MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.18"]
[Round "32"]
[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 "rnqbkr1n/ppppp3/5ppp/8/PP2PP2/8/bKPP1BPP/R1RBNQ1N b fa - 3 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:57"]
[GameStartTime "2026-09-18T07:41:32 +0000"]
[GameEndTime "2026-09-18T07:43:30 +0000"]
[PlyCount "224"]
[Termination "abandoned"]
[TimeControl "27.52+0.28"]

6... Bc4@d3 {-0.57/10 3.255s, n=3264403, sd=25}
7. Be2@d5 {+0.55/10 1.864s, n=1754082, sd=22}
e5@d3 {-0.69/9 1.469s, n=1433163, sd=22}
8. fxe5@c6 {+0.62/11 1.892s, n=1811328, sd=23}
Bxe2@g3 {-0.67/10 4.841s, n=3875253, sd=24}
9. Qxe2@f1 {+0.72/11 2.898s, n=2814580, sd=25}
fxe5@f3 {-0.75/9 3.158s, n=2378059, sd=26}
10. Ng3@f7 {+0.65/10 7.060s, n=6592156, sd=24}
Bf6@f3 {-0.72/8 1.219s, n=1005765, sd=20}
11. c3@b5 {+0.71/9 2.044s, n=1697610, sd=23}
d6@f3 {-0.67/8 2.069s, n=1610711, sd=21}
12. Be3@f7 {+0.70/8 0.772s, n=690076, sd=20}
h5@f3 {-0.54/7 0.891s, n=760114, sd=19}
13. d4@h4 {+0.60/8 1.246s, n=1101072, sd=25}
Nf7@f3 {-0.52/7 0.966s, n=756974, sd=20}
14. b5@h4 {+0.58/8 1.266s, n=998195, sd=23}
a6@f3 {-0.48/7 0.745s, n=582483, sd=20}
15. Nd3@h4 {+0.61/8 1.438s, n=1108134, sd=24}
c6@f3 {-0.38/7 1.668s, n=1291688, sd=23}
16. Rf1@h4 {+0.35/8 1.100s, n=964808, sd=22}
Nd7@f3 {-0.25/7 0.861s, n=683626, sd=20}
17. bxc6@b4 {+0.43/8 1.220s, n=966340, sd=20}
bxc6@b1 {-0.29/7 1.050s, n=756515, sd=20}
18. dxe5@b8 {+0.29/7 0.714s, n=351612, sd=19}
Nfxe5@h4 {-0.12/8 2.527s, n=2111720, sd=20}
19. Nxe5@b4 {+0.12/8 0.924s, n=698388, sd=21}
dxe5@h4 {-0.07/7 0.646s, n=416400, sd=21}
20. h3@h1 {+0.07/7 1.067s, n=729080, sd=18}
Qb7@h4 {-0.03/7 1.457s, n=954520, sd=18}
21. Ka2@h1 {+0.15/8 1.137s, n=769902, sd=21}
O-O-O@b1 {+0.21/6 0.476s, n=349918, sd=17}
22. Qc4@h4 {+0.06/7 0.670s, n=385848, sd=18}
Bg5@f4 {-0.04/7 0.709s, n=390287, sd=18}
23. Bf2@h4 {+0.09/7 0.319s, n=227783, sd=18}
Rde8@b1 {0.00/6 0.927s, n=558897, sd=19}
24. Ne2@f6 {+0.22/7 0.699s, n=399163, sd=18}
a5@b1 {-0.07/6 0.643s, n=390817, sd=19}
25. Be3@f4 {+0.08/8 0.514s, n=343411, sd=17}
Bf6@b1 {-0.08/7 0.706s, n=515617, sd=18}
26. Rd1@g5 {+0.04/7 0.546s, n=372671, sd=19}
Kb8@d5 {-0.13/7 1.303s, n=823296, sd=18}
27. Rab1@b6 {+0.30/8 0.471s, n=370472, sd=18}
Qa6@b5 {-0.34/6 0.247s, n=119289, sd=19}
28. Qd3@c4 {+0.34/8 0.337s, n=153930, sd=16}
Ka7@d4 {-0.18/7 0.764s, n=436292, sd=18}
29. Rf1@c4 {+0.25/8 0.590s, n=346552, sd=17}
h4@d4 {-0.32/6 0.343s, n=240764, sd=16}
30. Rf3@c4 {+0.32/7 0.693s, n=402526, sd=19}
Bg7@d4 {-0.06/7 0.291s, n=211135, sd=16}
