MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "7"]
[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 "1nbbkqnr/2ppppp1/2r3Bp/pp6/2P5/5NP1/PP1PPP1P/Q1NRB1KR b h - 1 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:51"]
[GameStartTime "2026-09-17T13:28:07 +0000"]
[GameEndTime "2026-09-17T13:29:59 +0000"]
[PlyCount "185"]
[Termination "abandoned"]
[TimeControl "29.43+0.29"]

6... Rxg6@c6 {+1.86/10 1.786s, n=1486383, sd=22}
7. cxb5@f6 {-1.66/10 4.961s, n=4707900, sd=21}
c6@a4 {+1.97/11 5.361s, n=4830475, sd=23}
8. Ne5@f6 {-1.96/9 1.644s, n=1522052, sd=19}
cxb5@d3 {+1.78/10 1.433s, n=1330054, sd=22}
9. Nxg6@c6 {-1.86/10 3.131s, n=3034421, sd=22}
fxg6@d3 {+1.84/10 1.677s, n=1345739, sd=19}
10. a4@b4 {-1.87/9 1.323s, n=1099197, sd=21}
bxa4@a3 {+1.86/10 1.301s, n=1140130, sd=19}
11. d4@f6 {-1.90/9 1.727s, n=1506559, sd=18}
Bb7@a3 {+2.02/10 1.137s, n=1072390, sd=18}
12. Nd3@c6 {-1.87/9 1.612s, n=1382447, sd=21}
Qf5@a3 {+1.70/10 4.389s, n=3092484, sd=22}
13. Nc5@c6 {-1.66/9 2.134s, n=1513507, sd=22}
Ba8@e4 {+1.75/9 1.433s, n=971964, sd=25}
14. f3@d2 {-1.82/8 1.367s, n=942076, sd=20}
Nc6@a3 {+1.81/9 0.968s, n=687374, sd=21}
15. Bc3@d6 {-1.72/8 2.410s, n=1566677, sd=23}
e6@a2 {+1.86/8 1.372s, n=883954, sd=22}
16. Kg2@f6 {-1.65/8 1.256s, n=833731, sd=21}
a3@a2 {+1.67/8 1.228s, n=764126, sd=20}
17. bxa3@f6 {-1.69/7 0.708s, n=455023, sd=16}
d6@e4 {+1.96/9 1.234s, n=859204, sd=21}
18. Nd3@e7 {-1.99/8 1.998s, n=1214258, sd=21}
Bc7@e4 {+1.86/8 0.765s, n=413331, sd=20}
19. Qb2@e7 {-2.04/7 1.929s, n=1206687, sd=19}
d5@c5 {+2.07/7 0.639s, n=361770, sd=17}
20. Rhe1@f6 {-1.67/7 0.965s, n=607158, sd=21}
Nge7@c5 {+1.89/7 0.655s, n=387412, sd=18}
21. Qb5@g8 {-1.75/7 0.613s, n=383750, sd=20}
Bd6@a7 {+1.61/8 1.857s, n=1120588, sd=23}
22. Nc5@g8 {-1.53/8 0.953s, n=660087, sd=18}
e5@e3 {+1.51/8 2.649s, n=1772544, sd=23}
23. dxe5@d4 {-1.60/8 0.468s, n=361444, sd=18}
Bxe5@e4 {+1.37/9 0.877s, n=569341, sd=19}
24. Bxe5@d4 {-1.60/7 0.477s, n=299336, sd=19}
Qxe5@e4 {+1.40/9 0.873s, n=546255, sd=17}
25. Nd3@b7 {-1.52/6 0.547s, n=305768, sd=16}
Qd6@a7 {+1.61/9 1.173s, n=728977, sd=19}
