[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.20"]
[Round "672"]
[White "WakWak-dev"]
[Black "WakWak-base"]
[Result "0-1"]
[EngineWhiteName "wakwak v0.10.0"]
[EngineWhiteAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[EngineBlackName "wakwak v0.10.0"]
[EngineBlackAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[SetUp "1"]
[FEN "bqrn1rkb/pp1pppp1/6n1/7p/2p1N3/6PP/PPPPPPN1/QRK2RBB w FB - 0 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:00:54"]
[GameStartTime "2026-09-20T08:15:36 +0000"]
[GameEndTime "2026-09-20T08:16:31 +0000"]
[PlyCount "228"]
[Termination "abandoned"]
[TimeControl "12.71+0.13"]

6. Ne3@e6 {+0.01/9 0.623s, n=906522, sd=25}
f5@f4 {+0.08/9 0.505s, n=744760, sd=19}
7. Nc3@e6 {+0.03/10 0.840s, n=1322658, sd=20}
f4@g2 {-0.13/10 0.316s, n=462503, sd=22}
8. gxf4@f7 {+0.12/9 0.343s, n=470309, sd=21}
Nxf4@e6 {-0.14/10 1.144s, n=1545043, sd=20}
9. Bh2@c6 {+0.10/8 0.295s, n=400506, sd=20}
Nde6@g3 {-0.21/9 0.526s, n=700310, sd=21}
10. Ned5@c7 {0.00/9 1.243s, n=1585438, sd=22}
Rce8@g3 {-0.27/9 0.372s, n=526639, sd=22}
11. e3@c7 {+0.29/10 1.202s, n=1685846, sd=20}
Nxh3@f4 {-0.24/10 0.432s, n=632616, sd=21}
12. Bg3@g2 {+0.34/9 0.394s, n=606802, sd=22}
Neg5@f4 {+0.01/10 0.432s, n=616928, sd=20}
13. Bg2@e6 {+0.19/9 0.328s, n=480531, sd=20}
h4@f4 {+0.22/11 0.354s, n=494616, sd=21}
14. Bxh4@e6 {-0.40/11 0.477s, n=682273, sd=20}
Qh2@g3 {+0.53/11 0.297s, n=430252, sd=20}
15. Bxh3@g2 {-0.38/10 0.247s, n=336197, sd=17}
Nxh3@g3 {+0.47/10 0.240s, n=322431, sd=19}
16. Bxe7@f7 {-0.43/9 0.197s, n=209124, sd=17}
Qg2@e1 {+1.95/12 0.281s, n=365419, sd=21}
17. Bxf8@e7 {-1.74/10 0.226s, n=252913, sd=17}
Kxf8@e1 {+2.01/12 0.547s, n=741374, sd=21}
18. Nc7@f4 {-1.42/10 0.203s, n=188042, sd=16}
Rc8@e1 {+3.02/12 0.700s, n=867823, sd=20}
19. Nxa8@d1 {-3.03/9 0.261s, n=252571, sd=17}
Qxf1@e1 {+3.27/12 0.376s, n=499354, sd=18}
20. f4@d1 {-3.27/11 0.800s, n=970498, sd=18}
Nf2@b3 {+3.30/11 0.306s, n=370300, sd=18}
21. Nd1@e1 {-3.26/10 0.308s, n=270655, sd=21}
Nxd1@g3 {+3.20/11 0.401s, n=447671, sd=20}
22. Kxd1@e1 {-3.36/10 0.307s, n=391882, sd=18}
b5@c3 {+3.49/11 0.922s, n=1134338, sd=18}