31. Rxf8@c4 {+0.48/9 0.740s, n=522279, sd=19}
Rxf8@d4 {-0.26/7 0.244s, n=108779, sd=18}
32. Qc4@b5 {+0.81/9 0.530s, n=308080, sd=17}
c5@d4 {-0.85/8 0.598s, n=338643, sd=18}
33. Rb5@b6 {+0.79/8 0.249s, n=116078, sd=16}
Bf6@d4 {-1.19/7 0.434s, n=278029, sd=16}
34. Qd5@e8 {+1.24/8 0.522s, n=313091, sd=19}
Be7@d6 {-1.15/6 0.210s, n=114422, sd=16}
35. Bg5@f6 {+1.29/8 0.499s, n=385484, sd=17}
Qd6@b6 {-1.20/7 0.251s, n=117209, sd=13}
36. Qxd6@a6 {+1.20/9 0.369s, n=232757, sd=17}
Bxd6@b6 {-1.01/8 0.179s, n=158673, sd=14}
37. Bxh4@f6 {+0.55/8 0.348s, n=190683, sd=16}
Ka6@b3 {-0.33/6 0.202s, n=97588, sd=14}
38. Bg3@f6 {+0.24/8 0.356s, n=204576, sd=15}
c4@c5 {+0.55/7 0.289s, n=149958, sd=16}
39. Kb1@f4 {-0.50/8 0.265s, n=117410, sd=15}
Nb6@c5 {+1.35/9 0.160s, n=153101, sd=16}
40. Rb2@f6 {-1.37/10 0.341s, n=275571, sd=17}
Nxa4@c5 {+1.66/9 0.295s, n=209163, sd=17}
41. Rd2@f4 {-1.81/10 0.613s, n=461984, sd=16}
Nc5@d5 {+1.76/8 0.173s, n=134149, sd=14}
42. Kc2@a4 {-1.81/9 0.315s, n=254030, sd=16}
Nxe4@d5 {+1.79/7 0.175s, n=90633, sd=14}
43. Rd1@b7 {-1.78/8 0.429s, n=187925, sd=16}
a4@d5 {+1.93/6 0.275s, n=116621, sd=15}
44. Kb2@b6 {-1.97/7 0.190s, n=138493, sd=13}
Kb7@e1 {+1.99/6 0.370s, n=227113, sd=14}
45. Rd5@c5 {-2.04/7 0.454s, n=303358, sd=13}
Kc6@b5 {+2.15/7 0.304s, n=156511, sd=14}
46. Rd1@f6 {-2.10/7 0.194s, n=91371, sd=12}
a3@a2 {+2.45/8 0.780s, n=612334, sd=14}
47. Ka1@f4 {-2.28/7 0.354s, n=161851, sd=13}
Ra8@a2 {+2.45/7 0.261s, n=226359, sd=13}
48. Be1@a6 {-2.45/7 0.323s, n=220943, sd=12}
Rb8@a2 {+2.43/6 0.260s, n=187171, sd=13}
49. Kb1@b4 {-2.38/7 0.267s, n=164998, sd=13}
Bf8@a2 {+2.41/6 0.186s, n=95333, sd=13}
50. h4@b4 {-2.36/7 0.277s, n=136249, sd=12}
Nc5@a2 {+2.46/6 0.293s, n=166906, sd=13}
51. g4@b4 {-2.17/8 0.535s, n=352571, sd=15}
Nd3@h5 {+2.20/8 0.514s, n=481311, sd=16}
52. Ka2@b4 {-2.21/8 0.139s, n=74529, sd=16}
Ra8@h5 {+2.26/8 0.594s, n=516844, sd=16}
53. Bd2@f2 {-2.27/8 0.399s, n=294632, sd=15}
Bd6@h5 {+2.28/7 0.380s, n=221876, sd=15}
54. Be3@d5 {-2.29/7 0.348s, n=160615, sd=15}
Bc5@d4 {+2.19/6 0.289s, n=148811, sd=12}
55. Bg5@f2 {-2.29/8 0.488s, n=304013, sd=15}
Kd5@h5 {+2.18/6 0.399s, n=250508, sd=14}
56. Rb1@b4 {-2.24/7 0.157s, n=58185, sd=13}
Ke4@f3 {+2.43/7 0.187s, n=91687, sd=12}
57. Rf1@f2 {-2.24/8 0.231s, n=136320, sd=13}
Ra4@h5 {+2.19/7 0.434s, n=194638, sd=13}
58. Rf6@f3 {-1.59/10 0.376s, n=305328, sd=17}
Nf4@f5 {+1.28/7 0.191s, n=99104, sd=12}
59. Nxf4@e6 {-0.25/12 0.333s, n=363920, sd=17}
exf4@d6 {+0.62/9 0.228s, n=115817, sd=14}
60. Rxf4@d3 {-0.25/12 0.315s, n=267622, sd=18}
