[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "8"]
[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 "bnqnr1kr/ppp2p2/6pb/3pp2p/8/PBPN1P2/1P1PP1PP/N1KR1QBR b he - 0 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:02:19"]
[GameStartTime "2026-09-17T13:28:33 +0000"]
[GameEndTime "2026-09-17T13:30:52 +0000"]
[PlyCount "279"]
[Termination "abandoned"]
[TimeControl "29.43+0.29"]

6... e4@c6 {+0.44/10 2.313s, n=2401176, sd=23}
7. Nc5@b6 {-0.30/9 3.450s, n=3076872, sd=25}
exf3@f2 {+0.44/10 2.701s, n=2396462, sd=22}
8. exf3@b6 {-0.33/9 2.126s, n=1606874, sd=22}
c6@e3 {+0.28/10 2.427s, n=2017162, sd=18}
9. Nc2@b6 {-0.25/9 2.742s, n=2427568, sd=19}
Nd7@f2 {+0.33/10 2.885s, n=2746112, sd=19}
10. Nxd7@e6 {-0.14/10 2.044s, n=1885088, sd=21}
Qxd7@f2 {+0.20/11 4.644s, n=4393553, sd=24}
11. Ne3@e6 {-0.12/9 1.182s, n=1081754, sd=20}
b5@f2 {+0.25/10 1.368s, n=1299326, sd=19}
12. Qe2@e6 {-0.19/9 1.488s, n=1290765, sd=20}
Bb7@f2 {+0.22/10 2.709s, n=2216781, sd=24}
13. d4@e6 {-0.24/9 1.813s, n=1420884, sd=21}
Qc7@f2 {+0.37/10 2.659s, n=1957265, sd=24}
14. Kb1@e6 {-0.17/9 2.754s, n=2152684, sd=22}
O-O@f2 {+0.47/9 0.709s, n=656757, sd=19}
15. h3@e6 {-0.28/8 0.880s, n=698266, sd=19}
a5@f2 {+0.49/9 0.750s, n=622551, sd=21}
16. a4@f4 {-0.19/9 1.288s, n=1106890, sd=26}
b4@f2 {+0.42/10 1.250s, n=1096680, sd=22}
17. Bh2@f4 {-0.34/9 2.153s, n=1862178, sd=25}
Ne6@e5 {+0.38/9 0.891s, n=742295, sd=21}
18. Rhe1@f4 {-0.32/8 2.448s, n=1746599, sd=25}
Qb6@g3 {+0.34/8 0.770s, n=513409, sd=24}
19. Ka2@f4 {-0.22/8 1.450s, n=947604, sd=25}
Rd8@g3 {+0.51/8 0.543s, n=397112, sd=28}
20. Qd2@f4 {-0.42/7 0.933s, n=641192, sd=21}
Rfe8@g3 {+0.48/8 1.250s, n=582230, sd=25}
21. cxb4@b5 {-0.41/8 1.449s, n=1052066, sd=23}
axb4@c3 {+0.44/8 0.531s, n=335559, sd=22}
22. Be5@c5 {-0.28/8 0.957s, n=661169, sd=22}
Bg7@c3 {+0.35/8 0.694s, n=444059, sd=23}
23. Nc2@c5 {-0.29/7 0.479s, n=383567, sd=22}
Kh8@c3 {+0.12/7 0.758s, n=439421, sd=23}
24. Kb1@c5 {-0.03/7 0.723s, n=420294, sd=20}
Kh7@c3 {+0.16/8 0.752s, n=410921, sd=22}
25. Bd6@d7 {-0.12/6 0.460s, n=293197, sd=18}