26. Qc5@f4 {-1.53/7 0.509s, n=329334, sd=16}
Qd7@d6 {+1.56/8 1.178s, n=732160, sd=19}
27. Nf4@g8 {-1.78/7 0.928s, n=573102, sd=14}
d4@d5 {+1.62/8 0.865s, n=551514, sd=17}
28. e4@e3 {-1.54/6 0.376s, n=226247, sd=12}
O-O@e2 {+1.51/6 0.485s, n=266721, sd=16}
29. Nd5@d6 {-1.41/6 0.369s, n=249740, sd=16}
Re8@b6 {+1.65/7 0.361s, n=220328, sd=16}
30. Nxe7@d5 {-1.54/8 0.921s, n=640012, sd=16}
Rxe7@f7 {+1.37/7 0.208s, n=114057, sd=16}
31. Qd5@d6 {-1.56/8 1.057s, n=621740, sd=17}
Bb7@e6 {+1.52/8 0.379s, n=247958, sd=15}
32. Rb1@c7 {-1.35/8 0.670s, n=471938, sd=15}
Kf8@b6 {+1.18/7 0.223s, n=143748, sd=13}
33. Qxd7@c7 {-1.04/7 0.338s, n=238353, sd=12}
Rxd7@b6 {+1.38/8 0.415s, n=230231, sd=14}
34. f4@d3 {-1.43/6 0.374s, n=207485, sd=13}
Nd8@d1 {+1.55/8 0.529s, n=309429, sd=14}
35. Kf3@d3 {-1.60/6 0.288s, n=156437, sd=14}
Ke7@d2 {+1.28/7 0.370s, n=199821, sd=13}
36. Red1@d3 {-1.36/6 0.249s, n=131866, sd=13}
Bc6@d2 {+1.34/8 0.340s, n=185516, sd=12}
37. Rb6@a4 {-1.14/7 0.329s, n=177854, sd=13}
Rb7@a6 {+1.36/7 0.446s, n=241926, sd=14}
38. Rxb7@b5 {-1.49/8 0.262s, n=147469, sd=12}
Nxb7@d2 {+1.75/9 0.287s, n=178310, sd=14}
39. Rc1@c5 {-1.93/7 0.500s, n=198876, sd=13}
a4@c3 {+1.76/8 0.349s, n=178176, sd=14}
40. h4@c5 {-1.82/7 0.351s, n=165101, sd=12}
Na5@c3 {+1.90/8 0.290s, n=142336, sd=13}
41. Ke2@d5 {-2.23/8 0.298s, n=197962, sd=14}
Nb3@c2 {+2.14/9 0.259s, n=151887, sd=14}
42. Rd1@d5 {-2.20/9 0.784s, n=368434, sd=15}
Nc5@d3 {+2.11/8 0.213s, n=55335, sd=12}
43. e5@e3 {-2.20/8 0.341s, n=191477, sd=15}
d3@d5 {+2.04/8 0.296s, n=175976, sd=14}
44. Ke3@d4 {-1.82/9 0.310s, n=182199, sd=14}
Ne4@d5 {+1.61/8 0.204s, n=127440, sd=14}
45. Rxd3@f5 {-1.61/7 0.220s, n=82473, sd=11}
Nxg3@d4 {+1.70/9 0.209s, n=101336, sd=12}
46. Kd2@f5 {-1.62/8 0.513s, n=187284, sd=12}
Ne4@e3 {+1.61/8 0.192s, n=102513, sd=12}
47. Ke2@d5 {-1.73/7 0.245s, n=134245, sd=12}
Ke6@d4 {+1.68/8 0.179s, n=59129, sd=11}
48. Ke3@d5 {-1.75/8 0.325s, n=106430, sd=13}
Ng3@d4 {+1.55/9 0.323s, n=94661, sd=14}
49. Rc3@f5 {-1.68/8 0.374s, n=118372, sd=13}
Kd5@d3 {+1.58/7 0.237s, n=56434, sd=11}
50. Rc2@f5 {-1.67/9 0.310s, n=172605, sd=13}
