MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "5492"]
[White "WakWak-dev"]
[Black "WakWak-base"]
[Result "0-1"]
[EngineWhiteName "wakwak v0.8.0"]
[EngineWhiteAuthor "Drexell, Kelseyde, ptsouchlos, Silverrzz, Sp00ph and Tecci"]
[EngineBlackName "wakwak v0.8.0"]
[EngineBlackAuthor "Drexell, Kelseyde, ptsouchlos, Silverrzz, Sp00ph and Tecci"]
[SetUp "1"]
[FEN "rq1k1brn/pbn1pppp/8/1p1p4/P1p5/Q1PP1P1P/1P2P1P1/1NBBRKRN w GEga - 0 7"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:10"]
[GameStartTime "2026-09-17T05:01:28 +0000"]
[GameEndTime "2026-09-17T05:02:39 +0000"]
[PlyCount "276"]
[Termination "abandoned"]
[TimeControl "14.82+0.15"]

7. axb5@b4 {+0.82/9 1.237s, n=1449048, sd=18}
cxd3@a4 {-0.89/9 1.162s, n=1336151, sd=18}
8. Qb3@e6 {+0.90/10 3.457s, n=4337590, sd=21}
Ng6@b4 {-0.85/9 1.111s, n=1032675, sd=21}
9. exd3@c8 {+0.81/9 0.724s, n=807019, sd=21}
e6@c4 {-0.79/9 1.580s, n=1936713, sd=21}
10. O-O@d4 {+0.74/9 2.566s, n=2831940, sd=26}
Nxb5@b4 {-0.63/8 0.659s, n=647813, sd=22}
11. Bc2@a6 {+0.70/8 1.038s, n=1037875, sd=21}
Bd6@b4 {-0.65/8 1.072s, n=1258432, sd=20}
12. c4@d4 {+0.65/8 0.426s, n=490421, sd=21}
Nc7@c3 {-0.25/9 2.660s, n=2916571, sd=24}
13. Nf2@f8 {+0.40/7 0.586s, n=584406, sd=20}
Bc6@b5 {-0.06/8 0.632s, n=688510, sd=21}
14. Qc3@f8 {+0.13/7 0.644s, n=549207, sd=20}
Qb6@c5 {-0.06/8 1.573s, n=1587305, sd=27}
15. d4@f8 {+0.14/8 1.083s, n=1115092, sd=23}
O-O-O@c5 {+0.16/8 1.046s, n=1223500, sd=22}
16. Bg5@f8 {-0.09/7 0.690s, n=713232, sd=22}
dxc4@e7 {+0.14/8 0.878s, n=902160, sd=25}
17. Nd2@d5 {-0.06/7 1.052s, n=1136922, sd=22}
Nb5@e7 {+0.15/8 0.836s, n=860947, sd=24}
18. Qxc4@e5 {+0.21/6 0.305s, n=231735, sd=23}
Be7@f6 {+0.17/7 0.280s, n=274738, sd=21}
19. Be3@f4 {-0.14/6 0.324s, n=297135, sd=21}
Bf6@e5 {+0.18/7 0.367s, n=376037, sd=26}
20. Nb3@d5 {-0.23/7 0.533s, n=464019, sd=21}
Rge8@c5 {0.00/5 0.343s, n=220810, sd=24}
21. Ne4@e7 {+0.04/7 0.494s, n=443278, sd=24}
Bd5@c5 {-0.02/6 0.385s, n=272981, sd=23}
22. Qd3@e5 {+0.02/7 0.363s, n=356715, sd=24}
Bh4@c5 {0.00/6 0.350s, n=335654, sd=24}
23. Rd1@h6 {+0.02/5 0.197s, n=114417, sd=21}
