MattBench MattBench Event details n9x.co

Event details

[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "42"]
[White "WakWak-base"]
[Black "WakWak-dev"]
[Result "1-0"]
[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 "rnbqkb1r/ppp2pp1/4p2n/3p3p/4PB2/PP1P4/2P2PPP/RK1BQRNN w FAha - 0 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:43"]
[GameStartTime "2026-09-17T13:55:58 +0000"]
[GameEndTime "2026-09-17T13:57:42 +0000"]
[PlyCount "125"]
[Termination "abandoned"]
[TimeControl "32.35+0.32"]

6. exd5@d7 {+1.14/10 5.281s, n=4709631, sd=24}
Ng4@f3 {-1.04/9 3.483s, n=3106733, sd=22}
7. h3@g3 {+1.14/10 2.063s, n=1876145, sd=20}
Nf6@d7 {-1.25/10 3.640s, n=3291697, sd=22}
8. dxe6@f3 {+1.10/10 2.211s, n=1530197, sd=22}
Bxe6@e2 {-1.20/9 2.634s, n=1672557, sd=24}
9. Ng3@e4 {+1.12/9 1.616s, n=1006559, sd=22}
Bxa3@a2 {-1.06/8 4.536s, n=3362848, sd=23}
10. Bxh5@h6 {+0.98/9 1.846s, n=1347784, sd=20}
Be7@f3 {-0.80/8 1.686s, n=1191169, sd=20}
11. Bg4@f5 {+0.85/9 1.495s, n=1261109, sd=17}
Nxg4@a2 {-0.77/9 2.000s, n=1736777, sd=21}
12. hxg4@f5 {+0.79/9 1.446s, n=914058, sd=21}
Nc6@f3 {-0.85/8 1.442s, n=1135305, sd=18}
13. g5@h7 {+0.79/9 2.176s, n=1808462, sd=20}
Qd7@f3 {-0.75/7 1.969s, n=1516112, sd=19}
14. Qe4@h7 {+0.95/8 1.449s, n=1100231, sd=19}
O-O-O@f3 {-0.70/7 0.941s, n=715271, sd=21}
15. N1e2@h7 {+0.77/8 1.039s, n=829159, sd=23}
Bd5@d6 {-0.68/8 1.542s, n=1265146, sd=21}
16. Qf3@e4 {+0.80/9 0.998s, n=858762, sd=22}
Qe6@c3 {-0.83/8 1.128s, n=964353, sd=22}
17. O-O@e4 {+0.93/9 3.527s, n=2796777, sd=24}
Rhe8@c3 {-0.89/7 1.151s, n=944514, sd=20}
18. Qh5@g6 {+1.02/9 1.230s, n=955111, sd=22}
Nb4@c3 {-1.18/7 1.020s, n=733139, sd=22}
19. Nd4@d6 {+1.06/8 3.788s, n=3200000, sd=23}
Qg6@a2 {-1.02/8 0.681s, n=496599, sd=22}
20. Qxg6@e4 {+0.97/8 0.805s, n=542692, sd=19}
fxg6@c5 {-0.73/8 1.270s, n=996782, sd=19}
21. Ne4@d6 {+1.06/8 1.046s, n=598845, sd=20}
Bxe4@f3 {-0.78/8 0.585s, n=477752, sd=18}
22. dxe4@d6 {+0.92/8 0.492s, n=237682, sd=18}
c5@e6 {-0.91/8 0.709s, n=445499, sd=15}
23. c3@d6 {+0.67/10 0.893s, n=714545, sd=19}
Nd3@e6 {-0.64/8 0.558s, n=337986, sd=19}
24. Ne2@f6 {+0.67/9 0.598s, n=404091, sd=19}
a6@d2 {-0.70/7 0.802s, n=525102, sd=18}
25. Be3@f4 {+0.91/9 0.675s, n=507725, sd=18}
Ne5@f6 {-0.83/8 1.950s, n=1360430, sd=18}
26. Bxc5@d6 {+0.87/8 0.810s, n=530091, sd=17}
Bxg5@d4 {-0.88/7 0.441s, n=261689, sd=16}
27. Rad1@d3 {+0.80/8 0.729s, n=464406, sd=18}
Ng4@d4 {-0.72/7 0.563s, n=403527, sd=15}
28. Rfe1@e5 {+0.66/8 0.848s, n=375288, sd=17}
Kc7@d4 {-0.77/7 0.769s, n=468476, sd=18}
29. f3@e3 {+0.61/7 0.422s, n=236135, sd=16}
Rxd1@d4 {-0.86/8 0.763s, n=423188, sd=15}
30. Rxd1@e3 {+0.76/8 0.323s, n=172262, sd=14}
Nh6@d4 {-0.97/8 1.239s, n=625039, sd=16}
31. Kf2@b6 {+0.89/7 0.381s, n=225143, sd=12}
Nf7@d4 {-0.97/6 0.526s, n=182299, sd=12}
32. Kg3@e3 {+0.92/7 0.342s, n=218864, sd=12}
b6@d4 {-0.95/7 0.448s, n=272747, sd=15}
33. Bb4@a5 {+0.91/9 0.556s, n=357562, sd=17}
Bf6@f4 {-0.85/8 1.251s, n=771072, sd=17}
34. Rd5@a5 {+1.05/8 1.152s, n=690176, sd=16}