Bd7@c3 {+1.61/9 0.209s, n=91990, sd=12}
51. Rc1@f5 {-1.74/7 0.215s, n=65342, sd=12}
Be6@c2 {+1.70/9 0.228s, n=66173, sd=12}
52. Rg1@f5 {-1.74/9 0.297s, n=166028, sd=14}
h5@g2 {+1.59/10 0.279s, n=134513, sd=16}
53. Kd3@f5 {-1.51/9 0.447s, n=216557, sd=13}
Ne4@g3 {+1.56/10 0.310s, n=156424, sd=15}
54. Rb1@c5 {-1.61/8 0.329s, n=135353, sd=13}
Bf5@b2 {+1.66/9 0.203s, n=103162, sd=12}
55. Ke3@c3 {-1.71/8 0.243s, n=104163, sd=13}
Nc5@b2 {+1.59/9 0.411s, n=193778, sd=14}
56. Rd1@d2 {-1.84/8 0.357s, n=174935, sd=13}
Kc4@b3 {+1.90/9 0.252s, n=143457, sd=12}
57. Rd8@e6 {-1.96/8 0.235s, n=141547, sd=12}
Kb3@d4 {+2.06/10 0.376s, n=261724, sd=14}
58. Rg8@e6 {-2.03/8 0.215s, n=128620, sd=12}
Kxa3@b4 {+2.69/10 0.217s, n=143968, sd=15}
59. Rxg7@e4 {-2.57/8 0.235s, n=130302, sd=13}
Kb4@a3 {+2.67/10 0.478s, n=264522, sd=14}
60. Re7@a2 {-2.62/9 0.525s, n=324462, sd=13}
a3@f3 {+2.67/9 0.200s, n=135116, sd=12}
61. Ra7@a2 {-2.59/8 0.257s, n=164936, sd=12}
Ne6@f3 {+2.67/8 0.563s, n=317440, sd=14}
62. Rb7@a2 {-2.57/8 0.197s, n=115745, sd=14}
Kc3@a7 {+2.52/9 0.415s, n=185793, sd=12}
63. Rb8@a2 {-2.57/8 0.253s, n=110092, sd=13}
Kc4@b6 {+2.61/8 0.257s, n=85561, sd=12}
64. Rb7@a2 {-2.59/8 0.230s, n=110044, sd=12}
Kb3@b6 {+2.48/8 0.441s, n=216064, sd=13}
65. Kf3@a2 {-2.57/9 0.481s, n=247639, sd=13}
Kc4@e3 {+2.55/8 0.299s, n=149504, sd=13}
66. Rb6@a2 {-2.65/8 0.211s, n=118031, sd=12}
Kc3@g3 {+2.52/8 0.290s, n=138240, sd=13}
67. Ke3@a2 {-2.57/9 0.258s, n=155958, sd=13}
Kc2@a4 {+2.47/8 0.190s, n=83134, sd=11}
68. Rc6@a2 {-2.57/10 0.345s, n=218788, sd=14}
Kb2@b6 {+2.67/10 0.362s, n=188383, sd=14}
69. Rc4@a2 {-2.66/9 0.259s, n=134825, sd=14}
Kb3@c6 {+2.75/9 0.209s, n=99534, sd=12}
70. Rc1@a2 {-2.86/9 0.397s, n=208566, sd=14}
Nc7@c2 {+2.73/8 0.186s, n=61177, sd=12}
71. Kf3@a2 {-3.09/8 0.269s, n=78715, sd=12}
Bg4@g3 {+3.37/9 0.443s, n=217967, sd=13}
72. Kf2@a2 {-3.07/9 0.197s, n=122777, sd=13}
Nd5@g3 {+3.31/9 0.198s, n=88841, sd=13}
73. Rc5@a2 {-3.76/8 0.553s, n=282914, sd=14}
Nxf4@e3 {+4.14/9 0.177s, n=104674, sd=12}
74. Kg3@a2 {-4.44/8 0.266s, n=136670, sd=13}
Nd3@d5 {+4.35/10 0.303s, n=162106, sd=13}
