MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "336"]
[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 "nrk1bnrq/pppp2pp/8/4ppb1/P1P5/6P1/1PNPPP1P/BNRK1BRQ b gb - 1 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:21"]
[GameStartTime "2026-09-17T14:19:27 +0000"]
[GameEndTime "2026-09-17T14:20:49 +0000"]
[PlyCount "283"]
[Termination "abandoned"]
[TimeControl "16.93+0.17"]

6... Nb6@b3 {+0.53/10 1.796s, n=2630480, sd=21}
7. Ne3@f4 {-0.32/8 1.095s, n=1318790, sd=17}
g6@a5 {+0.23/10 2.733s, n=3485682, sd=22}
8. b3@f4 {-0.26/8 1.118s, n=1338585, sd=18}
d6@a5 {+0.25/9 0.737s, n=1081922, sd=17}
9. h4@f6 {-0.19/8 1.020s, n=1185159, sd=19}
Bxe3@e6 {-0.06/10 1.401s, n=2047713, sd=24}
10. dxe3@a5 {0.00/9 1.352s, n=1948593, sd=20}
Bc6@e6 {-0.11/10 1.756s, n=2487311, sd=22}
11. Bg2@f6 {+0.36/9 2.088s, n=2721213, sd=22}
Bxg2@e6 {-0.31/9 1.038s, n=1249333, sd=19}
12. Qxg2@a5 {+0.29/9 2.315s, n=2600417, sd=21}
Ne6@d7 {-0.29/9 1.184s, n=1395026, sd=21}
13. Nc3@a5 {+0.31/8 1.250s, n=1469127, sd=18}
Nd7@c2 {-0.35/9 1.507s, n=1646016, sd=18}
14. Bb2@c6 {+0.36/7 0.524s, n=624769, sd=16}
O-O@c8 {-0.33/8 0.732s, n=863662, sd=17}
15. Kc2@g7 {+0.57/7 0.492s, n=581788, sd=18}
c6@d1 {-0.41/8 0.497s, n=587763, sd=16}
16. Ba3@g7 {+0.56/7 1.102s, n=1171539, sd=20}
a5@c5 {-0.55/9 1.527s, n=2101199, sd=22}
17. Rgd1@g7 {+0.48/8 0.703s, n=903622, sd=23}
Ndc5@d5 {-0.47/9 0.595s, n=822437, sd=22}
18. h5@g7 {+0.50/8 0.869s, n=1077089, sd=24}
Rbd8@d7 {-0.49/8 0.420s, n=500911, sd=22}
19. Bxc5@g7 {+0.38/8 1.013s, n=1264888, sd=25}
Nxc5@d5 {-0.34/8 0.303s, n=374487, sd=19}
20. h6@f6 {+0.41/8 0.735s, n=933310, sd=20}
Rd7@h3 {-0.21/8 0.435s, n=521778, sd=19}
21. Re1@f6 {+0.36/7 0.473s, n=555385, sd=16}
e4@d1 {-0.22/8 0.253s, n=305380, sd=19}
22. Qh3@f6 {+0.24/8 0.616s, n=798276, sd=22}
Rb8@g4 {-0.36/8 0.359s, n=449237, sd=18}
23. Rcd1@f6 {+0.33/7 0.354s, n=451311, sd=20}
Re8@g4 {-0.44/8 0.375s, n=426233, sd=20}
24. Kb2@g7 {+0.15/8 0.626s, n=801928, sd=18}
Kf7@g4 {-0.15/8 0.260s, n=328335, sd=23}
25. f3@g7 {-0.09/7 0.300s, n=382281, sd=20}
exf3@e5 {+0.88/8 0.213s, n=274403, sd=19}