g5@d4 {-0.99/7 0.687s, n=388316, sd=15}
35. Kf2@a5 {+0.91/6 0.285s, n=164152, sd=15}
Re5@d4 {-0.85/7 0.256s, n=158604, sd=16}
36. c4@a5 {+0.87/9 0.470s, n=278783, sd=14}
Rxd5@c5 {-0.96/8 0.536s, n=348072, sd=16}
37. exd5@a5 {+1.03/9 0.716s, n=445761, sd=15}
Nd6@d4 {-1.07/8 0.718s, n=401047, sd=14}
38. c5@a5 {+1.00/9 0.346s, n=240859, sd=14}
bxc5@d4 {-1.02/8 0.274s, n=145733, sd=13}
39. Bxc5@a5 {+1.06/8 0.696s, n=332800, sd=14}
Be5@d4 {-1.02/7 0.248s, n=129226, sd=13}
40. g3@d7 {+1.10/8 0.494s, n=252672, sd=13}
Nf5@g4 {-0.97/7 0.266s, n=148175, sd=12}
41. f4@d6 {+1.11/8 0.515s, n=221184, sd=14}
gxf4@d4 {-1.04/9 0.387s, n=220927, sd=15}
42. Nxf4@g6 {+0.94/9 0.277s, n=143685, sd=13}
Bxf4@g4 {-1.06/8 0.223s, n=112054, sd=11}
43. gxf4@e7 {+1.18/10 0.396s, n=194870, sd=14}
a5@e4 {-1.09/9 0.654s, n=355875, sd=13}
44. Kf3@d7 {+1.12/9 0.350s, n=188416, sd=14}
g6@e4 {-1.14/9 0.302s, n=153470, sd=13}
45. Ke2@d6 {+1.17/9 0.319s, n=134144, sd=14}
Kd7@d3 {-1.27/9 0.296s, n=138489, sd=14}
46. Kf3@c7 {+1.27/9 0.322s, n=149504, sd=14}
Ne7@e4 {-1.40/9 0.383s, n=188948, sd=13}
47. Bxe7@e3 {+1.43/11 0.247s, n=165769, sd=14}
Kxe7@d6 {-1.63/11 0.208s, n=140068, sd=15}
48. Ke3@e6 {+1.50/12 0.199s, n=117282, sd=14}
Kd7@e4 {-1.56/12 0.335s, n=215260, sd=16}
49. Kd4@d6 {+1.55/13 0.329s, n=208774, sd=17}
Kc7@c5 {-1.87/12 0.220s, n=157539, sd=16}
50. Ke5@d6 {+2.06/13 0.281s, n=170155, sd=15}
Kb6@b5 {-1.77/12 0.216s, n=121873, sd=14}
51. Kf6@c5 {+2.02/13 0.416s, n=225552, sd=16}
Kc7@d6 {-2.30/12 0.250s, n=140945, sd=16}
52. Ke7@b6 {+2.37/14 0.236s, n=161354, sd=16}
Kb7@d7 {-2.84/12 0.267s, n=147099, sd=15}
53. d6@b6 {+2.55/15 0.317s, n=259980, sd=17}
Kc6@d7 {-2.41/13 0.247s, n=104072, sd=15}
54. Ke6@c5 {+2.64/16 0.358s, n=328663, sd=18}
Kb6@d5 {-2.44/14 0.349s, n=290649, sd=17}
55. d7@c7 {+2.15/15 0.454s, n=240619, sd=18}
Kc6@d8 {-2.35/13 0.237s, n=100579, sd=16}
56. Ke7@c7 {+2.60/15 0.188s, n=133662, sd=17}
Kd5@d8 {-2.43/13 0.288s, n=168842, sd=16}
57. Kf6@d6 {+3.07/15 0.191s, n=157569, sd=17}
Ke4@d8 {-2.70/13 0.293s, n=188013, sd=16}
58. Kxg6@d6 {+3.46/15 0.231s, n=145110, sd=17}
Kxf4@d8 {-3.01/15 0.442s, n=418359, sd=18}
59. Kf6@e4 {+3.44/16 0.215s, n=213580, sd=18}
Ke3@d8 {-3.42/15 0.284s, n=177062, sd=18}
60. Ke5@d3 {+3.44/17 0.349s, n=311584, sd=18}
Kd2@d8 {-3.87/14 0.266s, n=140955, sd=16}
61. Kd4@e2 {+5.44/16 0.260s, n=153180, sd=19}
Kc1@d8 {-7.27/13 0.775s, n=455680, sd=18}
62. Kc3@d1 {+8.79/15 0.261s, n=137079, sd=18}
Kb1@d8 {-10.52/13 0.331s, n=176690, sd=16}
63. Kd2@b2 {+8.79/13 0.622s, n=381952, sd=16}
Ka2@d8 {-5.14/11 0.262s, n=154093, sd=13}
64. Kc2@a3 {+M21/17 0.206s, n=218341, sd=17}
Ka1@a2 {-M28/23 0.209s, n=436411, sd=13}
65. d8=Q@a4 {+M17/137 0.283s, n=380285, sd=14}
Ka2@c7 {-M16/134 0.297s, n=317776, sd=14}
66. Qd5@a3 {+M13/136 0.245s, n=144012, sd=15}
a4@a1 {-M12/133 0.283s, n=356782, sd=15}
67. bxa4@a3 {+M9/133 0.315s, n=247568, sd=12}
Ka1@a2 {-M8/200 0.258s, n=216702, sd=13}
68. Kb3@b1 {+M5/199 0.259s, n=212311, sd=12, Black disconnects} 1-0