[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.18"]
[Round "21"]
[White "WakWak-dev"]
[Black "WakWak-base"]
[Result "0-1"]
[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 "q1bk1rnb/2pppppp/1r3n2/p7/Pp6/4P1PP/1PPP1PR1/QRNNBK1B w Bf - 1 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:45"]
[GameStartTime "2026-09-18T07:36:28 +0000"]
[GameEndTime "2026-09-18T07:38:13 +0000"]
[PlyCount "180"]
[Termination "abandoned"]
[TimeControl "27.52+0.28"]

6. Nb3@d6 {-0.51/9 3.473s, n=3292783, sd=24}
e5@d4 {+0.56/9 2.866s, n=2552625, sd=25}
7. f4@f2 {-0.52/9 3.963s, n=3654083, sd=25}
d6@d7 {+0.58/9 1.536s, n=938041, sd=19}
8. Nf2@g1 {-0.52/8 0.846s, n=686782, sd=20}
exf4@b7 {+0.54/10 3.127s, n=2689201, sd=27}
9. exf4@g1 {-0.57/9 1.550s, n=1330748, sd=19}
Bb7@e4 {+0.65/10 3.389s, n=2718007, sd=23}
10. Kg1@a6 {-0.59/9 2.512s, n=1976387, sd=23}
Bxg2@d4 {+0.75/10 1.608s, n=1316704, sd=24}
11. Bxg2@a7 {-0.75/8 0.706s, n=547073, sd=22}
d5@c3 {+0.82/9 1.360s, n=1106878, sd=22}
12. d3@h6 {-0.90/7 0.839s, n=646758, sd=20}
Ne7@g4 {+0.90/9 1.724s, n=1440452, sd=24}
13. Nxa5@a7 {-1.03/8 1.213s, n=965034, sd=20}
Nf5@d2 {+1.20/9 1.397s, n=1132675, sd=23}
14. Ng4@a7 {-1.35/9 1.268s, n=1127994, sd=21}
Nxg4@f2 {+1.49/10 1.247s, n=1160069, sd=21}
15. hxg4@e3 {-1.17/9 0.683s, n=721876, sd=24}
Nd4@c3 {+0.96/10 1.754s, n=1754255, sd=21}
16. Qa2@a7 {-1.04/9 0.941s, n=763657, sd=21}
Nxc2@b3 {+0.96/9 0.972s, n=578891, sd=19}
17. Bf2@a6 {-0.64/9 1.211s, n=1043220, sd=19}
O-O@c1 {+0.69/9 1.037s, n=885750, sd=17}
18. Qb3@a7 {-0.59/9 0.864s, n=723990, sd=19}
Nd4@e3 {+0.57/9 0.702s, n=421188, sd=20}
19. Qxb4@b5 {-0.41/9 1.221s, n=865497, sd=20}
g6@c4 {+0.41/8 0.802s, n=443153, sd=21}
20. Qc5@e6 {-0.58/8 0.761s, n=704814, sd=20}
Ne2@f1 {+0.86/9 0.391s, n=288532, sd=19}
21. Kh2@a7 {-1.21/9 0.496s, n=491772, sd=19}
Bd4@e3 {+1.06/9 0.607s, n=523826, sd=19}
22. Qxc7@a7 {-1.26/9 0.453s, n=499752, sd=18}
Bxf2@c6 {+1.00/9 0.689s, n=610368, sd=18}
23. Qxb6@d4 {-1.29/9 0.460s, n=442869, sd=18}
Bxg3@f2 {+1.14/9 0.668s, n=414311, sd=16}
24. Kh1@b7 {-1.08/8 0.816s, n=504621, sd=17}