26. Qh2@e4 {-1.17/8 0.704s, n=843880, sd=21}
Qf8@g7 {+1.72/8 0.246s, n=319592, sd=19}
27. Qf2@f6 {-1.62/7 0.273s, n=380813, sd=17}
fxe2@g7 {+1.93/8 0.307s, n=356366, sd=20}
28. Rxe2@d3 {-1.91/7 0.439s, n=483282, sd=17}
Qxh6@e4 {+2.01/8 0.386s, n=431023, sd=19}
29. Qf4@d3 {-2.13/6 0.518s, n=572672, sd=18}
Qxf4@d8 {+2.00/8 0.347s, n=383884, sd=16}
30. gxf4@h5 {-2.09/6 0.282s, n=283371, sd=16}
Rdd8@d2 {+2.09/8 0.637s, n=678579, sd=16}
31. Kc2@g7 {-2.11/6 0.150s, n=152781, sd=14}
h5@d2 {+2.11/8 0.385s, n=402941, sd=16}
32. Kb2@h4 {-2.10/6 0.135s, n=142509, sd=14}
Rd7@c2 {+2.27/7 0.270s, n=281384, sd=15}
33. Rdd2@h4 {-2.12/7 0.194s, n=215195, sd=15}
Kg7@c2 {+2.33/7 0.230s, n=227960, sd=15}
34. Rd1@h4 {-2.23/7 0.297s, n=325154, sd=17}
Kh7@c2 {+2.24/7 0.260s, n=270772, sd=17}
35. Rdd2@h4 {-2.20/6 0.146s, n=158424, sd=13}
Red8@e4 {+2.22/7 0.182s, n=195351, sd=16}
36. Kc2@h4 {-2.23/6 0.176s, n=174725, sd=14}
Ne6@e1 {+2.19/7 0.141s, n=147311, sd=16}
37. Rd3@h4 {-2.15/6 0.128s, n=128331, sd=13}
Nc5@d2 {+2.47/8 0.441s, n=487424, sd=17}
38. Rd4@e6 {-2.38/8 0.257s, n=274440, sd=18}
h4@g2 {+2.53/8 0.350s, n=386048, sd=17}
39. Rd1@h3 {-2.35/7 0.282s, n=302886, sd=18}
Kg7@f2 {+2.33/7 0.168s, n=170138, sd=16}
40. Ra1@h3 {-2.45/6 0.153s, n=162792, sd=16}
Re8@d3 {+2.31/7 0.228s, n=224554, sd=15}
41. Rh2@e5 {-2.37/6 0.158s, n=175268, sd=16}
Na6@h3 {+2.24/7 0.143s, n=152171, sd=13}
42. Rd1@e5 {-2.27/6 0.132s, n=133372, sd=13}
Nb4@d2 {+2.30/7 0.131s, n=130873, sd=14}
43. Kc1@e5 {-2.28/6 0.138s, n=143109, sd=13}
Red8@h3 {+2.18/7 0.192s, n=209247, sd=14}
44. Kb1@d5 {-2.20/6 0.272s, n=285530, sd=14}
Kf7@h3 {+2.19/7 0.103s, n=115709, sd=15}
45. e4@f6 {-2.13/6 0.133s, n=145064, sd=16}
Ke6@h3 {+2.25/8 0.172s, n=201457, sd=14}
46. Rg1@e3 {-2.39/6 0.135s, n=139536, sd=14}
fxe4@f5 {+2.37/8 0.162s, n=181125, sd=15}
47. Rg5@h3 {-2.29/7 0.162s, n=177398, sd=14}
d5@f7 {+2.11/7 0.140s, n=149517, sd=17}
48. Rxh4@h3 {-1.82/7 0.186s, n=214080, sd=15}
Rg7@d6 {+2.10/7 0.109s, n=112759, sd=14}
49. Re5@e3 {-1.87/7 0.140s, n=155518, sd=14}
Kd6@h6 {+1.92/9 0.125s, n=138180, sd=17}
50. Rh3@d3 {-2.12/8 0.326s, n=408782, sd=14}
