[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "72"]
[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 "rnkqnb1r/ppp1pppb/3p4/5P1p/1PP1P3/5R2/P2P2PP/BBNNQ1KR b Ha - 2 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:02:18"]
[GameStartTime "2026-09-17T14:08:59 +0000"]
[GameEndTime "2026-09-17T14:11:18 +0000"]
[PlyCount "231"]
[Termination "abandoned"]
[TimeControl "32.35+0.32"]

6... Nc6@c3 {-0.09/10 2.463s, n=1849095, sd=24}
7. Nd3@d4 {+0.19/9 2.449s, n=2028598, sd=23}
a5@b5 {-0.04/10 2.455s, n=2435148, sd=27}
8. Bc3@e5 {+0.06/10 3.786s, n=3645773, sd=24}
Nf6@b5 {-0.17/11 3.411s, n=2689761, sd=27}
9. O-O@e5 {+0.19/10 4.851s, n=4246486, sd=25}
Kb8@b5 {-0.07/11 5.681s, n=5640980, sd=26}
10. Qe2@e3 {+0.11/9 1.671s, n=1546634, sd=23}
axb4@b2 {+0.08/11 2.654s, n=2583367, sd=29}
11. Nxb4@e5 {-0.04/10 2.101s, n=1691648, sd=26}
Nxb4@d3 {-0.09/11 3.640s, n=3128648, sd=30}
12. Bxb4@c6 {+0.10/9 2.059s, n=1452423, sd=25}
g6@g7 {-0.14/10 3.688s, n=2722836, sd=28}
13. Nc3@c6 {+0.14/8 1.609s, n=1114378, sd=27}
Bg7@d3 {-0.05/9 1.027s, n=650500, sd=24}
14. Nd5@c6 {+0.14/8 1.382s, n=1054364, sd=26}
Re8@c3 {-0.05/9 1.763s, n=1508977, sd=26}
15. h3@c6 {+0.02/8 2.092s, n=1763362, sd=27}
Nxd5@c3 {+0.02/9 1.253s, n=1035061, sd=23}
16. cxd5@e5 {+0.05/9 1.169s, n=865727, sd=24}
c5@c3 {+0.02/9 1.708s, n=996244, sd=25}
17. dxc6@a3 {+0.01/9 1.384s, n=888442, sd=23}
bxc6@d3 {+0.09/9 1.967s, n=1233820, sd=24}
18. Bc3@d4 {-0.01/8 2.663s, n=1614165, sd=24}
e5@e6 {+0.01/8 0.415s, n=314982, sd=20}
19. Qc4@e7 {-0.01/7 0.913s, n=465260, sd=21}
Qb6@d5 {-0.04/7 0.582s, n=200774, sd=23}
20. Qb3@c5 {+0.17/8 1.256s, n=675595, sd=25}
Qxb3@a3 {-0.17/8 0.666s, n=342281, sd=21}
21. axb3@a7 {-0.03/8 0.885s, n=527836, sd=22}
d5@e1 {0.00/8 0.431s, n=271286, sd=21}
22. Bd3@a7 {-0.06/7 0.675s, n=360088, sd=21}
d4@b4 {+0.14/8 0.400s, n=273227, sd=21}
23. Bb2@a3 {-0.06/7 0.736s, n=475221, sd=19}
Kb7@c4 {+0.09/7 0.419s, n=267711, sd=18}
24. Ra1@a3 {+0.02/7 2.141s, n=1368924, sd=21}
Bf6@c4 {+0.02/7 0.626s, n=429654, sd=20}
25. Rxa8@d8 {+0.18/8 0.616s, n=386608, sd=17}