23. Kc1@e1 {-3.57/10 0.505s, n=575833, sd=20}
Rxa8@c3 {+3.72/11 0.260s, n=513768, sd=17}
24. b3@e1 {-3.72/11 0.857s, n=1029496, sd=20}
g5@b2 {+3.73/11 0.198s, n=361444, sd=19}
25. c3@e1 {-3.79/10 0.178s, n=195334, sd=18}
gxf4@b2 {+3.72/11 0.255s, n=381215, sd=18}
26. exf4@e1 {-3.78/9 0.149s, n=183346, sd=19}
Qxf4@a3 {+3.69/10 0.418s, n=437864, sd=16}
27. bxc4@b2 {-3.66/9 1.005s, n=1025723, sd=18}
bxc4@b4 {+3.67/9 0.375s, n=394277, sd=15}
28. Qb2@g7 {-3.60/8 0.167s, n=158225, sd=15}
Qf1@b4 {+3.48/9 0.695s, n=581455, sd=17}
29. Qc2@e1 {-3.42/8 0.338s, n=280788, sd=15}
Be5@e4 {+3.47/9 1.387s, n=1140560, sd=16}
30. Qd1@e1 {-3.44/7 0.242s, n=231741, sd=16}
Qd3@e2 {+3.24/8 0.162s, n=161043, sd=13}
31. Qh1@b7 {-3.32/7 0.500s, n=506374, sd=13}
Kg7@g2 {+3.14/9 0.537s, n=543683, sd=15}
32. Rb7@c7 {-3.05/7 0.199s, n=141888, sd=13}
Bf4@e3 {+2.85/10 0.417s, n=393895, sd=16}
33. Qd1@c7 {-2.99/7 0.120s, n=85873, sd=13}
Qd5@d6 {+2.92/10 0.208s, n=196759, sd=15}
34. Rc7@e5 {-2.84/7 0.118s, n=104413, sd=11}
Kf6@d6 {+2.76/10 0.250s, n=288396, sd=16}
35. Rc8@b8 {-2.99/9 0.195s, n=194013, sd=15}
Qb7@c7 {+2.88/10 0.189s, n=229029, sd=15}
36. Rf8@b8 {-2.93/8 0.198s, n=206645, sd=15}
Kg5@g1 {+2.93/10 0.402s, n=389486, sd=15}
37. Rd8@c8 {-3.14/7 0.113s, n=125662, sd=13}
d6@d7 {+2.81/9 0.161s, n=176065, sd=15}
38. Qe2@b8 {-3.07/8 0.440s, n=463525, sd=14}
Be5@d3 {+2.87/8 0.115s, n=140841, sd=13}
39. Rg8@b8 {-2.80/8 0.138s, n=161453, sd=13}
Kh6@d3 {+2.76/10 0.256s, n=301757, sd=14}
40. Qg4@b8 {-2.57/8 0.104s, n=130508, sd=13}
Kh7@g7 {+2.73/10 0.292s, n=333901, sd=15}
41. Qd7@c7 {-2.48/9 0.153s, n=162410, sd=15}
Qh1@g7 {+2.43/10 0.085s, n=102952, sd=13}
42. Rxa8@e1 {-2.47/10 0.175s, n=202753, sd=15}
Qxa8@f7 {+2.58/9 0.091s, n=97406, sd=14}
43. Qb5@d5 {-2.36/9 0.128s, n=149264, sd=14}
Qg8@f7 {+2.38/9 0.192s, n=205662, sd=14}
44. Qxc4@d5 {-2.22/8 0.144s, n=156603, sd=13}
Qg1@e6 {+2.31/8 0.149s, n=146358, sd=13}
45. Kc2@e1 {-2.20/7 0.107s, n=80943, sd=12}
Qg6@b5 {+2.11/8 0.101s, n=104729, sd=12}
46. Qe4@f5 {-2.13/8 0.449s, n=401540, sd=14}
a5@d4 {+2.26/10 0.341s, n=391783, sd=14}