Nxf4@d4 {+1.27/9 0.724s, n=607457, sd=19}
25. Rd1@d2 {-1.23/7 0.498s, n=276965, sd=15}
Qc8@c6 {+1.29/9 1.559s, n=1142904, sd=17}
26. Bf3@c2 {-1.12/8 1.512s, n=995499, sd=17}
h5@c6 {+1.31/7 0.702s, n=442215, sd=15}
27. gxh5@d7 {-1.35/8 1.054s, n=759450, sd=17}
gxh5@c6 {+1.31/8 0.395s, n=284762, sd=15}
28. Kg1@h2 {-1.73/7 0.572s, n=332267, sd=15}
Qf5@c6 {+1.61/7 0.685s, n=395727, sd=15}
29. Qd4@h3 {-1.24/7 1.119s, n=511653, sd=16}
Rd8@c6 {+1.32/7 0.558s, n=360627, sd=15}
30. Nb7@e5 {-1.11/7 0.523s, n=318657, sd=15}
Rd7@c5 {+1.70/8 0.462s, n=354455, sd=17}
31. Na5@h3 {-1.76/8 0.589s, n=423930, sd=16}
h4@d2 {+1.43/8 0.520s, n=378197, sd=15}
32. Nc6@h3 {-1.44/7 0.449s, n=351502, sd=14}
Nxd3@d2 {+1.64/8 0.258s, n=188819, sd=15}
33. Qg4@e5 {-1.81/8 0.433s, n=317824, sd=14}
Qxg4@f2 {+1.64/11 0.453s, n=341676, sd=15}
34. Bxg4@g2 {-1.41/9 0.367s, n=325481, sd=16}
Nxb2@e6 {+1.68/10 0.504s, n=342524, sd=16}
35. Rd4@e7 {-1.77/9 0.563s, n=510181, sd=15}
Rb7@a5 {+1.92/9 0.210s, n=177245, sd=16}
36. Ne7@d7 {-2.01/8 0.732s, n=558179, sd=14}
Kf8@f5 {+1.93/9 0.284s, n=204588, sd=14}
37. Nxd5@c4 {-1.93/8 0.440s, n=259302, sd=14}
Nxa4@b4 {+1.87/9 0.695s, n=446676, sd=15}
38. Bf5@c5 {-1.85/7 0.444s, n=280278, sd=14}
Rb5@c4 {+1.97/8 0.486s, n=320207, sd=13}
39. Bd7@c6 {-2.14/7 0.425s, n=304532, sd=12}
Rc5@b5 {+2.43/9 1.144s, n=719110, sd=15}
40. Bh3@c4 {-2.28/7 0.391s, n=281176, sd=13}
Be5@b4 {+2.64/10 0.324s, n=256652, sd=14}
41. Rd3@d4 {-2.66/8 0.308s, n=196761, sd=12}
Nb2@c4 {+2.46/9 0.469s, n=416318, sd=14}
42. Rb3@d4 {-2.41/9 1.097s, n=787373, sd=17}
Nc4@b4 {+2.52/8 0.791s, n=533504, sd=16}
43. Nc3@d2 {-2.40/8 0.408s, n=227701, sd=14}
Nd6@c4 {+2.34/8 0.349s, n=265635, sd=12}
44. Ne2@c3 {-2.27/6 0.306s, n=173223, sd=12}
f5@d4 {+2.40/7 0.549s, n=266148, sd=12}
45. Kg2@c4 {-2.57/6 0.428s, n=188882, sd=12}
Ke7@d3 {+2.39/7 0.368s, n=188464, sd=12}
46. Rb8@c4 {-2.46/6 0.274s, n=141771, sd=13}
Ne4@g4 {+2.44/7 0.294s, n=149965, sd=14}
47. Rb6@c2 {-2.22/7 0.485s, n=299555, sd=14}
Kf6@c6 {+2.24/7 0.208s, n=106338, sd=11}
48. Kf3@g5 {-2.09/6 0.212s, n=79002, sd=11}
