MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "34"]
[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 "nrn1q1br/pp1p1pkp/2p1P3/b5p1/3P4/8/1PP1P1PP/RKNRBNQB b DA - 0 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:02:01"]
[GameStartTime "2026-09-17T13:50:29 +0000"]
[GameEndTime "2026-09-17T13:52:30 +0000"]
[PlyCount "179"]
[Termination "abandoned"]
[TimeControl "32.35+0.32"]

6... Bxe1@g3 {-0.92/11 2.060s, n=1876926, sd=22}
7. exf7@d6 {+0.99/10 3.601s, n=3035558, sd=23}
Bxf7@g3 {-1.05/11 4.383s, n=2978100, sd=20}
8. Rxe1@d6 {+1.07/9 2.045s, n=1425395, sd=19}
Nc7@d3 {-0.91/10 2.388s, n=1805072, sd=20}
9. Ng3@e6 {+0.92/8 2.464s, n=1499382, sd=21}
Nd6@a4 {-1.01/9 1.659s, n=1176752, sd=20}
10. e4@e6 {+1.13/8 3.163s, n=2403374, sd=18}
Bg6@f2 {-0.94/9 3.801s, n=2752522, sd=20}
11. e5@b5 {+1.15/9 2.191s, n=1517124, sd=18}
Nc4@f2 {-1.09/10 3.150s, n=2404681, sd=19}
12. b3@d2 {+1.25/9 2.138s, n=1564680, sd=19}
Nb6@d3 {-1.26/10 4.163s, n=3259579, sd=27}
13. Nce2@f7 {+1.07/7 1.113s, n=643560, sd=20}
a6@e4 {-0.95/10 2.078s, n=1565706, sd=23}
14. Qf2@e6 {+0.87/7 1.159s, n=628241, sd=16}
Qf7@f5 {-0.74/9 0.769s, n=396706, sd=21}
15. O-O-O@f6 {+0.74/8 2.460s, n=1515458, sd=21}
d5@d6 {-0.41/9 2.382s, n=1607497, sd=20}
16. Ng1@f3 {+0.47/8 1.069s, n=671027, sd=18}
Ne6@g4 {-0.33/9 1.535s, n=1213126, sd=19}
17. Nf3@h4 {+0.32/8 1.847s, n=1329764, sd=20}
Rhe8@h3 {+0.02/8 0.672s, n=504445, sd=21}
18. Ne2@g4 {+0.19/8 2.006s, n=1360414, sd=20}
Rbd8@h3 {-0.11/8 0.726s, n=374436, sd=17}
19. g4@g2 {+0.26/8 3.274s, n=2581621, sd=26}
h5@h3 {-0.29/9 1.263s, n=812781, sd=22}
20. gxh5@g2 {+0.39/8 0.759s, n=453585, sd=25}
Bxh5@g4 {-0.30/9 0.935s, n=571888, sd=21}
21. Bg2@g3 {+0.40/7 0.637s, n=369543, sd=20}
Qg6@g4 {-0.32/8 0.906s, n=454510, sd=19}
22. h3@f4 {+0.34/7 0.769s, n=506599, sd=19}
c5@g4 {-0.32/8 1.944s, n=1300480, sd=23}
23. dxc5@d4 {+0.62/8 0.637s, n=378528, sd=19}
Nxc5@e3 {-0.52/9 0.740s, n=513974, sd=20}
24. Ng3@e4 {+0.69/7 0.597s, n=387700, sd=19}
Bxf3@g4 {-0.50/8 1.263s, n=746496, sd=22}
25. Bxf3@e6 {+0.79/8 0.778s, n=510434, sd=17}
Ncd7@g4 {-1.02/8 0.487s, n=345764, sd=19}
26. Qd4@e6 {+0.95/8 0.474s, n=403302, sd=18}
Qf7@f5 {-0.77/7 0.279s, n=188565, sd=20}
27. Bh5@f4 {+0.97/8 0.886s, n=648387, sd=18}
Kg8@g6 {-1.27/7 0.426s, n=241616, sd=17}
28. e6@e7 {+1.34/8 0.602s, n=456903, sd=17}
Qxe6@e4 {-0.77/9 0.641s, n=406641, sd=18}
29. Bxe8@g6 {+1.01/8 0.747s, n=530605, sd=18}
Rxe8@e4 {-0.91/8 0.505s, n=271442, sd=18}
30. Qe3@e5 {+0.97/7 0.869s, n=433350, sd=16}
Qg6@e6 {-1.11/7 0.253s, n=109972, sd=14}
31. Qf3@e5 {+1.14/7 0.572s, n=331167, sd=15}
Kh7@e6 {-1.13/7 0.284s, n=184299, sd=14}
32. Qf2@e3 {+1.05/6 0.474s, n=266663, sd=15}
Re5@e4 {-0.95/7 0.368s, n=161180, sd=14}