Bxd4@c3 {+0.46/8 0.983s, n=580972, sd=21}
26. a5@c5 {-0.60/6 0.436s, n=305277, sd=18}
Qxa5@b5 {+0.55/9 0.601s, n=523151, sd=20}
27. Bxb4@b6 {-0.47/8 0.537s, n=459021, sd=18}
Qb5@e3 {+0.72/9 0.500s, n=336796, sd=16}
28. Nxd4@d3 {-0.68/8 0.776s, n=480377, sd=19}
Nxd4@c4 {+0.97/10 0.573s, n=458656, sd=16}
29. Qxd4@e7 {-1.01/8 0.456s, n=342233, sd=14}
Qxb4@c4 {+1.03/10 0.746s, n=518563, sd=20}
30. Rxe8@e7 {-0.85/8 0.723s, n=490899, sd=17}
Rxe8@c4 {+0.97/9 0.701s, n=473838, sd=20}
31. Qf6@g8 {-0.85/7 0.830s, n=502481, sd=18}
Qxb3@g7 {+3.22/10 0.412s, n=283294, sd=15}
32. Rd3@c3 {-3.17/8 0.302s, n=154635, sd=14}
Qd1@d2 {+3.16/11 0.381s, n=198888, sd=17}
33. Qxf7@c1 {-3.82/9 0.445s, n=213104, sd=14}
Qxd3@g7 {+3.92/10 0.773s, n=350766, sd=16}
34. Qxe8@c2 {-3.84/9 0.277s, n=156602, sd=14}
Qf1@a2 {+3.85/9 0.238s, n=135241, sd=15}
35. g4@c1 {-3.70/8 0.492s, n=227137, sd=14}
hxg4@d7 {+3.72/8 0.321s, n=178236, sd=13}
36. hxg4@c1 {-3.53/8 0.318s, n=152995, sd=14}
Qxf3@f7 {+3.51/8 0.236s, n=95690, sd=12}
37. Qd7@c7 {-3.39/9 0.493s, n=223722, sd=12}
Ba6@f7 {+3.35/9 0.315s, n=129382, sd=12}
38. Qxc6@c4 {-3.42/9 0.877s, n=394240, sd=14}
Qxg4@b6 {+3.41/8 0.377s, n=153259, sd=11}
39. Qxd5@f5 {-3.24/8 0.680s, n=254975, sd=12}
Bd3@d4 {+3.39/8 0.437s, n=200673, sd=12}
40. Qf7@c2 {-3.39/7 0.552s, n=234496, sd=11}
Kh6@a2 {+3.52/8 0.336s, n=153061, sd=11}
41. Qf8@c2 {-3.60/6 0.252s, n=111664, sd=10}
Kg5@d6 {+3.76/8 0.394s, n=147052, sd=11}
42. Ka2@f4 {-3.71/7 0.476s, n=211968, sd=11}
Bf5@f7 {+3.74/7 0.217s, n=103715, sd=10}
43. Qe7@f4 {-3.44/6 0.229s, n=102701, sd=10}
Qg2@f6 {+3.76/7 0.415s, n=174130, sd=9}
44. b4@d2 {-3.57/7 0.338s, n=132858, sd=10}
Qd5@f6 {+3.47/7 0.349s, n=132828, sd=9}
45. Kb2@g4 {-3.66/7 0.383s, n=138240, sd=10}
Kf4@b5 {+3.57/8 0.436s, n=154567, sd=11}
46. Qc5@d3 {-3.58/6 0.290s, n=100291, sd=10}
Qg2@b5 {+3.39/8 0.349s, n=137586, sd=11}
47. Kc3@f3 {-3.32/7 0.296s, n=88064, sd=10}
Kg3@b5 {+3.17/7 0.579s, n=184320, sd=11}
48. Qe3@e4 {-3.05/6 0.272s, n=71982, sd=10}
Kg4@b5 {+2.99/8 0.484s, n=185344, sd=12}