f5@g3 {+0.09/6 0.929s, n=702230, sd=24}
24. Nec5@f4 {-0.12/6 0.436s, n=333302, sd=24}
Bg3@b8 {+0.26/6 0.205s, n=183719, sd=20}
25. Nd2@f4 {-0.18/5 0.195s, n=110480, sd=19}
Nd6@f2 {+0.13/5 0.318s, n=205587, sd=20}
26. Bb3@c4 {-0.16/6 0.255s, n=183007, sd=23}
Nf4@c2 {+0.18/7 0.292s, n=320008, sd=18}
27. Bxf4@c4 {-0.10/7 0.174s, n=141965, sd=17}
Bxf4@e1 {+0.08/7 0.142s, n=145661, sd=17}
28. Nc4@b5 {-0.28/7 0.427s, n=298621, sd=19}
Nxc4@e3 {+0.33/8 0.349s, n=292871, sd=18}
29. Bxc4@b4 {-0.14/7 0.207s, n=142255, sd=17}
Qd6@b5 {+0.19/7 0.336s, n=250272, sd=18}
30. Rfe1@b8 {-0.09/6 0.135s, n=137395, sd=17}
Bxc4@d5 {+0.17/6 0.232s, n=198498, sd=16}
31. Qxc4@e3 {+0.05/7 0.172s, n=150269, sd=17}
Qd5@b5 {-0.06/6 0.164s, n=95738, sd=14}
32. Qb3@c4 {+0.19/6 0.467s, n=427008, sd=17}
Re7@e4 {-0.15/7 0.247s, n=243534, sd=14}
33. Rb1@c4 {+0.07/5 0.362s, n=288768, sd=16}
Qxd4@a4 {+1.85/7 0.311s, n=286072, sd=16}
34. Na6@e3 {-1.43/6 0.185s, n=110697, sd=13}
Kb7@b4 {+2.59/6 0.115s, n=86689, sd=15}
35. Rbd1@f2 {-0.82/8 0.249s, n=205629, sd=16}
Qb6@c5 {+1.12/7 0.105s, n=96292, sd=12}
36. Qxb6@d3 {-1.01/7 0.136s, n=91315, sd=11}
axb6@d7 {+1.37/8 0.179s, n=139590, sd=12}
37. Nb4@d6 {-1.27/6 0.103s, n=72283, sd=10}
Bg3@d3 {+1.37/6 0.338s, n=250880, sd=14}
38. Re2@d6 {-1.21/7 0.225s, n=180060, sd=12}
h5@d4 {+1.30/6 0.153s, n=121325, sd=11}
39. Nc2@d6 {-1.31/6 0.128s, n=78642, sd=11}
Rc7@d4 {+1.30/6 0.160s, n=128246, sd=13}
40. Na3@d6 {-1.40/7 0.245s, n=230410, sd=14}
e5@d2 {+1.15/7 0.217s, n=157317, sd=12}
41. Rf1@c5 {-1.18/6 0.103s, n=65871, sd=12}
e4@e3 {+1.26/6 0.187s, n=118167, sd=12}
42. fxe4@f4 {-0.94/7 0.089s, n=63896, sd=13}
fxe4@e3 {+0.87/7 0.094s, n=102699, sd=12}
43. Nb5@c5 {-0.66/7 0.190s, n=123502, sd=13}
Re7@e3 {+0.62/7 0.128s, n=91878, sd=13}
44. Nc3@d7 {-0.63/7 0.122s, n=80865, sd=12}
h4@e3 {+0.54/6 0.262s, n=248832, sd=13}
45. Nxe4@e6 {-0.52/6 0.106s, n=63215, sd=14}
Rd4@e3 {+0.59/6 0.143s, n=101182, sd=11}
46. Nc3@e5 {-0.33/7 0.163s, n=95323, sd=12}
Rd3@e3 {+0.31/6 0.120s, n=95615, sd=13}
47. Rf8@e5 {-0.19/7 0.205s, n=115417, sd=14}