33. Qd4@e6 {+0.85/7 1.181s, n=644954, sd=17}
Qh6@e4 {-1.06/7 0.493s, n=318353, sd=14}
34. Kb1@h4 {+0.90/6 0.348s, n=159007, sd=13}
Qe6@e4 {-0.93/7 0.402s, n=146160, sd=14}
35. Rf1@g4 {+0.93/7 0.498s, n=304224, sd=17}
Kg8@f5 {-0.89/7 0.420s, n=237540, sd=16}
36. Rf2@g4 {+0.93/6 1.169s, n=553984, sd=15}
Kh7@e4 {-0.95/6 0.464s, n=216809, sd=16}
37. c3@f5 {+0.92/5 0.317s, n=105015, sd=14}
Kg8@f4 {-0.91/6 0.215s, n=126794, sd=15}
38. Kc1@f5 {+0.79/6 0.549s, n=280532, sd=15}
Nf6@c5 {-0.87/5 0.249s, n=80851, sd=15}
39. Kb1@d7 {+0.75/5 0.237s, n=111199, sd=15}
Ne4@c5 {-0.88/7 0.244s, n=115810, sd=15}
40. Rf3@d7 {+0.65/7 0.443s, n=337849, sd=17}
Nd6@c5 {-0.90/6 0.474s, n=179931, sd=15}
41. Re3@e4 {+0.75/5 0.251s, n=79437, sd=12}
Nd7@h5 {-0.49/7 0.235s, n=106102, sd=14}
42. Qg4@e4 {+0.49/6 0.296s, n=186955, sd=16}
Qg6@f5 {-0.58/7 0.235s, n=144287, sd=14}
43. Qh5@e4 {+0.45/7 0.250s, n=133869, sd=15}
Qxh5@d2 {-0.43/9 0.239s, n=143253, sd=15}
44. Nxh5@e4 {+0.50/8 0.299s, n=176882, sd=15}
Kf7@d2 {-0.61/9 0.522s, n=256475, sd=15}
45. Ng3@e4 {+0.61/7 0.314s, n=146477, sd=12}
Ke6@c2 {-0.57/8 0.428s, n=227164, sd=15}
46. Rf3@e4 {+0.57/7 0.368s, n=213794, sd=14}
Nf5@f4 {-0.56/7 0.529s, n=130444, sd=14}
47. Kc2@e4 {+0.54/7 0.464s, n=302807, sd=14}
Nd6@e3 {-0.60/7 0.367s, n=109832, sd=13}
48. Rdf1@e4 {+0.61/6 0.404s, n=193444, sd=13}
Ke7@e3 {-0.64/6 0.264s, n=86384, sd=12}
49. Ne2@e4 {+0.55/6 0.486s, n=228470, sd=13}
Nf5@d4 {-0.60/7 0.314s, n=102117, sd=12}
50. Rg1@e4 {+0.62/6 0.423s, n=147722, sd=12}
Nc5@g4 {-0.63/7 0.227s, n=104435, sd=12}
51. Nd4@e4 {+0.59/7 0.368s, n=188426, sd=15}
Ne6@f4 {-0.64/8 0.224s, n=99235, sd=12}
52. Nxe6@e4 {+0.61/8 0.412s, n=181169, sd=14}
Kxe6@g3 {-0.69/8 0.317s, n=121635, sd=11}
53. Kd3@e4 {+0.64/7 0.323s, n=126860, sd=13}
Kf6@g4 {-0.71/7 0.294s, n=130054, sd=12}
54. b4@e4 {+0.67/7 0.425s, n=161759, sd=13}
Re8@f2 {-0.59/6 0.575s, n=237568, sd=12}
55. Rg4@e4 {+0.72/6 0.231s, n=102344, sd=11}
Re5@c4 {-0.66/7 0.405s, n=196883, sd=13}
56. Rf1@e4 {+0.57/7 0.490s, n=259054, sd=15}
Nd6@f2 {-0.69/6 0.426s, n=174080, sd=14}
57. h4@e4 {+0.86/8 0.528s, n=269815, sd=14}
gxh4@f5 {-0.95/7 0.319s, n=115712, sd=12}
58. Rxh4@g5 {+0.92/8 0.448s, n=212001, sd=13}
Nf5@h5 {-0.91/7 0.320s, n=99328, sd=12}
59. Rg4@e4 {+0.92/7 0.408s, n=185344, sd=13}
Re8@f4 {-0.94/6 0.321s, n=104448, sd=12}
60. Rfg1@e4 {+0.86/6 0.322s, n=100352, sd=11}
Kf7@g5 {-0.94/6 0.196s, n=47697, sd=10}
61. Rh1@e4 {+0.92/6 0.320s, n=94208, sd=13}
Re6@h5 {-0.97/7 0.307s, n=126153, sd=13}
62. Rg5@e5 {+1.07/7 0.319s, n=113664, sd=11}
Kf6@g6 {-1.07/7 0.222s, n=55621, sd=11}
63. Rgg1@e5 {+1.02/7 0.301s, n=84157, sd=12}
Re8@h5 {-1.18/7 0.238s, n=87222, sd=10}
64. Re1@e4 {+0.98/6 0.214s, n=63951, sd=10}