Kxa8@c4 {-0.19/8 0.442s, n=278730, sd=17}
26. Ba3@e7 {+0.15/8 1.444s, n=860355, sd=18}
Kb7@b4 {-0.09/8 1.360s, n=540043, sd=18}
27. Bc4@d8 {+0.24/8 1.367s, n=919552, sd=19}
gxf5@f4 {-0.07/8 0.381s, n=323040, sd=17}
28. exf5@b4 {+0.18/7 0.371s, n=284841, sd=16}
Ra8@d5 {-0.10/8 0.400s, n=303201, sd=15}
29. Bc5@f4 {+0.15/7 0.399s, n=305883, sd=16}
h4@d5 {-0.05/8 0.686s, n=437432, sd=15}
30. g4@g3 {+0.14/6 0.298s, n=171433, sd=14}
Bg8@f2 {-0.10/7 0.501s, n=246531, sd=15}
31. b4@a7 {+0.09/6 0.463s, n=216519, sd=15}
e4@f4 {+0.12/8 0.856s, n=490496, sd=17}
32. Rf1@d3 {+0.36/7 0.323s, n=181580, sd=16}
Rd8@e3 {-0.17/7 0.331s, n=142065, sd=14}
33. Re1@d3 {+0.38/8 0.933s, n=530432, sd=15}
Kc7@e2 {-0.45/7 0.297s, n=178854, sd=14}
34. Bb3@d3 {+0.66/8 0.729s, n=473088, sd=15}
Be5@e2 {-0.67/7 0.281s, n=124256, sd=13}
35. Be7@c8 {+0.63/7 0.229s, n=103402, sd=15}
Re8@e3 {-0.68/8 0.284s, n=155001, sd=16}
36. Bxh4@f4 {+0.86/7 0.263s, n=162530, sd=14}
d3@e3 {-0.88/8 0.431s, n=271904, sd=15}
37. Bg5@f6 {+0.88/7 0.642s, n=280576, sd=15}
Bd6@e2 {-0.66/7 0.325s, n=162700, sd=15}
38. Bf4@e5 {+0.71/7 0.356s, n=234602, sd=13}
f6@e6 {-0.50/9 0.230s, n=119765, sd=15}
39. Bxd6@e5 {+0.26/8 0.401s, n=277414, sd=16}
Kxd6@e6 {-0.41/9 0.471s, n=284312, sd=15}
40. Kg2@d5 {+0.45/7 0.317s, n=178119, sd=13}
Rb8@c4 {-0.08/9 0.360s, n=232314, sd=14}
41. Rxe4@f7 {+0.17/8 0.498s, n=272384, sd=16}
Rxb4@c4 {-0.23/9 0.274s, n=109616, sd=13}
42. Bd1@d4 {+0.24/9 0.351s, n=133120, sd=15}
Bd5@c4 {-0.22/8 0.649s, n=272384, sd=13}
43. Re3@e4 {+0.18/9 0.319s, n=155648, sd=14}
Rb1@e2 {-0.42/9 0.319s, n=166147, sd=13}
44. Kf2@c1 {+0.55/8 0.197s, n=94072, sd=13}
Bc4@e4 {-0.67/9 0.227s, n=123646, sd=13}
45. Bf3@c5 {+0.58/7 0.310s, n=140519, sd=13}
Rc1@e4 {-0.52/9 0.422s, n=208678, sd=13}
46. h4@c2 {+0.52/8 0.283s, n=143594, sd=13}
Kc5@e4 {-0.73/9 0.387s, n=211336, sd=14}
47. Re1@d5 {+1.09/9 0.332s, n=183541, sd=15}
Rc2@e3 {-0.90/9 0.235s, n=140002, sd=13}
48. Rd1@d5 {+0.97/8 0.204s, n=121918, sd=13}
Bb3@b2 {-0.94/8 0.264s, n=157194, sd=12}
49. Ke3@a2 {+1.56/8 0.210s, n=119852, sd=13}