Rd4@e3 {0.00/7 0.170s, n=144092, sd=14}
48. Rf1@e5 {0.00/7 0.149s, n=83856, sd=12}
Kc6@e3 {+0.16/7 0.189s, n=126677, sd=14}
49. Rf8@e5 {-0.19/7 0.180s, n=105055, sd=13}
Kd7@e8 {+0.08/6 0.104s, n=55227, sd=12}
50. Rg8@g6 {-0.16/7 0.209s, n=139411, sd=13}
Rxe2@e3 {+0.16/6 0.234s, n=159744, sd=14}
51. Nxe2@d3 {+0.15/9 0.110s, n=101395, sd=13}
Rb4@b3 {-0.26/8 0.165s, n=135168, sd=14}
52. Rxg7@f4 {+0.29/8 0.146s, n=85617, sd=13}
Kd6@b3 {-0.32/7 0.090s, n=55604, sd=12}
53. Rg6@c5 {+0.41/8 0.171s, n=152050, sd=13}
Ke7@f6 {-0.39/7 0.118s, n=98515, sd=12}
54. Rg4@f4 {+0.45/7 0.088s, n=69367, sd=11}
Rxb2@b5 {-0.60/9 0.156s, n=148673, sd=12}
55. Nxg3@g7 {+0.49/9 0.180s, n=167031, sd=11}
hxg3@b5 {-0.52/8 0.151s, n=76654, sd=10}
56. h4@b4 {+0.57/8 0.177s, n=93050, sd=10}
b5@h5 {-0.71/7 0.114s, n=93361, sd=10}
57. Rxg3@b4 {+0.74/8 0.167s, n=126929, sd=11}
Kf7@h5 {-0.66/7 0.144s, n=105301, sd=11}
58. Rd3@b4 {+0.72/7 0.111s, n=56413, sd=11}
Ke7@h5 {-0.77/7 0.212s, n=110741, sd=11}
59. Rd4@b4 {+0.92/7 0.148s, n=75523, sd=10}
Rb3@h5 {-0.94/7 0.112s, n=55367, sd=10}
60. Kf2@b2 {+0.97/7 0.192s, n=93660, sd=10}
b4@h5 {-0.60/8 0.166s, n=100495, sd=12}
61. Re4@c2 {+0.64/7 0.185s, n=89864, sd=11}
Kf6@h5 {-0.67/7 0.114s, n=75232, sd=9}
62. g4@b2 {+0.69/7 0.161s, n=103424, sd=11}
Rc3@c4 {-0.80/7 0.091s, n=56088, sd=9}
63. g5@f5 {+0.57/7 0.093s, n=43470, sd=10}
Kg6@c4 {-0.29/8 0.182s, n=97019, sd=12}
64. Ke2@b3 {+0.54/7 0.109s, n=55064, sd=11}
Rh3@f6 {-0.08/8 0.145s, n=94650, sd=10}
65. Rxb4@b3 {+0.01/8 0.098s, n=107020, sd=10}
Rxh4@c4 {-0.03/7 0.252s, n=128000, sd=9}
66. Ke3@g4 {-0.05/7 0.250s, n=144384, sd=10}
Kxg5@c4 {+0.30/7 0.203s, n=107520, sd=10}
67. Rb5@g4 {-0.36/7 0.160s, n=94764, sd=8}
Kf5@c5 {+0.34/6 0.150s, n=79872, sd=8}
68. Kf3@g4 {-0.31/7 0.101s, n=61409, sd=8}
Rh3@c5 {+0.40/6 0.150s, n=72704, sd=8}
69. Rb8@g3 {-0.35/7 0.107s, n=57177, sd=8}
Rh2@c8 {+0.33/6 0.150s, n=86016, sd=8}
70. Kg3@f2 {-0.24/6 0.244s, n=131072, sd=8}
Rh1@c5 {+0.26/6 0.149s, n=91136, sd=9}
71. Rd8@g1 {-0.20/6 0.187s, n=93184, sd=8}
Ke4@g2 {+0.20/6 0.150s, n=57344, sd=9}
72. Kg4@g5 {-0.03/6 0.150s, n=88064, sd=8}