49. Qd4@f3 {-3.08/7 0.254s, n=71967, sd=11}
Qe2@e4 {+3.05/8 0.384s, n=140288, sd=12}
50. b5@d3 {-2.83/7 0.260s, n=83239, sd=11}
Kh3@b6 {+3.06/7 0.293s, n=104448, sd=11}
51. Qd3@e4 {-2.97/6 0.368s, n=86016, sd=10}
Qe1@e3 {+2.85/8 0.196s, n=65247, sd=11}
52. Qd2@d4 {-2.95/7 0.274s, n=89707, sd=12}
Qb1@b6 {+2.97/7 0.287s, n=89994, sd=10}
53. Qe3@b2 {-2.99/6 0.175s, n=26593, sd=8}
Kg4@b6 {+2.77/9 0.370s, n=172940, sd=12}
54. Qe2@f4 {-3.03/6 0.169s, n=30759, sd=8}
Kg3@b6 {+2.77/9 0.177s, n=82360, sd=11}
55. Qe3@b2 {-2.85/8 0.471s, n=155648, sd=12}
Kg2@b6 {+2.77/8 0.419s, n=112640, sd=14}
56. Qe2@g1 {-2.33/7 0.215s, n=44028, sd=11}
Kh3@e3 {+2.36/8 0.180s, n=62309, sd=11}
57. b6@b2 {-2.47/7 0.426s, n=85701, sd=11}
Be4@e3 {+2.44/7 0.176s, n=58091, sd=11}
58. Kd4@c6 {-2.63/7 0.250s, n=68510, sd=11}
Bg2@e3 {+2.37/7 0.463s, n=140288, sd=11}
59. Qd3@b2 {-2.38/8 0.342s, n=98304, sd=12}
Kh2@c2 {+2.56/8 0.193s, n=90174, sd=12}
60. Kc4@b2 {-2.16/7 0.195s, n=78896, sd=11}
Bb7@c2 {+2.42/8 0.378s, n=183397, sd=11}
61. Qd6@e4 {-2.78/6 0.213s, n=84512, sd=10}
Kh3@c7 {+2.47/7 0.351s, n=108544, sd=11}
62. Qd3@b2 {-2.55/6 0.286s, n=111327, sd=10}
Kh4@c2 {+2.57/7 0.290s, n=129024, sd=11}
63. Qd6@c6 {-2.75/6 0.173s, n=75163, sd=10}
Qe4@d4 {+2.53/7 0.215s, n=61897, sd=10}
64. Kc5@d5 {-2.56/7 0.230s, n=70183, sd=10}
Qc2@c7 {+2.42/7 0.220s, n=85127, sd=10}
65. Kb4@e4 {-2.51/6 0.231s, n=60802, sd=10}
Qf2@e6 {+2.36/6 0.200s, n=56231, sd=9}
66. Qc7@d5 {-2.50/6 0.262s, n=76728, sd=10}
Ba8@b7 {+2.36/7 0.356s, n=110722, sd=10}
67. Qd8@c6 {-2.00/6 0.294s, n=152240, sd=10}
Kg4@c8 {+2.30/7 0.442s, n=116736, sd=12}
68. Kb5@d5 {-2.20/6 0.218s, n=67992, sd=9}
Qe2@b8 {+2.00/6 0.222s, n=53649, sd=9}
69. Qc8@d3 {-1.81/8 0.205s, n=103642, sd=12}
Be4@f5 {+1.83/8 0.180s, n=57769, sd=10}
70. b7@d3 {-1.83/8 0.386s, n=131418, sd=11}
Kg3@b8 {+1.81/7 0.454s, n=187392, sd=12}
71. Qc4@d3 {-1.55/7 0.194s, n=64798, sd=12}
Qf3@b8 {+1.42/8 0.228s, n=126855, sd=12}
72. Ka6@g5 {-1.63/6 0.321s, n=113647, sd=11}
Qf4@b8 {+1.61/7 0.353s, n=95679, sd=11}
73. Qb3@g2 {-1.54/7 0.313s, n=135299, sd=12}