Rb2@c2 {-1.86/9 0.489s, n=282270, sd=16}
50. Re1@c4 {+1.95/9 0.230s, n=161926, sd=12}
Bc2@h5 {-2.27/9 0.338s, n=190152, sd=16}
51. g5@c4 {+2.32/9 0.365s, n=216164, sd=14}
fxg5@d6 {-2.27/9 0.464s, n=233189, sd=15}
52. hxg5@f6 {+2.73/9 0.492s, n=280118, sd=14}
Kd6@e6 {-2.40/8 0.389s, n=223232, sd=14}
53. f6@e4 {+2.75/9 0.289s, n=179243, sd=14}
c5@c4 {-2.63/9 0.308s, n=187320, sd=17}
54. g6@e6 {+2.93/8 0.248s, n=157071, sd=13}
Rb3@g7 {-2.77/9 0.288s, n=160638, sd=18}
55. Kf2@e6 {+2.99/8 0.455s, n=244940, sd=15}
Rb8@e7 {-3.90/8 0.263s, n=137956, sd=14}
56. g7@f8 {+3.50/7 0.299s, n=154848, sd=13}
Bb3@f7 {-3.64/8 0.421s, n=211968, sd=16}
57. Re3@c4 {+3.61/7 0.257s, n=160228, sd=13}
Rg8@c3 {-3.95/9 0.238s, n=136786, sd=13}
58. Rxd3@c2 {+3.37/7 0.296s, n=123792, sd=12}
Ke6@c3 {-3.53/9 0.305s, n=173652, sd=13}
59. Bd5@c4 {+3.50/8 0.323s, n=169368, sd=12}
Kxf6@f7 {-3.40/8 0.221s, n=74791, sd=11}
60. Rxb3@d3 {+3.48/8 0.538s, n=194560, sd=11}
Ke5@f7 {-3.34/8 0.236s, n=116793, sd=10}
61. Bf3@d4 {+3.35/7 0.349s, n=162450, sd=11}
Rxg7@c3 {-3.23/8 0.388s, n=154704, sd=11}
62. Ke3@g6 {+3.39/7 0.403s, n=140288, sd=11}
Rd7@c4 {-3.46/6 0.498s, n=191488, sd=10}
63. Rb5@d6 {+3.58/6 0.184s, n=66462, sd=10}
Rc7@c6 {-3.73/7 0.354s, n=144384, sd=11}
64. Be4@d6 {+3.64/7 0.295s, n=143671, sd=11}
Ke6@c6 {-3.81/7 0.320s, n=148480, sd=10}
65. d3@d6 {+3.59/7 0.483s, n=176128, sd=12}
Ke5@c6 {-3.52/7 0.181s, n=49429, sd=10}
66. Rb8@c8 {+3.42/7 0.320s, n=113664, sd=11}
Rg7@e8 {-3.44/7 0.285s, n=77704, sd=10}
67. Rd8@g6 {+3.42/7 0.319s, n=106496, sd=11}
Ke6@d5 {-3.36/7 0.312s, n=90601, sd=10}
68. Rc8@g6 {+3.42/6 0.310s, n=91886, sd=10}
Kd7@c6 {-3.27/8 0.422s, n=132214, sd=11}
69. Ra8@g6 {+3.23/6 0.258s, n=95700, sd=10}
Kd6@f4 {-3.36/7 0.265s, n=123077, sd=10}
70. d4@c4 {+3.32/7 0.399s, n=159744, sd=12}
Rg1@d5 {-3.31/7 0.335s, n=85788, sd=10}
71. Kd3@e1 {+3.38/7 0.312s, n=128000, sd=10}
cxd4@f1 {-3.19/7 0.440s, n=91136, sd=10}
72. Kxd4@e1 {+3.17/7 0.320s, n=116736, sd=10}
Ke6@b8 {-3.13/7 0.276s, n=102624, sd=9}
73. Ra6@f1 {+3.27/6 0.322s, n=105472, sd=9}