Kd5@f6 {+0.24/9 0.159s, n=132241, sd=15}
61. h5@a5 {+0.07/11 0.299s, n=219753, sd=17}
gxh5@f6 {0.00/9 0.146s, n=115215, sd=14}
62. gxh5@a5 {+0.41/10 0.192s, n=149691, sd=16}
Be3@f6 {-0.24/9 0.256s, n=212704, sd=15}
63. Rg4@f4 {+0.61/10 0.148s, n=106869, sd=15}
Bc5@h6 {-0.75/9 0.535s, n=406528, sd=14}
64. Bc1@a5 {+0.93/9 0.250s, n=162062, sd=15}
Be3@d2 {-1.08/9 0.403s, n=311454, sd=15}
65. Bxa3@b4 {+0.99/9 0.254s, n=165110, sd=13}
Bd2@f4 {-1.08/8 0.386s, n=265216, sd=13}
66. Bb4@a3 {+1.14/9 0.375s, n=246091, sd=13}
Be3@b2 {-1.22/8 0.280s, n=185344, sd=13}
67. Kb1@a5 {+1.35/8 0.148s, n=100925, sd=13}
Bc5@h6 {-1.52/9 0.259s, n=199382, sd=13}
68. Bxc5@a3 {+1.58/10 0.186s, n=145896, sd=14}
Kxc5@h6 {-1.42/9 0.257s, n=221056, sd=12}
69. Kc2@a3 {+1.54/9 0.236s, n=179708, sd=12}
Ra7@h6 {-1.54/8 0.208s, n=158523, sd=12}
70. Rg5@b6 {+1.64/8 0.141s, n=100298, sd=11}
Kc6@h6 {-1.64/9 0.303s, n=248412, sd=12}
71. Rg4@c5 {+1.50/8 0.147s, n=101463, sd=12}
Kb5@h6 {-1.44/9 0.373s, n=331776, sd=13}
72. Rg1@b7 {+1.39/10 0.448s, n=378209, sd=13}
Ra2@b2 {-1.64/7 0.125s, n=96474, sd=11}
73. Kb1@h6 {+1.42/10 0.604s, n=493568, sd=15}
Ra3@b3 {-1.55/9 0.152s, n=140483, sd=12}
74. Kb2@c2 {+1.71/10 0.209s, n=165463, sd=13}
Rb3@h6 {-1.50/10 0.124s, n=115805, sd=13}
75. Kc2@c5 {+2.26/11 0.328s, n=241438, sd=14}
Ra3@h6 {-1.82/10 0.281s, n=242808, sd=14}
76. Rg5@c6 {+2.61/11 0.178s, n=143860, sd=14}
Kb6@h6 {-2.06/10 0.193s, n=169440, sd=14}
77. Kd2@b3 {+2.39/11 0.260s, n=225143, sd=14}
Kc6@h7 {-2.99/8 0.314s, n=259935, sd=12}
78. h6@b3 {+2.96/10 0.237s, n=143030, sd=14}
Kd6@h7 {-2.84/8 0.133s, n=117681, sd=12}
79. Rg4@a2 {+2.79/9 0.164s, n=146010, sd=12}
Ra7@h7 {-2.86/8 0.320s, n=243621, sd=13}
80. Rxc4@g7 {+2.74/9 0.194s, n=171484, sd=12}
Ke5@h7 {-2.54/7 0.143s, n=69793, sd=11}
81. Rc7@b7 {+2.58/9 0.237s, n=182537, sd=12}
Ra4@h7 {-2.74/7 0.313s, n=154078, sd=11}
82. Kd3@b4 {+2.99/7 0.340s, n=118811, sd=10}
Kf6@h7 {-2.94/7 0.241s, n=132320, sd=11}
83. Rg7@c4 {+3.07/9 0.380s, n=220172, sd=12}
Ra1@b1 {-3.07/8 0.199s, n=104620, sd=11}
84. c4@c5 {+3.38/10 0.496s, n=285361, sd=13}
Rd1@d2 {-3.22/9 0.402s, n=283402, sd=13}
85. Ke4@c5 {+3.35/10 0.268s, n=128809, sd=13}
Rd6@e6 {-3.22/8 0.168s, n=71939, sd=12}
86. c5@c6 {+3.30/9 0.218s, n=93452, sd=12}
Re6@d4 {-3.37/9 0.209s, n=127224, sd=13}
87. Kd3@e7 {+2.96/9 0.364s, n=236312, sd=13}
Re5@d4 {-3.37/9 0.389s, n=326344, sd=13}
88. Kc4@f5 {+3.30/9 0.511s, n=449536, sd=13}
Re4@c6 {-3.13/10 0.290s, n=255912, sd=14}
89. Kb5@h4 {+3.66/10 0.406s, n=384060, sd=14}
Re3@c6 {-3.65/8 0.217s, n=182453, sd=11}