Rf7@g5 {+2.14/7 0.135s, n=111678, sd=12}
51. cxd5@f5 {-2.14/8 0.128s, n=197619, sd=13}
cxd5@h5 {+1.83/9 0.234s, n=258044, sd=17}
52. Nb5@c6 {-1.94/8 0.135s, n=155488, sd=14}
Kc5@d3 {+1.87/8 0.112s, n=122298, sd=14}
53. Re6@f6 {-2.20/8 0.211s, n=246271, sd=15}
Nd3@d7 {+2.19/9 0.241s, n=271758, sd=15}
54. Rxg6@e3 {-2.46/7 0.193s, n=199470, sd=12}
Nxf4@d6 {+2.28/8 0.247s, n=237776, sd=14}
55. Rc3@c4 {-2.28/8 0.163s, n=186210, sd=15}
Kb4@d6 {+2.14/9 0.192s, n=189106, sd=15}
56. Rg4@d3 {-2.32/8 0.367s, n=355328, sd=16}
Ne2@e3 {+2.28/8 0.309s, n=307200, sd=15}
57. Rc2@d2 {-2.57/8 0.217s, n=226649, sd=15}
Rf2@b2 {+2.13/9 0.251s, n=234232, sd=15}
58. Ka2@e3 {-2.70/8 0.230s, n=220803, sd=14}
Rd7@b2 {+2.31/8 0.194s, n=155648, sd=15}
59. Rg5@f4 {-2.22/7 0.105s, n=83734, sd=13}
e3@f5 {+2.18/9 0.134s, n=120249, sd=14}
60. Kb2@f4 {-2.07/8 0.133s, n=119493, sd=13}
Rh7@e5 {+2.10/8 0.104s, n=79796, sd=16}
61. Rc8@f4 {-2.14/8 0.154s, n=123302, sd=13}
Rh4@e5 {+2.19/8 0.109s, n=92039, sd=12}
62. Rb8@f4 {-2.05/8 0.228s, n=160819, sd=13}
Nd4@c3 {+2.12/9 0.228s, n=159904, sd=17}
63. Nxd4@e2 {-2.39/9 0.157s, n=112319, sd=13}
Rxd4@d2 {+2.29/10 0.263s, n=157696, sd=16}
64. Rxb7@e2 {-2.65/9 0.125s, n=53804, sd=13}
Rd3@b5 {+2.85/9 0.183s, n=105472, sd=16}
65. Rg4@d2 {-3.06/9 0.158s, n=85465, sd=14}
d4@b5 {+2.89/9 0.101s, n=50208, sd=13}
66. Kc2@e2 {-3.24/10 0.219s, n=199760, sd=15}
Rxb3@b5 {+3.23/10 0.153s, n=130112, sd=16}
67. Rxd4@d2 {-3.32/10 0.257s, n=207173, sd=15}
Kxa4@b4 {+3.01/10 0.110s, n=78347, sd=13}
68. Rc7@e2 {-3.08/9 0.195s, n=148262, sd=15}
Ka3@d7 {+3.20/8 0.152s, n=99515, sd=13}
69. Re4@e2 {-2.78/8 0.125s, n=91092, sd=13}
Ka2@d4 {+2.62/8 0.121s, n=90492, sd=12}
70. Kd1@e1 {-2.48/8 0.147s, n=127990, sd=13}
Rc3@c4 {+2.20/8 0.160s, n=151654, sd=12}
71. Ke1@c6 {-1.93/8 0.173s, n=155673, sd=12}
Rfc2@c4 {+2.10/8 0.301s, n=261120, sd=14}
72. Ra7@d3 {-1.77/8 0.163s, n=121748, sd=12}
Kb3@a6 {+1.98/8 0.192s, n=148601, sd=12}
73. Rxe3@d3 {-2.34/7 0.114s, n=100684, sd=11}
a4@a3 {+1.88/9 0.155s, n=130427, sd=13}
74. Rb7@d3 {-2.08/8 0.230s, n=191300, sd=13}
a3@b5 {+2.10/8 0.115s, n=78529, sd=11}