Rc2@c6 {+2.07/7 0.224s, n=82354, sd=13}
49. Ke3@g5 {-1.91/6 0.201s, n=78244, sd=11}
Bd6@f4 {+2.21/7 0.465s, n=177055, sd=13}
50. Bg2@c5 {-1.94/7 0.352s, n=146651, sd=13}
Ke5@f4 {+2.04/8 0.348s, n=177301, sd=15}
51. Rc6@c5 {-2.17/7 0.461s, n=189842, sd=15}
Kd5@c3 {+2.40/8 0.203s, n=97219, sd=12}
52. Bxe4@c5 {-2.10/11 0.851s, n=580608, sd=15}
fxe4@c3 {+2.15/9 0.154s, n=60635, sd=14}
53. Rc8@c5 {-2.18/9 0.240s, n=78804, sd=13}
Ke5@c3 {+1.96/9 0.165s, n=63380, sd=13}
54. Re8@c5 {-1.69/9 0.232s, n=130596, sd=12}
h3@e6 {+1.80/9 0.322s, n=138429, sd=13}
55. Nf4@h2 {-2.04/9 0.255s, n=147760, sd=15}
Kf5@e6 {+1.96/9 0.414s, n=183022, sd=13}
56. Nxh3@c5 {-1.70/8 0.231s, n=118216, sd=12}
Rh2@f2 {+2.23/9 0.190s, n=142136, sd=14}
57. Ng1@d4 {-1.87/9 0.161s, n=132068, sd=14}
Rg2@e2 {+1.83/9 0.297s, n=209873, sd=14}
58. Nh3@g3 {-3.47/9 0.280s, n=176256, sd=12}
Bc5@f2 {+3.42/11 0.502s, n=327680, sd=14}
59. Rxe4@d4 {-3.45/10 0.179s, n=131142, sd=13}
Rg3@d3 {+3.40/11 0.289s, n=209836, sd=14}
60. Kf2@d4 {-3.36/10 0.477s, n=266620, sd=13}
Rxh3@g3 {+3.40/9 0.424s, n=252928, sd=12}
61. Rc4@e3 {-3.35/7 0.169s, n=65128, sd=10}
Bd6@e4 {+3.42/8 0.287s, n=136192, sd=12}
62. Rc6@e5 {-3.37/7 0.574s, n=319095, sd=11}
Ke6@g2 {+3.42/7 0.280s, n=148480, sd=10}
63. Kf3@g3 {-3.30/7 0.419s, n=240320, sd=11}
Kd5@c7 {+3.51/7 0.280s, n=96256, sd=10}
64. Kg4@h2 {-3.05/7 0.259s, n=165024, sd=10}
Kxc6@f4 {+3.00/8 0.253s, n=132506, sd=9}
65. Kxh3@g4 {-2.99/10 0.295s, n=323640, sd=11}
Kd5@g5 {+2.97/10 0.209s, n=179438, sd=10}
66. Kh4@e5 {-3.19/10 0.157s, n=128455, sd=11}
Ke6@g6 {+3.02/9 0.217s, n=135619, sd=10}
67. Kg5@e5 {-3.37/11 0.179s, n=172811, sd=13}
Bc7@g3 {+3.21/11 0.324s, n=249917, sd=12}
68. Kg4@e5 {-3.47/10 0.284s, n=214458, sd=11}
Kf6@f4 {+3.39/12 0.319s, n=325604, sd=12}
69. Kf3@f5 {-3.46/10 0.172s, n=118765, sd=11}
Ke5@d3 {+3.39/11 0.168s, n=164015, sd=12}
70. Ke3@d6 {-3.48/11 0.413s, n=304056, sd=13}
Bb6@d3 {+3.52/12 0.217s, n=287429, sd=12}
71. Kd2@d4 {-3.50/11 0.455s, n=355020, sd=13}
Ke4@c3 {+3.54/12 0.230s, n=223680, sd=12}
72. Kc2@c5 {-3.54/10 0.180s, n=114281, sd=11}