90. Rg8@g6 {+3.87/9 0.185s, n=161127, sd=12}
Kf7@h7 {-3.97/9 0.351s, n=304113, sd=14}
91. Rh8@c6 {+3.49/10 0.402s, n=367351, sd=13}
Re5@c4 {-3.06/8 0.154s, n=147671, sd=12}
92. c6@c5 {+3.10/10 0.312s, n=310272, sd=14}
Rh5@c7 {-2.15/9 0.228s, n=222458, sd=13}
93. Ka6@h7 {+2.28/9 0.277s, n=222208, sd=14}
Kg6@c7 {-2.24/10 0.349s, n=318611, sd=13}
94. h7@h6 {+2.32/10 0.280s, n=275456, sd=14}
Kg7@c7 {-2.25/10 0.197s, n=199016, sd=12}
95. Re8@h6 {+2.12/10 0.232s, n=207550, sd=13}
Kxh7@c7 {-2.25/9 0.188s, n=188071, sd=11}
96. Kb7@a4 {+2.12/9 0.207s, n=188224, sd=13}
Kg6@c7 {-2.16/8 0.397s, n=377575, sd=12}
97. Rg8@f7 {+2.01/8 0.121s, n=115681, sd=11}
Kf5@c7 {-2.11/8 0.222s, n=199332, sd=11}
98. Rf8@g4 {+2.07/8 0.225s, n=201430, sd=11}
Kg5@c7 {-1.96/7 0.218s, n=195198, sd=12}
99. Rh8@h7 {+1.83/9 0.409s, n=386899, sd=12}
Kg4@c7 {-2.01/9 0.296s, n=316181, sd=14}
100. Rxh5@h7 {+2.04/9 0.176s, n=172132, sd=11}
Kxh5@c7 {-3.01/20 0.716s, n=984064, sd=22}
101. Kb6@g6 {+2.91/16 0.213s, n=294332, sd=17}
Kg4@c7 {-3.72/18 0.133s, n=145670, sd=19}
102. Kc5@f3 {+5.48/17 0.499s, n=539648, sd=19}
Kg5@c7 {-8.76/19 0.620s, n=713728, sd=21}
103. Kd5@f5 {+10.04/17 0.130s, n=60527, sd=18}
Kf4@c7 {-9.48/18 0.255s, n=194525, sd=20}
104. Kd4@f5 {+10.04/19 0.476s, n=221184, sd=20}
Kf3@c7 {-5.86/17 0.515s, n=288768, sd=19}
105. Kd3@f4 {+10.04/20 0.392s, n=304128, sd=22}
Kf2@c7 {-9.79/16 0.146s, n=100344, sd=17}
106. Ke4@e2 {+10.04/18 0.281s, n=242688, sd=20}
Kg2@c7 {-5.86/13 0.227s, n=210115, sd=15}
107. Ke3@e4 {+10.32/15 0.279s, n=318464, sd=16}
Kg3@c7 {-8.76/20 0.499s, n=438272, sd=17}
108. Ke4@g2 {+10.32/18 0.281s, n=257024, sd=20}
Kg4@c7 {-8.77/21 0.426s, n=456704, sd=18}
109. Ke5@g5 {+10.32/17 0.279s, n=306176, sd=19}
Kg3@c7 {-9.48/18 0.290s, n=285696, sd=19}
110. Kf5@f3 {+10.43/14 0.280s, n=377856, sd=16}
Kf2@c7 {-6.15/16 0.280s, n=243712, sd=17}
111. Kf4@e2 {+10.47/15 0.280s, n=373760, sd=16}
Ke1@c8 {-10.53/15 0.281s, n=343040, sd=17}
112. Ke3@d1 {+11.35/15 0.280s, n=380928, sd=16}
Kf1@c7 {-11.05/15 0.279s, n=368640, sd=17}
113. Kf3@e1 {+M41/21 0.280s, n=398336, sd=22}
Kg1@f1 {-13.16/19 0.280s, n=441344, sd=20}
114. c7@c8 {+M41/21 0.280s, n=337920, sd=22}
Kf1@d4 {-13.15/17 0.286s, n=674816, sd=18}
115. c8=Q@c7 {+M37/22 0.280s, n=320512, sd=24}
Ke1@c4 {-13.37/18 0.274s, n=454656, sd=19}
116. Ke3@d1 {+M45/22 0.280s, n=362496, sd=24}
Kf1@g2 {-M36/17 0.192s, n=308171, sd=18}
117. Qh3@c1 {+M45/22 0.282s, n=303104, sd=24}
Kg1@f3 {-13.08/18 0.115s, n=167424, sd=19}
118. Ke2@h1 {+M5/198 0.279s, n=284672, sd=8, Black disconnects} 1-0