Ke3@f3 {+0.05/6 0.098s, n=40045, sd=7}
73. Kg5@e1 {+0.13/6 0.150s, n=93184, sd=8}
Rf1@f3 {+0.03/6 0.204s, n=91136, sd=9}
74. Rc8@e1 {+0.06/6 0.150s, n=100352, sd=9}
Kf3@g6 {+0.09/6 0.149s, n=67584, sd=8}
75. Ra8@e1 {-0.01/6 0.150s, n=89088, sd=9} Kg3@g6 {0.00/7 0.100s, n=60663, sd=8}
76. Ra7@e1 {0.00/7 0.099s, n=58834, sd=8} Rf2@g6 {0.00/7 0.133s, n=81488, sd=8}
77. Ra3@e2 {+0.19/7 0.174s, n=108321, sd=8}
Rg2@c3 {0.00/6 0.216s, n=99328, sd=9}
78. Kf5@f2 {+0.20/7 0.164s, n=100322, sd=8}
Rg1@e3 {-0.19/6 0.151s, n=63488, sd=9}
79. Ra7@f1 {+0.27/6 0.163s, n=88064, sd=8}
Rg2@f2 {-0.09/6 0.097s, n=41079, sd=7}
80. Kg6@e2 {+0.16/6 0.151s, n=88064, sd=8}
Kf4@f6 {-0.08/6 0.086s, n=37753, sd=7}
81. Kf7@f2 {+0.11/7 0.101s, n=41504, sd=8}
Kg3@c7 {0.00/6 0.239s, n=115712, sd=8}
82. Kf6@f2 {+0.16/6 0.199s, n=80896, sd=9}
Rg1@f1 {-0.02/6 0.179s, n=84992, sd=8}
83. Ra3@e1 {+0.09/7 0.107s, n=65755, sd=8}
Rf1@c3 {-0.08/7 0.114s, n=60142, sd=9}
84. Kg6@e1 {+0.09/7 0.193s, n=117760, sd=10}
Kf2@a4 {-0.07/7 0.102s, n=47136, sd=9}
85. Ra1@e1 {+0.09/7 0.088s, n=61929, sd=9}
Rg1@f1 {-0.08/6 0.228s, n=103424, sd=9}
86. Kf6@e1 {+0.06/7 0.113s, n=70068, sd=9} Rf1@b1 {0.00/7 0.130s, n=56575, sd=9}
87. Ke6@e1 {+0.13/7 0.095s, n=47655, sd=9} Kg3@c1 {0.00/7 0.135s, n=57620, sd=8}
88. Rb1@e1 {+0.15/7 0.209s, n=105437, sd=9}
Rf2@c1 {-0.05/6 0.140s, n=60503, sd=8}
89. Rb8@e2 {+0.17/6 0.235s, n=97280, sd=9}
Rf1@d8 {-0.05/6 0.200s, n=84992, sd=8}
90. Rc8@e1 {+0.15/6 0.160s, n=61440, sd=8} Rf2@d8 {0.00/7 0.133s, n=70317, sd=8}
91. Rc3@e2 {+0.15/6 0.083s, n=31500, sd=7}
Rf1@e3 {-0.08/6 0.166s, n=63488, sd=8}
92. Rc6@e1 {+0.15/6 0.216s, n=97280, sd=9}
Rf4@c5 {-0.02/6 0.151s, n=94208, sd=8}
93. Ra6@f3 {+0.13/6 0.090s, n=34847, sd=7} Rd4@g6 {0.00/6 0.149s, n=83968, sd=8}
94. Kf7@d2 {+0.14/6 0.093s, n=34087, sd=7}
Rf4@g6 {-0.02/6 0.150s, n=87040, sd=9}
95. Rf6@f5 {+0.11/7 0.239s, n=143360, sd=10}
Rf2@g6 {-0.06/6 0.152s, n=59392, sd=9}
96. Rxf2@f6 {+0.15/8 0.091s, n=52939, sd=9}
Kxf2@f5 {0.00/10 0.102s, n=57663, sd=10}
97. Kf6@e2 {+0.07/9 0.092s, n=48669, sd=9}