Re5@h5 {-1.06/7 0.427s, n=170816, sd=12}
65. Rh3@e4 {+0.84/6 0.297s, n=85111, sd=11}
Ke6@h5 {-0.98/7 0.500s, n=221184, sd=14}
66. Rg1@e4 {+0.84/6 0.225s, n=103382, sd=11}
Kf7@h5 {-0.92/7 0.350s, n=146432, sd=13}
67. Rg2@e4 {+1.10/6 0.423s, n=143162, sd=11}
Nd6@h5 {-1.00/7 0.318s, n=113278, sd=11}
68. Kd4@e4 {+1.09/6 0.232s, n=75145, sd=11}
Ke6@g6 {-0.98/7 0.195s, n=52707, sd=12}
69. Kc5@e4 {+0.72/7 0.500s, n=157140, sd=13}
Nc4@h5 {-0.68/7 0.448s, n=149504, sd=12}
70. Rg7@e4 {+0.67/7 0.184s, n=62930, sd=11}
b6@c6 {-0.62/8 0.318s, n=106496, sd=13}
71. Kd4@e4 {+0.39/7 0.189s, n=40487, sd=11}
a5@f6 {-0.40/8 0.259s, n=96497, sd=12}
72. Rh8@e4 {+0.42/7 0.297s, n=77058, sd=12}
a4@e7 {-0.29/8 0.223s, n=79164, sd=12}
73. Rg6@a3 {0.00/7 0.315s, n=74850, sd=11}
Re4@f6 {-0.01/9 0.249s, n=117142, sd=15}
74. Kd3@e5 {-0.41/8 0.285s, n=84904, sd=12}
a3@f6 {+0.36/8 0.312s, n=127856, sd=13}
75. Kc2@a2 {-0.22/7 0.212s, n=78327, sd=12}
Kf5@g7 {+0.15/7 0.302s, n=108530, sd=13}
76. Rc6@a2 {-0.37/7 0.262s, n=117295, sd=13}
Re2@c1 {+0.33/7 0.248s, n=120462, sd=12}
77. Kb3@c2 {-0.29/6 0.306s, n=69272, sd=11}
Ke4@b5 {+0.64/8 0.495s, n=218155, sd=14}
78. Rd8@c2 {-0.34/6 0.328s, n=104189, sd=11}
Rd2@b5 {+0.48/8 0.200s, n=96370, sd=12}
79. Rcc8@c2 {-0.49/7 0.335s, n=121567, sd=13}
b5@c5 {+0.51/8 0.252s, n=115286, sd=11}
80. Ka2@c2 {-0.55/7 0.219s, n=99764, sd=13}
Ke3@c5 {+0.33/7 0.202s, n=90510, sd=12}
81. Rb8@c2 {-0.26/8 0.423s, n=218409, sd=14}
Kf4@b6 {+0.13/8 0.279s, n=149437, sd=12}
82. Kb1@c2 {-0.15/8 0.414s, n=213555, sd=14}
Ke4@b6 {+0.09/8 0.292s, n=152819, sd=12}
83. Rb7@c2 {-0.21/7 0.229s, n=115096, sd=13}
Kd3@c5 {+0.21/8 0.431s, n=210873, sd=12}
84. Rxb5@d4 {-0.81/8 0.230s, n=128653, sd=14}
Kxc3@a2 {+0.92/9 0.533s, n=323510, sd=15}
85. Rd7@d4 {-1.10/8 0.367s, n=136993, sd=14}
Kb3@a2 {+2.14/9 0.190s, n=116112, sd=14}
86. Rb8@a1 {-2.07/8 0.212s, n=103354, sd=12}
Rd1@c1 {+2.54/9 0.300s, n=148546, sd=16}
87. Ka1@b1 {-3.02/9 0.244s, n=119866, sd=14}
d4@b5 {+2.86/8 0.209s, n=46687, sd=13}
88. Rf7@b1 {-2.47/8 0.233s, n=110432, sd=13}
d3@b5 {+2.99/8 0.205s, n=66243, sd=14}
89. Rf3@c1 {-2.79/8 0.219s, n=42685, sd=13}
a2@a8 {+2.83/8 0.240s, n=87386, sd=12}
90. Rc8@c1 {-4.04/7 0.317s, n=64899, sd=14}
Na3@c5 {+8.26/8 0.242s, n=91815, sd=15}
91. Rf2@c1 {-12.29/15 0.279s, n=265803, sd=15}
d2@c3 {+17.57/12 0.325s, n=142639, sd=16}
92. Rxd2@c1 {-M20/22 0.237s, n=237150, sd=9}
Rxd2@c2 {+M17/21 0.672s, n=338944, sd=26}
93. Rc3@b2 {-9.96/28 0.784s, n=1185792, sd=20}
Kxc3@d3 {+M13/133 0.200s, n=120402, sd=11}
94. Kxa2@b2 {-M12/133 0.312s, n=146374, sd=11}
Kxb4@c2 {+M9/134 0.413s, n=225076, sd=11}
95. Ka1@b3 {-M8/201 0.249s, n=142462, sd=11}
Kc3@a2 {+M5/201 0.263s, n=175118, sd=10, White disconnects} 0-1