75. Ree7@a2 {-2.32/7 0.110s, n=59140, sd=12}
Kb2@b4 {+2.15/7 0.101s, n=62979, sd=11}
76. Re2@a2 {-2.13/6 0.169s, n=123835, sd=10}
Rb3@d2 {+2.12/7 0.117s, n=81582, sd=11}
77. Rxb3@a2 {-2.13/7 0.176s, n=126350, sd=12}
Kxb3@d2 {+2.25/9 0.161s, n=124390, sd=11}
78. Rf2@a2 {-2.18/7 0.125s, n=98730, sd=10}
Rb2@f1 {+2.35/8 0.317s, n=236544, sd=12}
79. Rf6@a2 {-2.18/8 0.311s, n=222208, sd=11}
Kc3@c6 {+2.30/8 0.126s, n=100205, sd=10}
80. Kf1@a2 {-2.37/7 0.107s, n=74728, sd=11}
Kb4@c6 {+2.21/7 0.131s, n=94518, sd=9}
81. Re6@a2 {-2.37/7 0.105s, n=89385, sd=10}
Rc2@d3 {+2.28/8 0.128s, n=102344, sd=9}
82. Rf6@a2 {-2.34/7 0.146s, n=111406, sd=10}
Kc4@c6 {+2.29/8 0.137s, n=113374, sd=10}
83. Kg1@a2 {-2.34/7 0.122s, n=91586, sd=11}
Kd3@e6 {+2.29/8 0.191s, n=149513, sd=9}
84. Rf3@e3 {-2.58/7 0.129s, n=64927, sd=10}
Ke4@d3 {+2.61/9 0.135s, n=99331, sd=11}
85. Rf2@a2 {-2.81/8 0.148s, n=109308, sd=11}
Ke3@e2 {+2.76/10 0.314s, n=265964, sd=12}
86. Rf6@a2 {-2.92/8 0.155s, n=121230, sd=10}
Re2@e6 {+2.70/9 0.134s, n=114467, sd=12}
87. Rf1@a2 {-2.92/9 0.149s, n=125800, sd=11}
Rb2@a1 {+2.81/10 0.205s, n=175501, sd=12}
88. Rc1@a2 {-2.51/8 0.132s, n=104350, sd=10}
Kf3@c3 {+2.95/8 0.279s, n=204800, sd=11}
89. Ra1@a2 {-2.20/9 0.119s, n=94703, sd=12}
Rb3@d3 {+1.99/9 0.096s, n=76636, sd=11}
90. Ra2@g3 {-2.24/8 0.150s, n=113833, sd=10}
Ke4@g2 {+2.10/8 0.140s, n=118763, sd=11}
91. Kf2@c3 {-2.07/7 0.129s, n=89136, sd=11}
Kf4@g2 {+1.99/8 0.144s, n=79192, sd=10}
92. Ke2@f2 {-2.12/8 0.170s, n=94744, sd=10}
Ke5@c3 {+1.89/8 0.171s, n=150090, sd=10}
93. Ke3@d3 {-1.93/8 0.133s, n=81633, sd=10}
Kd5@f4 {+1.91/10 0.254s, n=241658, sd=12}
94. Kf3@c3 {-1.99/8 0.134s, n=107585, sd=11}
Kc4@f4 {+1.95/9 0.256s, n=234496, sd=12}
95. Kg4@b2 {-2.23/8 0.286s, n=235635, sd=11}
Kb4@c2 {+2.31/8 0.172s, n=138240, sd=12}
96. Kf5@b2 {-2.36/8 0.397s, n=313177, sd=12}
Rc3@c2 {+2.34/8 0.170s, n=139264, sd=12}
97. Ke4@b2 {-3.21/7 0.120s, n=108955, sd=11}
Kb3@c2 {+3.01/9 0.117s, n=96788, sd=12}
98. Ra1@b1 {-5.16/9 0.122s, n=100901, sd=11}
Kb2@c1 {+5.16/9 0.217s, n=186639, sd=11}
99. Kd4@c2 {-5.30/9 0.171s, n=166879, sd=10}