Kf3@e5 {0.00/11 0.089s, n=62181, sd=11}
98. Kf5@g3 {+0.07/11 0.109s, n=58903, sd=11}
Ke3@e5 {0.00/13 0.114s, n=110218, sd=13}
99. Ke6@e4 {+0.07/12 0.130s, n=77074, sd=12}
Kf4@d5 {0.00/13 0.109s, n=88769, sd=13}
100. Kd7@d4 {+0.07/13 0.117s, n=84958, sd=13}
Kf3@g3 {0.00/15 0.128s, n=152393, sd=15}
101. Kc6@g4 {+0.07/14 0.132s, n=101165, sd=14}
Ke3@g3 {0.00/15 0.093s, n=82810, sd=14}
102. Kd5@f4 {+0.07/14 0.113s, n=87694, sd=14}
Kd3@e5 {0.00/16 0.122s, n=104999, sd=15}
103. Kc5@c4 {+0.07/14 0.156s, n=150709, sd=14}
Ke3@c6 {0.00/17 0.100s, n=83388, sd=15}
104. Kd6@d4 {+0.07/14 0.148s, n=123646, sd=14}
Kf2@f5 {0.00/19 0.171s, n=183886, sd=18}
105. Kd7@f3 {+0.07/15 0.156s, n=174402, sd=15}
Ke3@c6 {0.00/20 0.138s, n=186157, sd=19}
106. Kc7@f4 {+0.07/15 0.134s, n=96446, sd=15}
Kf3@d6 {0.00/21 0.165s, n=193407, sd=20}
107. Kb6@e3 {+0.07/16 0.199s, n=140542, sd=16}
Kf2@f5 {0.00/21 0.149s, n=161426, sd=21}
108. Kc6@e3 {+0.07/16 0.110s, n=120765, sd=16}
Ke2@d6 {0.00/23 0.162s, n=278688, sd=22}
109. Kd5@d3 {+0.07/17 0.174s, n=174296, sd=17}
Kf3@g6 {0.00/23 0.108s, n=211038, sd=22}
110. Ke5@e3 {+0.07/17 0.182s, n=173960, sd=17}
Kg3@f5 {0.00/25 0.165s, n=277866, sd=24}
111. Kd5@f3 {+0.07/16 0.108s, n=108881, sd=16}
Kf2@e4 {0.00/25 0.128s, n=226421, sd=23}
112. Kc4@h3 {+0.07/17 0.139s, n=165131, sd=17}
Ke3@b4 {0.00/26 0.124s, n=159458, sd=24}
113. Kc5@c4 {+0.07/17 0.215s, n=156890, sd=17}
Kf2@c3 {0.00/26 0.140s, n=187011, sd=25}
114. Kb6@g2 {+0.07/18 0.148s, n=206695, sd=18}
Kf3@b5 {0.00/28 0.103s, n=177237, sd=23}
115. Kc7@g3 {+0.07/18 0.132s, n=161626, sd=18}
Ke3@c6 {0.00/29 0.198s, n=343533, sd=27}
116. Kc8@f4 {+0.07/18 0.131s, n=149614, sd=18}
Kf3@d6 {0.00/29 0.140s, n=245789, sd=27}
117. Kd7@e3 {+0.07/18 0.119s, n=112369, sd=18}
Kg3@c6 {0.00/29 0.134s, n=173008, sd=26}
118. Ke6@f4 {+0.07/18 0.143s, n=108989, sd=18}
Kf3@f6 {0.00/29 0.126s, n=212250, sd=27}
119. Kd5@f2 {+0.07/18 0.155s, n=100979, sd=18}
Ke3@e5 {0.00/30 0.113s, n=204382, sd=25}
120. Kc4@d2 {+0.07/18 0.131s, n=119537, sd=17}
Kf2@g3 {0.00/31 0.128s, n=245700, sd=26}
121. Kd3@f3 {+0.07/18 0.136s, n=117221, sd=18}