75. Rc7@a2 {-4.47/9 0.510s, n=253952, sd=13}
Nxe5@g7 {+4.35/9 0.305s, n=149769, sd=12}
76. Rb7@a2 {-4.51/9 0.286s, n=144308, sd=13}
Kc3@b4 {+4.28/8 0.201s, n=86084, sd=10}
77. Rg7@a2 {-4.51/8 0.191s, n=92042, sd=11}
Kd4@f4 {+4.46/8 0.301s, n=136251, sd=10}
78. Ra7@a2 {-4.46/8 0.371s, n=181583, sd=11}
Bf5@a6 {+4.40/8 0.208s, n=95807, sd=10}
79. Kg2@a2 {-4.48/8 0.318s, n=178312, sd=11}
Nc6@a6 {+4.41/7 0.296s, n=133540, sd=10}
80. Ra8@a2 {-4.44/7 0.303s, n=139922, sd=11}
Be4@a6 {+4.66/8 0.259s, n=121225, sd=11}
81. Kg3@a2 {-4.78/7 0.324s, n=131741, sd=11}
Ke3@a6 {+4.94/8 0.221s, n=92989, sd=11}
82. Kh3@a2 {-4.94/7 0.383s, n=122880, sd=11}
Kf3@a6 {+5.21/9 0.338s, n=134782, sd=12}
83. Kh2@a2 {-5.37/8 0.262s, n=95304, sd=12}
Nd4@a6 {+5.86/9 0.354s, n=125068, sd=12}
84. Ra7@a2 {-5.70/8 0.260s, n=93818, sd=12}
Kg4@a6 {+5.43/9 0.321s, n=172739, sd=12}
85. Kg1@a2 {-5.24/8 0.184s, n=75493, sd=11}
Kxh4@a6 {+5.54/9 0.296s, n=159228, sd=12}
86. Kf2@f5 {-5.54/8 0.252s, n=121295, sd=11}
a2@a6 {+6.01/10 0.282s, n=166339, sd=13}
87. Ke3@a1 {-6.02/9 0.315s, n=159526, sd=13}
Nb5@a6 {+6.31/9 0.190s, n=87543, sd=12}
88. Rg7@a1 {-6.19/9 0.284s, n=135432, sd=13}
Bf5@f4 {+6.78/9 0.200s, n=120620, sd=13}
89. Kf3@a1 {-6.96/8 0.180s, n=102608, sd=11}
Kg5@f7 {+7.84/10 0.519s, n=345339, sd=14}
90. Rh7@a1 {-7.62/9 0.176s, n=129237, sd=13}
h4@f7 {+7.60/10 0.422s, n=254564, sd=14}
91. Kg2@a1 {-7.91/9 0.463s, n=282249, sd=13}
h3@g3 {+7.76/9 0.446s, n=253952, sd=15}
92. Rxh3@a1 {-8.05/9 0.188s, n=103596, sd=14}
Bxh3@a3 {+11.59/11 0.275s, n=221132, sd=11}
93. Kf2@a1 {-11.52/9 0.209s, n=181004, sd=10}
Kf4@e2 {+18.37/10 0.235s, n=166107, sd=11}
94. Ke1@e3 {-18.29/8 0.197s, n=111597, sd=9}
a1=Q@c1 {+M17/9 0.314s, n=185378, sd=10}
95. Kd2@b1 {-M20/11 0.185s, n=138748, sd=8}
Qb2@d3 {+M17/90 0.164s, n=376884, sd=8}
96. Ke2@c2 {-M24/16 0.191s, n=224257, sd=14}
Qc1@d3 {+M13/126 0.175s, n=185810, sd=6}
97. Kf2@d1 {-M20/25 0.196s, n=363542, sd=9}
Nc3@g1 {+M9/129 0.416s, n=213160, sd=8}
98. Ke1@d1 {-M8/195 0.475s, n=394892, sd=9}
Kg4@f2 {+M5/195 0.378s, n=241695, sd=10, White disconnects} 0-1