Rg3@b1 {+5.50/9 0.176s, n=142336, sd=10}
100. Rxa3@d7 {-5.48/9 0.261s, n=223322, sd=11}
Kxa3@c4 {+5.59/8 0.170s, n=131072, sd=10}
101. Ke5@f3 {-5.48/8 0.299s, n=264807, sd=9}
Rg2@f6 {+5.68/8 0.146s, n=122552, sd=8}
102. Kf5@f2 {-5.50/8 0.144s, n=106227, sd=9}
Kb3@e5 {+5.61/9 0.153s, n=130600, sd=9}
103. Ke6@f2 {-5.58/8 0.120s, n=104751, sd=9}
Kc4@e7 {+5.61/9 0.114s, n=106406, sd=9}
104. Kf5@f2 {-5.58/9 0.126s, n=102202, sd=11}
Kb4@e6 {+5.61/8 0.100s, n=88142, sd=8}
105. Ke5@f2 {-5.58/10 0.263s, n=230382, sd=11}
Kb3@e6 {+5.61/9 0.283s, n=248832, sd=10}
106. Kf6@f2 {-5.58/10 0.292s, n=263168, sd=11}
Rg1@f1 {+5.63/10 0.188s, n=167844, sd=10}
107. Kf5@e1 {-5.58/11 0.243s, n=247808, sd=12}
Kc3@f1 {+5.62/10 0.197s, n=187228, sd=10}
108. Kf6@d1 {-5.58/9 0.170s, n=131072, sd=10}
Re1@g5 {+5.71/8 0.180s, n=147456, sd=10}
109. Kf5@d1 {-5.79/7 0.099s, n=84102, sd=8}
Re2@d2 {+5.79/9 0.108s, n=107049, sd=9}
110. Kf4@f3 {-5.82/7 0.110s, n=86915, sd=8}
Rc2@g5 {+5.76/9 0.120s, n=114354, sd=9}
111. Ke4@c4 {-5.78/8 0.102s, n=79605, sd=9}
Rd2@e3 {+5.71/9 0.185s, n=154166, sd=9}
112. Kd5@d3 {-5.70/9 0.148s, n=116164, sd=11}
Kb3@c5 {+5.71/9 0.184s, n=155781, sd=9}
113. Ke4@c4 {-5.70/9 0.257s, n=218542, sd=10}
Kb4@d5 {+5.72/10 0.156s, n=146388, sd=10}
114. Kd4@d3 {-5.63/9 0.118s, n=103663, sd=11}
Rc2@e3 {+5.71/10 0.142s, n=143687, sd=10}
115. Kd3@d4 {-5.63/9 0.109s, n=81375, sd=11}
Kb3@b2 {+5.71/11 0.179s, n=174800, sd=11}
116. Kd4@d2 {-5.70/10 0.141s, n=123089, sd=11}
Rb2@c2 {+5.70/10 0.113s, n=111516, sd=10}
117. Kd3@d4 {-5.69/10 0.164s, n=133786, sd=11}
Kb4@d2 {+5.64/10 0.170s, n=151677, sd=10}
118. Kd4@c2 {-5.70/10 0.175s, n=136262, sd=11}
Rb1@d3 {+5.65/10 0.121s, n=113135, sd=10}
119. Kd5@c3 {-5.79/10 0.121s, n=80929, sd=11}
Rb2@d4 {+5.71/11 0.136s, n=115172, sd=11}
120. Ke4@c4 {-5.83/10 0.309s, n=270008, sd=11}
Kc3@c2 {+5.71/11 0.129s, n=109528, sd=12}
121. Kd5@d3 {-5.89/10 0.169s, n=133597, sd=11}
Rc2@e4 {+5.72/11 0.166s, n=144261, sd=11}
122. Ke5@d3 {-5.85/10 0.290s, n=269312, sd=11}
Kc4@e4 {+5.71/10 0.109s, n=62663, sd=10}
123. Kf4@d4 {-5.90/9 0.097s, n=79215, sd=10}
Kd3@f3 {+5.74/11 0.246s, n=199574, sd=12}