Bf3@b8 {+1.39/7 0.321s, n=138240, sd=12}
74. Qb5@g5 {-1.67/6 0.190s, n=78772, sd=10}
Qb8@d5 {+1.71/6 0.288s, n=106496, sd=12}
75. Qb6@g5 {-1.60/6 0.219s, n=70125, sd=11}
Bd5@c6 {+1.74/8 0.257s, n=81503, sd=12}
76. Qg1@g2 {-1.65/7 0.292s, n=78472, sd=13}
Kf3@g5 {+1.57/8 0.230s, n=62319, sd=11}
77. Qd4@c6 {-1.87/6 0.219s, n=55795, sd=11}
Be4@d5 {+1.91/8 0.353s, n=87003, sd=11}
78. Qf6@c6 {-1.87/7 0.351s, n=104900, sd=12}
Qf4@f5 {+1.73/8 0.169s, n=70907, sd=11}
79. Qc3@e5 {-1.87/7 0.214s, n=86113, sd=12}
Ke2@b8 {+1.50/7 0.185s, n=76490, sd=12}
80. Qb2@f5 {-1.45/7 0.463s, n=204370, sd=13}
Kd1@b8 {+1.46/7 0.210s, n=87842, sd=11}
81. Qd4@c2 {-1.43/6 0.217s, n=100307, sd=10}
Bxb7@d3 {+1.01/9 0.383s, n=175541, sd=13}
82. Kxb7@e4 {-0.89/8 0.604s, n=223875, sd=10}
g5@d3 {+1.08/8 0.246s, n=101988, sd=10}
83. Qf2@f3 {-1.17/7 0.514s, n=204800, sd=10}
Qe4@g4 {+1.34/8 0.284s, n=127922, sd=10}
84. Kb6@f4 {-1.46/7 0.439s, n=177152, sd=10}
g4@f3 {+1.30/7 0.211s, n=80613, sd=9}
85. Qh4@g3 {-1.50/7 0.297s, n=119808, sd=10}
Qf3@g5 {+1.49/7 0.245s, n=99669, sd=9}
86. Kb5@g3 {-1.49/6 0.184s, n=67844, sd=8}
Ke2@g5 {+1.52/7 0.202s, n=80906, sd=9}
87. Qh2@g3 {-1.50/6 0.282s, n=100983, sd=9}
Qd3@g2 {+1.21/6 0.557s, n=178176, sd=9}
88. Ka5@f3 {-1.46/7 0.403s, n=99328, sd=10}
Ke3@g3 {+1.55/7 0.191s, n=85148, sd=9}
89. Qh4@f3 {-1.73/6 0.207s, n=50684, sd=9}
Qf5@g3 {+2.14/9 0.430s, n=171104, sd=11}
90. Kb6@f4 {-2.28/7 0.200s, n=87798, sd=10}
Kf3@g2 {+1.86/7 0.182s, n=45072, sd=9}
91. Qe7@g3 {-1.62/6 0.185s, n=41503, sd=8}
Qg6@f5 {+1.83/7 0.229s, n=66484, sd=9}
92. Kc5@g3 {-1.80/6 0.247s, n=60744, sd=9}
Qc2@d6 {+1.83/8 0.229s, n=65650, sd=10}
93. Kb6@g3 {-1.88/8 0.495s, n=164864, sd=11}
Qe4@e5 {+1.66/7 0.196s, n=88105, sd=9}
94. Qf7@g3 {-1.73/7 0.236s, n=95009, sd=10}
Kf2@f6 {+1.69/7 0.396s, n=128555, sd=9}
95. Kc5@g3 {-1.61/7 0.316s, n=130095, sd=10}
Qf4@f5 {+1.73/8 0.375s, n=146675, sd=11}
96. Qe6@g3 {-1.61/7 0.261s, n=89647, sd=10}
Qf3@d6 {+1.54/7 0.222s, n=71683, sd=9}
97. Kb6@g3 {-1.78/6 0.238s, n=68837, sd=9}
Qf4@c5 {+1.53/8 0.261s, n=72618, sd=10}