Kf6@c6 {-3.07/6 0.363s, n=93184, sd=9}
74. Kd5@g5 {+3.10/6 0.321s, n=117760, sd=10}
Rc1@c6 {-3.05/6 0.321s, n=103424, sd=9}
75. Ra8@g5 {+2.95/6 0.243s, n=88089, sd=9}
Rd1@b8 {-3.00/7 0.305s, n=73591, sd=9}
76. Bf3@d2 {+2.78/6 0.194s, n=72860, sd=9}
Rc1@c8 {-2.91/6 0.334s, n=77824, sd=9}
77. Kd4@c4 {+2.87/6 0.496s, n=157696, sd=9}
Kf5@f4 {-2.88/7 0.320s, n=121856, sd=10}
78. Ke3@e5 {+2.91/6 0.245s, n=62447, sd=10}
Rc3@d3 {-2.86/7 0.196s, n=50357, sd=9}
79. Kd2@e3 {+2.93/7 0.349s, n=115939, sd=10}
Ra3@a7 {-2.74/7 0.233s, n=87259, sd=9}
80. Bd5@a6 {+2.70/7 0.391s, n=152576, sd=10}
Ke5@a7 {-2.50/7 0.282s, n=112040, sd=9}
81. Bc4@a4 {+2.79/7 0.319s, n=106496, sd=10}
Kf4@a7 {-2.60/7 0.513s, n=176128, sd=11}
82. Rd8@a2 {+2.79/6 0.264s, n=93157, sd=9}
Kg3@a7 {-2.65/6 0.376s, n=134144, sd=9}
83. Bd5@a5 {+2.84/6 0.376s, n=123904, sd=9}
Ra1@b1 {-2.94/7 0.287s, n=96221, sd=9}
84. Ke3@c1 {+2.95/7 0.320s, n=113664, sd=10}
Rb1@e4 {-2.92/7 0.271s, n=83588, sd=9}
85. Kd4@c1 {+2.93/6 0.321s, n=97280, sd=9}
Kf4@d7 {-2.87/7 0.402s, n=138240, sd=11}
86. Ra8@c1 {+2.92/6 0.320s, n=106496, sd=9}
Rb2@d8 {-2.73/6 0.321s, n=103424, sd=9}
87. Rc8@c2 {+2.84/6 0.234s, n=72297, sd=9}
Rb1@c1 {-2.88/7 0.204s, n=65732, sd=8}
88. Kc5@g3 {+2.82/6 0.256s, n=82161, sd=9}
Rc1@d6 {-2.84/7 0.311s, n=104055, sd=8}
89. Rd8@c2 {+2.85/6 0.226s, n=85355, sd=9}
Rd1@d6 {-2.84/7 0.301s, n=103489, sd=9}
90. Rf8@g3 {+2.82/6 0.352s, n=121531, sd=9}
Ke5@e4 {-2.85/7 0.400s, n=109522, sd=9}
91. Bc4@f4 {+2.82/6 0.203s, n=58923, sd=9}
Kf5@f6 {-2.79/6 0.386s, n=97280, sd=9}
92. Bb3@c1 {+2.79/5 0.201s, n=53393, sd=7}
Kg4@c2 {-2.83/7 0.238s, n=65059, sd=9}
93. Bd5@g3 {+2.79/6 0.200s, n=71570, sd=9}
Re1@d6 {-2.84/8 0.397s, n=140044, sd=10}
94. Rd8@d1 {+2.85/6 0.359s, n=131515, sd=9}
Kf4@d6 {-2.90/7 0.292s, n=101899, sd=8}
95. Kc6@d1 {+2.80/6 0.269s, n=92274, sd=8}
Ke5@f4 {-2.85/7 0.350s, n=126976, sd=11}
96. Rf8@d1 {+2.82/7 0.257s, n=100712, sd=9}
Re2@e8 {-2.86/7 0.320s, n=104448, sd=11}
97. Kc5@d2 {+2.86/6 0.335s, n=106177, sd=10}
Re1@e8 {-2.84/8 0.306s, n=95722, sd=10}