47. a4@f5 {-2.15/8 0.353s, n=395361, sd=15}
Kg7@d5 {+2.19/10 0.556s, n=615576, sd=15}
48. d4@f5 {-2.19/8 0.231s, n=239369, sd=13}
Bg3@d5 {+2.03/9 0.265s, n=260880, sd=14}
49. Kd3@f5 {-2.05/8 0.161s, n=116427, sd=13}
Qh5@e5 {+1.84/9 0.348s, n=269546, sd=14}
50. Kc4@f3 {-1.77/9 0.331s, n=333816, sd=15}
Kf6@g4 {+1.83/10 0.519s, n=449383, sd=15}
51. Kd5@e5 {-1.52/9 0.324s, n=292599, sd=14}
Ke7@e6 {+1.69/8 0.152s, n=90392, sd=12}
52. Kc6@g5 {-1.23/9 0.186s, n=181145, sd=14}
Qd1@e5 {+1.38/8 0.070s, n=49591, sd=11}
53. Kb5@d2 {-1.30/9 0.173s, n=177957, sd=14}
Qb3@e5 {+1.60/9 0.068s, n=78999, sd=13}
54. Kxa5@b4 {-1.72/8 0.152s, n=133786, sd=13}
Qxc3@e5 {+1.75/8 0.111s, n=96444, sd=12}
55. Kb5@b3 {-1.85/7 0.112s, n=96488, sd=12}
Kd7@d5 {+1.89/8 0.125s, n=109899, sd=13}
56. a5@c4 {-1.88/7 0.080s, n=78142, sd=11}
Qb3@b4 {+2.05/10 0.154s, n=141042, sd=14}
57. Kb6@b5 {-2.33/7 0.121s, n=102995, sd=12}
d5@f5 {+2.25/9 0.074s, n=66901, sd=13}
58. Qg4@b4 {-1.92/9 0.124s, n=100911, sd=12}
Bc7@f5 {+2.35/10 0.075s, n=64125, sd=14}
59. Kc5@c4 {-2.27/9 0.202s, n=174355, sd=13}
Bxa5@e6 {+2.32/9 0.129s, n=88620, sd=13}
60. Kxd5@c4 {-2.12/9 0.197s, n=155852, sd=13}
Bb4@e6 {+2.32/9 0.331s, n=238980, sd=12}
61. Qg7@c4 {-2.05/7 0.179s, n=124892, sd=11}
Be7@e5 {+2.28/9 0.368s, n=287028, sd=12}
62. Qf7@c4 {-2.06/9 0.243s, n=166026, sd=13}
Qg3@e6 {+2.18/8 0.165s, n=83377, sd=12}
63. Qf5@d6 {-2.12/7 0.134s, n=104607, sd=11}
Qg2@e6 {+2.18/7 0.074s, n=56433, sd=10}
64. Ke5@e4 {-1.77/9 0.426s, n=326279, sd=13}
Kc6@e6 {+2.25/9 0.109s, n=84204, sd=11}
65. d5@f3 {-2.14/8 0.247s, n=182692, sd=13}
Kc5@e6 {+2.79/9 0.120s, n=94971, sd=13}
66. Ke4@f3 {-2.88/9 0.252s, n=201358, sd=13}
Bd6@e6 {+2.68/9 0.132s, n=108302, sd=13}
67. Kd3@f3 {-2.59/9 0.262s, n=214961, sd=12}
Qg3@e4 {+2.89/8 0.145s, n=118231, sd=12}
68. Ke2@e5 {-2.69/7 0.079s, n=67881, sd=10}
Qb3@c4 {+3.09/10 0.093s, n=98818, sd=11}
69. Kf2@e5 {-3.09/10 0.291s, n=276324, sd=13}
Qxd5@g3 {+3.08/10 0.249s, n=243743, sd=12}
70. Qxd5@e5 {-3.12/9 0.061s, n=58114, sd=11}
Kxd5@f3 {+3.07/11 0.059s, n=101772, sd=12}
71. Ke3@e5 {-3.21/10 0.068s, n=119870, sd=11}
