65/7 0.067s, n=109859, sd=11}
97. Qh2@e3 {+3.69/7 0.058s, n=90913, sd=10}
Kf3@e5 {-3.55/9 0.097s, n=166718, sd=13}
98. Qh6@e3 {+3.39/8 0.038s, n=67244, sd=11}
Qf4@g5 {-3.11/9 0.121s, n=190809, sd=15}
99. Ke7@e3 {+3.36/9 0.036s, n=55447, sd=12}
Qe5@d8 {-3.11/9 0.113s, n=183103, sd=14}
100. Kd7@e3 {+3.27/9 0.056s, n=84133, sd=12}
Qd5@c7 {-3.20/9 0.128s, n=190566, sd=12}
101. Kc8@e3 {+3.25/9 0.064s, n=90168, sd=12}
Qa8@c7 {-3.02/9 0.100s, n=144850, sd=14}
102. Rf7@b8 {+3.28/9 0.081s, n=108911, sd=13}
e3@f6 {-3.26/8 0.030s, n=36769, sd=11}
103. Qh3@b8 {+3.11/10 0.155s, n=233437, sd=14}
Kf2@f3 {-3.28/7 0.042s, n=52130, sd=11}
104. Kc7@e2 {+3.14/9 0.100s, n=157534, sd=13}
Qd5@f5 {-3.18/7 0.044s, n=70479, sd=11}
105. Qh4@g3 {+3.08/9 0.261s, n=374439, sd=12}
Kg2@f6 {-3.21/8 0.073s, n=115602, sd=11}
106. Qg4@g3 {+3.08/9 0.041s, n=68705, sd=12}
Kf2@f4 {-3.20/8 0.037s, n=54226, sd=12}
107. Qf5@e5 {+3.10/10 0.115s, n=179440, sd=14}
Qf3@f4 {-3.27/8 0.033s, n=60278, sd=11}
108. Rf6@e2 {+3.15/9 0.033s, n=63549, sd=11}
Qg3@f4 {-3.30/8 0.089s, n=150130, sd=13}
109. Kc6@e2 {+3.12/10 0.171s, n=308785, sd=14}
Qh4@f4 {-3.32/9 0.285s, n=524288, sd=13}
110. Rf7@e2 {+3.20/8 0.088s, n=136376, sd=11}
Qa4@f4 {-3.27/7 0.051s, n=68449, sd=11}
111. Kc5@e2 {+3.08/9 0.083s, n=113432, sd=12}
Qa5@f4 {-3.23/7 0.038s, n=46888, sd=10}
112. Kd6@d5 {+3.25/8 0.069s, n=98203, sd=10}
Qc3@f4 {-3.17/7 0.079s, n=121123, sd=11}
113. Ke6@e2 {+3.21/8 0.081s, n=121420, sd=10}
Qc6@f4 {-3.19/7 0.042s, n=47677, sd=10}
114. Ke7@e2 {+3.16/9 0.128s, n=180143, sd=12}
Qc3@f4 {-3.15/8 0.255s, n=360585, sd=13}
115. Rh7@e2 {+3.20/8 0.098s, n=150992, sd=11}
Qd4@f4 {-3.06/8 0.191s, n=285633, sd=13}
116. Kf7@e2 {+3.18/8 0.051s, n=84158, sd=11}
Qc4@f4 {-3.03/8 0.058s, n=88382, sd=12}
117. Kg6@e2 {+3.08/8 0.041s, n=55304, sd=11}
Qc6@f4 {-2.99/7 0.031s, n=39079, sd=11}
118. Kg7@e2 {+2.69/9 0.123s, n=172110, sd=12}
Qf3@f4 {-3.05/9 0.113s, n=167979, sd=12}
119. Qf6@e2 {+2.81/10 0.122s, n=173680, sd=14}
Qg4@f3 {-3.02/8 0.031s, n=45391, sd=12}
120. Kh8@e2 {+2.67/9 0.075s, n=119113, sd=12}
Qc8@f4 {-2.62/7 0.103s, n=162998, sd=11}
121. Qf8@d8 {+2.50/9 0.122s, n=193120, sd=14}
Qf5@f7 {-2.77/6 0.040s, n=62069, sd=9}
122. Kg8@e2 {+2.42/9 0.049s, n=78859, sd=13}
Qd5@f7 {-2.26/7 0.032s, n=48416, sd=13}
123. Kg7@g5 {+2.23/9 0.063s, n=102268, sd=14}
e2@f7 {-2.37/7 0.036s, n=57444, sd=12}
124. Rh2@g3 {+2.14/8 0.042s, n=75410, sd=12}
Kf3@f7 {-2.16/8 0.151s, n=239461, sd=13}
125. Rh3@f2 {+2.05/9 0.079s, n=133563, sd=14}
Kg4@e1 {+0.09/9 0.042s, n=97310, sd=12}
126. Qf2@g6 {-0.50/10 0.205s, n=391751, sd=12}
Kxh3@g3 {+0.37/8 0.134s, n=220194, sd=11}
127. Qxe2@f3 {-0.42/9 0.139s, n=184931, sd=11}
Kg3@e3 {+0.24/7 0.086s, n=132340, sd=10}
128. Kf6@e4 {-0.45/9 0.050s, n=74927, sd=11}
Qd6@e6 {+0.25/8 0.114s, n=153951, sd=11}
129. Kf5@e5 {-0.30/9 0.102s, n=120793, sd=11}
Qd4@e3 {+0.18/8 0.086s, n=111929, sd=11}
130. Qg4@f4 {-0.16/11 0.078s, n=108491, sd=13}
Kf2@e4 {+0.09/8 0.040s, n=54688, sd=11}
131. Qf4@f3 {-0.20/10 0.226s, n=296045, sd=12}
Ke2@e4 {+0.16/8 0.042s, n=63607, sd=11}
132. Qg4@e3 {-0.18/9 0.044s, n=58533, sd=11}
Qd5@f3 {+0.25/9 0.150s, n=224486, sd=12}
133. Kf4@d3 {-0.14/8 0.185s, n=223124, sd=10}
Kf2@f3 {0.00/7 0.033s, n=39036, sd=9}
134. Qg3@e2 {+0.31/10 0.114s, n=134201, sd=12}
Kf1@e3 {-0.21/9 0.069s, n=92090, sd=12}
135. Qf3@f2 {+0.43/8 0.047s, n=60412, sd=10}
Qxf3@e4 {0.00/14 0.034s, n=88642, sd=15}
136. Kxf3@e1 {0.00/18 0.030s, n=114458, sd=18}
Kg1@g3 {0.00/20 0.043s, n=162308, sd=21}
137. Ke2@g2 {0.00/20 0.031s, n=106693, sd=20}
Kh2@f2 {0.00/21 0.039s, n=128043, sd=22}
138. Kf3@h3 {0.00/24 0.032s, n=100608, sd=23}
Kg1@f4 {0.00/50 0.047s, n=168446, sd=31}
139. Kg3@f1 {+M9/216 0.037s, n=107803, sd=16}
Kh1@h3 {-M8/218 0.038s, n=91820, sd=17}
140. Kf2@h2 {+M5/222 0.039s, n=85970, sd=20, Black disconnects} 1-0