98. Kc6@g3 {-1.53/8 0.462s, n=126976, sd=11}
Kf3@d5 {+1.61/8 0.258s, n=75540, sd=10}
99. Kd7@g3 {-1.53/7 0.299s, n=79478, sd=10}
Qa4@e7 {+1.64/8 0.506s, n=177639, sd=10}
100. Kd6@g3 {-1.66/8 0.333s, n=121856, sd=11}
Qa3@d7 {+1.64/9 0.298s, n=102922, sd=11}
101. Ke5@g3 {-1.69/8 0.262s, n=104673, sd=10}
Qc3@f5 {+1.64/10 0.431s, n=184766, sd=11}
102. Kd6@g3 {-1.69/9 0.318s, n=154624, sd=12}
Qb4@f4 {+1.64/10 0.287s, n=131283, sd=11}
103. Kd7@g3 {-1.53/8 0.184s, n=79877, sd=11}
Qd4@e8 {+1.64/9 0.385s, n=168960, sd=12}
104. Ke7@g3 {-1.53/8 0.259s, n=100965, sd=11}
Qg7@f7 {+1.58/10 0.277s, n=122690, sd=11}
105. Ke8@g3 {-1.54/9 0.323s, n=134260, sd=12}
Qg6@f6 {+1.58/8 0.304s, n=118784, sd=11}
106. Ke7@g3 {-1.54/9 0.195s, n=77168, sd=12}
Qe4@e5 {+1.44/9 0.174s, n=65891, sd=11}
107. Kf6@g3 {-1.39/9 0.239s, n=85969, sd=11}
Qf4@f5 {+1.36/9 0.401s, n=140925, sd=11}
108. Kg6@g3 {-1.39/9 0.271s, n=112051, sd=12}
Qd4@f5 {+1.46/8 0.295s, n=121856, sd=11}
109. Qf6@g3 {-1.39/9 0.482s, n=186368, sd=12}
Qe4@f5 {+1.36/9 0.290s, n=134144, sd=11}
110. Kg7@g3 {-1.39/8 0.334s, n=141070, sd=11}
Ke3@g5 {+1.48/8 0.203s, n=87004, sd=11}
111. Kh6@g3 {-1.61/8 0.205s, n=108568, sd=10}
Ke2@e6 {+1.55/8 0.225s, n=100098, sd=10}
112. Kg7@g3 {-1.61/8 0.267s, n=137067, sd=10}
Qb7@g6 {+1.36/8 0.234s, n=111869, sd=10}
113. Kh6@g3 {-1.52/7 0.182s, n=87541, sd=10}
Kf3@f5 {+1.36/8 0.233s, n=115152, sd=11}
114. Kg6@g3 {-1.61/9 0.470s, n=225280, sd=12}
Qb1@f5 {+1.36/9 0.476s, n=226304, sd=12}
115. Kh6@g3 {-1.61/9 0.361s, n=160768, sd=12}
Qd3@f5 {+1.36/10 0.313s, n=148555, sd=11}
116. Kg7@g3 {-1.61/9 0.166s, n=90869, sd=12}
Kf2@f5 {+1.36/9 0.175s, n=83741, sd=9}
117. Qe5@g3 {-1.50/8 0.249s, n=129664, sd=11}
Qf3@g6 {+1.36/9 0.282s, n=127568, sd=10}
118. Qf6@g3 {-1.53/8 0.303s, n=154813, sd=11}
Qe4@f3 {+1.39/9 0.446s, n=220160, sd=12}
119. Kf7@g3 {-1.61/9 0.280s, n=151710, sd=10}
Qd3@f3 {+1.36/9 0.227s, n=92663, sd=11}
120. Ke6@g3 {-1.57/8 0.241s, n=112311, sd=11}
Qb3@f4 {+1.42/9 0.347s, n=147030, sd=11}
121. Kd6@g3 {-1.57/7 0.221s, n=86900, sd=10}
Qe3@f5 {+1.54/8 0.165s, n=62736, sd=10}