Kd4@b3 {+3.58/12 0.171s, n=184878, sd=12}
73. Kd2@c7 {-3.60/10 0.146s, n=98542, sd=11}
Bc5@e2 {+3.62/12 0.131s, n=134497, sd=12}
74. Kc2@b4 {-3.62/12 0.168s, n=237818, sd=13}
Kc4@d2 {+3.62/13 0.158s, n=222922, sd=13}
75. Kd1@d3 {-3.67/13 0.268s, n=360138, sd=15}
Bb4@e2 {+3.62/12 0.269s, n=228518, sd=12}
76. Kc2@c3 {-3.95/13 0.432s, n=369390, sd=15}
Kd4@b3 {+3.76/12 0.172s, n=111996, sd=12}
77. Kd2@c3 {-3.82/16 0.692s, n=936960, sd=17}
Ke4@c2 {+3.67/13 0.150s, n=212655, sd=13}
78. Ke2@c3 {-4.32/17 0.555s, n=644096, sd=18}
Bc5@d2 {+3.70/13 0.267s, n=344016, sd=14}
79. Kf2@d4 {-4.32/16 0.463s, n=637952, sd=17}
Be7@e2 {+3.78/13 0.178s, n=223343, sd=14}
80. Kg3@g4 {-4.32/16 0.366s, n=415744, sd=16}
Bg5@f4 {+3.84/14 0.253s, n=368674, sd=14}
81. Kf2@e2 {-4.56/15 0.119s, n=61556, sd=16}
Bf4@g2 {+4.21/15 0.328s, n=451559, sd=15}
82. Ke2@e3 {-4.80/15 0.427s, n=429056, sd=16}
Bg3@d2 {+4.55/16 0.235s, n=277100, sd=16}
83. Kd1@d3 {-4.98/15 0.142s, n=132204, sd=16}
Ke3@c2 {+4.60/16 0.731s, n=762880, sd=17}
84. Kc1@d3 {-6.43/17 0.424s, n=471040, sd=18}
Be5@c2 {+5.52/17 0.580s, n=832512, sd=18}
85. Kb2@d4 {-6.53/17 0.288s, n=435200, sd=18}
Kd3@b3 {+M37/28 0.480s, n=351232, sd=30}
86. Kb1@c3 {-M32/18 0.258s, n=209629, sd=18}
Bd4@b3 {+M45/17 0.400s, n=389120, sd=18}
87. Kb2@c3 {-M40/17 0.232s, n=358646, sd=16}
Kc4@c2 {+M45/18 0.280s, n=247808, sd=20}
88. Kc1@c3 {-7.08/22 0.350s, n=440320, sd=22}
Kd3@b2 {+M41/19 0.280s, n=235520, sd=20}
89. Kb1@c3 {-7.18/21 0.280s, n=401408, sd=18}
Be3@b2 {+M41/17 0.280s, n=230400, sd=18}
90. Ka2@c2 {-M32/23 0.133s, n=201902, sd=18}
Kc3@a3 {+M41/20 0.280s, n=262144, sd=22}
91. Kb1@b3 {-7.31/25 0.423s, n=590848, sd=24}
Bd4@c1 {+M21/19 0.281s, n=245760, sd=20}
92. Ka2@c2 {-7.15/22 0.284s, n=384000, sd=20}
Bc5@b1 {+M17/43 0.279s, n=340992, sd=42}
93. Ka3@b4 {-7.21/77 0.280s, n=369664, sd=68}
Bd6@a4 {+M13/135 0.281s, n=192512, sd=10}
94. Ka2@e7 {-7.19/76 0.280s, n=362496, sd=66}
Bb4@b1 {+M9/206 0.280s, n=231424, sd=12}
95. Ka1@b3 {-M8/206 0.281s, n=204800, sd=13}
Kc2@a2 {+M5/208 0.279s, n=236544, sd=12, White disconnects} 0-1