98. Rf7@d1 {+2.85/7 0.267s, n=104410, sd=9}
Re2@e7 {-2.97/7 0.335s, n=133120, sd=11}
99. Bc4@e1 {+2.75/6 0.224s, n=82930, sd=9}
Rd2@d7 {-2.68/7 0.309s, n=115445, sd=9}
100. Rf8@f3 {+2.70/6 0.325s, n=120636, sd=9}
Rc2@e8 {-2.75/7 0.181s, n=60682, sd=8}
101. Kb5@f4 {+2.69/6 0.267s, n=92855, sd=9}
Ke4@d3 {-2.71/7 0.196s, n=74850, sd=9}
102. Re8@f4 {+2.72/7 0.414s, n=182714, sd=10}
Kf3@d3 {-2.78/7 0.310s, n=83429, sd=8}
103. Bd5@g3 {+2.75/7 0.457s, n=154771, sd=10}
Kg4@b6 {-2.81/7 0.323s, n=114790, sd=9}
104. Kc6@c4 {+2.75/6 0.352s, n=83982, sd=9}
Rd2@d6 {-2.99/7 0.238s, n=83252, sd=9}
105. Kc5@g3 {+2.77/6 0.237s, n=88442, sd=9}
Kf4@d6 {-2.84/7 0.548s, n=153600, sd=11}
106. Rb8@g3 {+2.75/5 0.230s, n=40629, sd=7}
Ke5@c8 {-2.69/6 0.224s, n=45627, sd=8}
107. Ra8@d4 {+2.75/6 0.407s, n=101024, sd=9}
Kf4@d6 {-2.84/7 0.504s, n=139264, sd=10}
108. Rc8@c2 {+2.82/6 0.341s, n=99895, sd=9}
Rd1@d6 {-2.84/7 0.369s, n=80896, sd=10}
109. Rc7@c1 {+2.79/6 0.277s, n=57459, sd=9}
Kg3@d6 {-2.82/6 0.190s, n=42630, sd=8}
110. Rd7@f4 {+2.80/6 0.253s, n=49841, sd=9}
Re1@d6 {-2.84/7 0.449s, n=99254, sd=8}
111. Kc6@d1 {+2.82/6 0.360s, n=80404, sd=9}
Kf4@d6 {-2.86/6 0.323s, n=83968, sd=9}
112. Rc7@d1 {+2.81/7 0.292s, n=112746, sd=10}
Kg3@d6 {-2.83/6 0.317s, n=114688, sd=9}
113. Kd7@d1 {+3.05/7 0.579s, n=178530, sd=10}
Re5@d6 {-2.98/7 0.320s, n=107520, sd=10}
114. Rc5@f2 {+3.08/7 0.531s, n=178594, sd=10}
Re1@c6 {-3.23/7 0.236s, n=76442, sd=8}
115. Ke6@e4 {+3.08/7 0.517s, n=161792, sd=10}
Kf4@c6 {-3.21/7 0.238s, n=66993, sd=9}
116. Kf6@g3 {+3.05/6 0.295s, n=83085, sd=9}
Rd1@c6 {-3.12/7 0.224s, n=56047, sd=9}
117. Rc4@d4 {+3.13/6 0.368s, n=90523, sd=9}
Kg3@c5 {-3.10/7 0.203s, n=44244, sd=9}
118. Ke6@e2 {+3.13/6 0.363s, n=81920, sd=9}
Rd2@c5 {-3.05/7 0.554s, n=277504, sd=9}
119. Rb4@d1 {+2.97/6 0.233s, n=56158, sd=7}
Re2@b5 {0.00/6 0.253s, n=303880, sd=7}
120. Kf5@d2 {+1.75/4 0.398s, n=297984, sd=6}
Re1@e4 {0.00/11 0.227s, n=129979, sd=6}
121. Kg6@d1 {0.00/13 0.187s, n=503273, sd=10}
Re2@d2 {0.00/18 0.285s, n=161204, sd=12, White disconnects} 0-1