124. Ke5@e3 {-5.90/10 0.104s, n=88297, sd=11}
Rb2@f3 {+5.73/10 0.225s, n=188966, sd=10}
125. Kf4@d4 {-5.90/10 0.296s, n=293888, sd=11}
Rd2@e3 {+5.74/10 0.133s, n=105421, sd=10}
126. Kf5@c3 {-5.90/10 0.177s, n=163539, sd=11}
Kd4@f4 {+5.75/10 0.240s, n=190850, sd=10}
127. Kg6@c2 {-5.90/11 0.161s, n=156009, sd=12}
Ke4@e5 {+5.76/9 0.116s, n=92317, sd=9}
128. Kf6@c2 {-5.90/11 0.122s, n=127561, sd=12}
Kf4@e6 {+5.75/9 0.134s, n=121767, sd=9}
129. Kg6@c2 {-5.90/12 0.137s, n=140123, sd=13}
Rg2@f6 {+5.75/10 0.323s, n=294243, sd=10}
130. Kf7@e2 {-5.77/9 0.164s, n=132837, sd=11}
Ke4@e6 {+5.75/9 0.272s, n=226304, sd=10}
131. Ke7@e2 {-5.55/8 0.257s, n=140193, sd=9}
Kf3@d6 {+5.68/8 0.203s, n=142336, sd=10}
132. Kd7@e2 {-5.24/7 0.108s, n=55397, sd=9}
Rf2@e6 {+5.26/7 0.169s, n=113664, sd=8}
133. Kc6@e2 {-5.39/8 0.112s, n=80195, sd=9}
Ke4@d4 {+5.31/8 0.161s, n=110262, sd=8}
134. Kb5@e2 {-5.56/8 0.196s, n=110160, sd=9}
Kd4@b6 {+5.46/8 0.176s, n=94804, sd=8}
135. Kc6@e2 {-5.60/8 0.173s, n=103047, sd=9}
Rf1@e1 {+5.58/8 0.096s, n=45922, sd=8}
136. Kb5@d1 {-5.62/9 0.285s, n=189440, sd=11}
Re1@b4 {+5.70/9 0.198s, n=93178, sd=9}
137. Kb6@d1 {-5.69/9 0.230s, n=138240, sd=11}
Re2@d2 {+5.73/9 0.100s, n=54111, sd=10}
138. Ka5@c2 {-5.72/9 0.169s, n=139264, sd=10}
Kc5@a6 {+6.00/9 0.175s, n=118036, sd=10}
139. Ka4@c2 {-6.20/9 0.142s, n=74786, sd=11}
Kc4@a5 {+5.83/9 0.121s, n=94727, sd=10}
140. Ka3@a4 {-6.96/10 0.109s, n=89196, sd=11}
Rd2@c2 {+M21/10 0.113s, n=85498, sd=10}
141. Ka4@a5 {-6.72/10 0.101s, n=93806, sd=10}
Rd6@c6 {+6.55/11 0.177s, n=171870, sd=12}
142. Ka5@b6 {-7.12/10 0.134s, n=102054, sd=11}
Rc6@a6 {+6.76/11 0.112s, n=122824, sd=11}
143. Ka4@b6 {-M32/14 0.222s, n=252973, sd=15}
Rc5@a5 {+M21/25 0.122s, n=307023, sd=25}
144. Ka3@c3 {-9.02/42 0.274s, n=1483776, sd=32}
Ra5@b2 {+M17/135 0.142s, n=236735, sd=10}
145. Ka2@a3 {-9.02/40 0.208s, n=691200, sd=30}
Kc3@b1 {+M13/135 0.243s, n=278228, sd=10}
146. Ka3@a4 {-M12/134 0.110s, n=123462, sd=10}
Ra6@a2 {+M9/135 0.139s, n=135714, sd=9}
147. Ka4@a5 {-M8/205 0.132s, n=138474, sd=11}
Kc4@a3 {+M5/204 0.123s, n=139542, sd=10, White disconnects} 0-1