Kg2@g3 {0.00/30 0.147s, n=166922, sd=24}
122. Ke4@e3 {+0.07/19 0.180s, n=179371, sd=19}
Kf2@g3 {0.00/32 0.123s, n=211646, sd=27}
123. Kd4@g2 {+0.07/19 0.120s, n=124236, sd=19}
Kf3@g3 {0.00/32 0.166s, n=267386, sd=26}
124. Kc3@e3 {+0.07/19 0.207s, n=181582, sd=19}
Kg2@g3 {0.00/32 0.110s, n=206156, sd=30}
125. Kd3@f3 {+0.07/20 0.194s, n=206706, sd=20}
Kg3@f2 {0.00/34 0.198s, n=286402, sd=29}
126. Ke3@e5 {+0.07/20 0.120s, n=83422, sd=20}
Kg2@f2 {0.00/31 0.148s, n=130791, sd=29}
127. Kf4@f3 {+0.07/20 0.152s, n=151992, sd=20}
Kf2@g3 {0.00/33 0.138s, n=189068, sd=29}
128. Kg5@g2 {+0.07/20 0.143s, n=157003, sd=20}
Kf3@e5 {0.00/31 0.122s, n=99646, sd=29}
129. Kf6@e3 {+0.07/20 0.215s, n=147977, sd=20}
Kg4@f2 {0.00/32 0.137s, n=144423, sd=29}
130. Kf7@g3 {+0.07/19 0.112s, n=117106, sd=18}
Kf3@c5 {0.00/34 0.165s, n=195485, sd=23}
131. Ke7@e3 {+0.07/20 0.120s, n=101349, sd=19}
Kf2@d6 {0.00/36 0.206s, n=261558, sd=26}
132. Kd8@f3 {+0.07/20 0.127s, n=114712, sd=19}
Ke3@f6 {0.00/33 0.117s, n=164337, sd=20}
133. Ke8@f3 {+0.07/20 0.105s, n=94547, sd=19}
Kd4@f7 {0.00/34 0.130s, n=157937, sd=27}
134. Kd7@e3 {+0.07/19 0.124s, n=89231, sd=19}
Kd3@d6 {0.00/34 0.162s, n=179874, sd=24}
135. Ke7@f4 {+0.07/19 0.102s, n=87861, sd=16}
Ke3@f7 {0.00/37 0.146s, n=282778, sd=23}
136. Kf8@d4 {+0.07/21 0.112s, n=151104, sd=19}
Kf3@f7 {0.00/38 0.115s, n=149942, sd=21}
137. Ke8@g3 {+0.07/20 0.349s, n=348160, sd=20}
Kf2@f7 {0.00/40 0.202s, n=327101, sd=19}
138. Kf8@f3 {+0.07/20 0.095s, n=93798, sd=18}
Ke2@g5 {0.00/40 0.111s, n=186922, sd=17}
139. Kg7@f3 {+0.07/21 0.124s, n=162085, sd=16}
Kf2@c4 {0.00/41 0.199s, n=325091, sd=22}
140. Kf7@f3 {+0.07/22 0.108s, n=140933, sd=14}
Kg3@g6 {0.00/42 0.115s, n=300084, sd=14}
141. Kg8@f2 {0.00/22 0.136s, n=226333, sd=16}
Kf3@f7 {0.00/43 0.120s, n=391093, sd=15}
142. Kg7@f2 {0.00/23 0.122s, n=340190, sd=20}
Ke3@g6 {0.00/45 0.112s, n=691578, sd=9}
143. Kf6@f3 {0.00/24 0.262s, n=732002, sd=21}
Ke4@e3 {0.00/49 0.119s, n=851268, sd=22}
144. Kg5@f3 {0.00/28 0.301s, n=551936, sd=25}
Ke5@g6 {0.00/52 0.414s, n=1049600, sd=48, White disconnects} 0-1