Be7@f4 {+3.31/14 0.151s, n=308817, sd=14}
72. Kf3@d4 {-3.29/10 0.061s, n=105299, sd=11}
Bg5@g4 {+3.39/14 0.122s, n=225634, sd=14}
73. Ke3@f4 {-3.53/11 0.061s, n=106951, sd=13}
Ke5@d3 {+3.40/14 0.083s, n=182330, sd=14}
74. Ke2@e4 {-3.58/12 0.099s, n=155299, sd=13}
Kd4@f3 {+3.52/14 0.091s, n=127754, sd=14}
75. Kd2@f4 {-3.60/12 0.082s, n=107129, sd=13}
Be7@e2 {+3.55/13 0.103s, n=127055, sd=14}
76. Kc2@d6 {-3.68/14 0.127s, n=271378, sd=15}
Kc4@d2 {+3.56/15 0.079s, n=169508, sd=15}
77. Kd1@d3 {-4.02/14 0.075s, n=148875, sd=15}
Bb4@e2 {+3.73/15 0.140s, n=313853, sd=16}
78. Kd2@c3 {-3.68/14 0.094s, n=211928, sd=15}
Kd4@e2 {+4.51/14 0.067s, n=128354, sd=14}
79. Kc2@c3 {-4.89/14 0.082s, n=173259, sd=15}
Ke3@b3 {+M29/15 0.097s, n=146794, sd=16}
80. Kc1@d3 {-6.58/16 0.077s, n=187820, sd=17}
Bc3@c2 {+M29/19 0.564s, n=1062912, sd=20}
81. Kb1@a2 {-6.31/18 0.069s, n=192173, sd=18}
Kd2@c2 {+M37/22 0.062s, n=131476, sd=22}
82. Ka2@a3 {-M28/26 0.143s, n=411928, sd=24}
Bb4@b3 {+M41/21 0.187s, n=318792, sd=22}
83. Kb2@d3 {-M40/24 0.218s, n=434506, sd=20}
Bc5@b3 {+M41/26 0.423s, n=529408, sd=28}
84. Kb1@b4 {-7.21/25 0.710s, n=1857536, sd=23}
Kc3@a1 {+M45/25 0.325s, n=376832, sd=26}
85. Kc1@d1 {-7.28/27 0.516s, n=1472512, sd=26}
Kd3@b2 {+M53/25 0.213s, n=359033, sd=26}
86. Kb1@d4 {-M44/25 0.368s, n=1017801, sd=22}
Bb4@c2 {+M49/15 0.039s, n=59659, sd=16}
87. Kb2@b3 {-M44/17 0.082s, n=165108, sd=19}
Kc4@c2 {+M53/21 0.042s, n=66590, sd=19}
88. Kc1@c3 {-4.09/11 0.051s, n=88582, sd=13}
Kd3@b2 {+M49/21 0.292s, n=486400, sd=22}
89. Kb1@d2 {-7.02/28 0.351s, n=836608, sd=28}
Kc3@b2 {+M49/20 0.232s, n=289997, sd=20}
90. Kc1@d1 {-M28/27 0.042s, n=42860, sd=14}
Bc5@b1 {+M53/22 0.099s, n=133108, sd=22}
91. Kd1@e3 {-6.89/26 0.306s, n=627712, sd=26}
Kd3@e1 {+M53/20 0.073s, n=66221, sd=20}
92. Kc1@c3 {-7.14/27 0.090s, n=145375, sd=22}
Be3@b2 {+M53/21 0.233s, n=204800, sd=22}
93. Kb1@c3 {-7.14/26 0.261s, n=710656, sd=20}
Kc4@c2 {+M53/19 0.199s, n=328704, sd=20}
94. Kb2@f4 {-6.94/22 0.084s, n=171268, sd=18}
Bd4@c2 {+M53/19 0.042s, n=57221, sd=20}
95. Kc1@c3 {-6.70/19 0.041s, n=79266, sd=16}
Kd3@b2 {+M53/21 0.043s, n=60438, sd=22}
96. Kb1@e3 {-7.31/28 0.262s, n=619520, sd=20}
Bb6@c1 {+M53/20 0.113s, n=156467, sd=20}
97. Kb2@c4 {-M48/17 0.047s, n=67224, sd=10}
Ba5@b3 {+M53/21 0.091s, n=112217, sd=22}
98. Kb1@c3 {-7.02/23 0.246s, n=403456, sd=24}
Bc7@c2 {+M53/23 0.253s, n=327680, sd=24}
99. Kb2@b3 {-M44/17 0.040s, n=40616, sd=18}
Kc4@c2 {+6.45/13 0.056s, n=52532, sd=14}
100. Kc1@c3 {-7.19/22 0.086s, n=127760, sd=19}
Kd3@b2 {+M53/24 0.046s, n=37931, sd=24}
101. Kd1@e1 {-M48/22 0.042s, n=29547, sd=22}
Ba5@c1 {+M53/23 0.265s, n=353280, sd=24}
102. Ke1@c3 {-6.89/22 0.041s, n=51125, sd=18}
Ke3@d1 {+M53/22 0.219s, n=287618, sd=22}
103. Kf1@f3 {-7.04/19 0.100s, n=232914, sd=16}
Bc3@g2 {+M53/23 0.052s, n=91059, sd=24}
104. Kg1@f3 {-M48/25 0.058s, n=95600, sd=20}
Be5@g2 {+M53/23 0.216s, n=326656, sd=24}
105. Kf1@f3 {-M28/32 0.074s, n=122767, sd=13}
Bf4@h2 {+M53/21 0.171s, n=261120, sd=22}
106. Ke1@d1 {-7.04/25 0.364s, n=831488, sd=22}
Be5@f1 {+M53/24 0.128s, n=195608, sd=24}
107. Kd1@c3 {-7.14/27 0.043s, n=58628, sd=15}
Kd3@e1 {+M53/20 0.116s, n=179155, sd=20}
108. Kc1@c3 {-7.24/34 0.315s, n=790528, sd=28}
Bf6@b2 {+M53/17 0.035s, n=46325, sd=18}
109. Kb1@d4 {-6.93/25 0.253s, n=566272, sd=22}
Kc3@c1 {+M53/25 0.211s, n=463872, sd=26}
110. Ka2@a3 {-7.06/28 0.212s, n=479232, sd=22}
Be5@b1 {+M53/22 0.160s, n=349184, sd=23}
111. Ka3@a4 {-7.24/28 0.035s, n=36852, sd=19}
Kc4@d4 {+M53/19 0.065s, n=85688, sd=19}
112. Ka4@a5 {-6.93/25 0.216s, n=629760, sd=18}
Bc3@b4 {+M53/24 0.165s, n=465664, sd=24}
113. Ka3@d4 {-7.18/28 0.172s, n=655360, sd=22}
Bb4@b2 {+M53/24 0.160s, n=936960, sd=25}
114. Ka2@c3 {-7.02/31 0.130s, n=963584, sd=20}
Bd6@b2 {+M53/22 0.130s, n=705536, sd=23}
115. Kb1@c3 {-M32/18 0.035s, n=57976, sd=10}
Ba3@c2 {+M53/28 0.112s, n=1227177, sd=26}
116. Ka2@b4 {-7.07/32 0.205s, n=1298432, sd=26}
Bc1@b1 {+M17/77 0.035s, n=65819, sd=8}
117. Ka1@b3 {-6.78/30 0.150s, n=1598464, sd=24}
Kc3@b1 {+M13/141 0.037s, n=69053, sd=14}
118. Ka2@b2 {-M12/142 0.035s, n=83968, sd=5}
Kc2@a3 {+M9/205 0.041s, n=96982, sd=10}
119. Ka1@a2 {-M8/206 0.047s, n=92229, sd=11}
Kb3@b1 {+M5/208 0.045s, n=79482, sd=10, White disconnects} 0-1