122. Kd7@g3 {-1.61/8 0.202s, n=92144, sd=10}
Kg2@f5 {+1.58/8 0.185s, n=83618, sd=9}
123. Kd6@g3 {-1.61/7 0.222s, n=113497, sd=10}
Qe4@c5 {+1.57/7 0.174s, n=72893, sd=9}
124. Qe5@g3 {-1.64/8 0.293s, n=133832, sd=10}
Qb4@e6 {+1.49/8 0.512s, n=216064, sd=11}
125. Kd7@g3 {-1.63/8 0.277s, n=123855, sd=11}
Kf3@e6 {+1.48/8 0.440s, n=176128, sd=11}
126. Qf5@g3 {-1.54/7 0.292s, n=115619, sd=10}
Qe1@f4 {+1.49/10 0.212s, n=103239, sd=11}
127. Qe6@g3 {-1.61/9 0.422s, n=237417, sd=11}
Qe4@e5 {+1.51/9 0.168s, n=70791, sd=11}
128. Ke7@g3 {-1.61/10 0.486s, n=234636, sd=12}
Qb7@f5 {+1.44/9 0.454s, n=178176, sd=12}
129. Kf6@g3 {-1.61/9 0.328s, n=152494, sd=12}
Qb6@d6 {+1.38/10 0.267s, n=103576, sd=12}
130. Kf7@g3 {-1.61/9 0.267s, n=116882, sd=10}
Qxe6@f4 {+1.57/11 0.218s, n=105499, sd=11}
131. Kxe6@g3 {-1.84/13 0.187s, n=138907, sd=14}
Ke4@f6 {+1.83/14 0.181s, n=121694, sd=14}
132. Kd6@g3 {-1.94/15 0.178s, n=125899, sd=16}
Kf5@d5 {+1.97/15 0.205s, n=139884, sd=16}
133. Kc5@g3 {-1.94/15 0.215s, n=148353, sd=17}
Ke5@c4 {+2.39/16 0.214s, n=138035, sd=17}
134. Kc6@g3 {-2.69/14 0.206s, n=124452, sd=16}
Ke6@c5 {+3.42/16 0.214s, n=126325, sd=17}
135. Kb5@d5 {-3.50/15 0.200s, n=133713, sd=16}
g3@g2 {+3.47/16 0.209s, n=162807, sd=16}
136. Kc4@g1 {-4.03/16 0.203s, n=201657, sd=18}
g2@d4 {+4.24/15 0.574s, n=486400, sd=17}
137. Kd3@g1 {-4.09/17 0.605s, n=481280, sd=19}
Kd5@e3 {+5.72/13 0.479s, n=321536, sd=15}
138. Kc3@g1 {-5.38/13 0.193s, n=78779, sd=14}
Kc5@d3 {+10.60/13 0.182s, n=117173, sd=13}
139. Kb3@g1 {-5.38/12 0.531s, n=430080, sd=14}
Kb5@c3 {+11.14/12 0.179s, n=124633, sd=13}
140. Kc2@g1 {-10.59/15 0.333s, n=150148, sd=16}
Kc4@d2 {+10.63/14 0.323s, n=253108, sd=15}
141. Kb2@g1 {-10.96/11 0.201s, n=129828, sd=12}
Kd3@b3 {+11.85/13 0.380s, n=279741, sd=14}
142. Ka3@b4 {-11.14/10 0.204s, n=133500, sd=11}
Kc3@a4 {+M29/17 0.448s, n=361472, sd=18}
143. Ka2@a3 {-M16/64 0.176s, n=233287, sd=7}
g1=Q@a4 {+M33/16 0.280s, n=181396, sd=16}
144. Ka3@c1 {-M12/133 0.219s, n=208368, sd=11}
Qc5@a2 {+M9/131 0.171s, n=358875, sd=8}
145. Ka4@b4 {-M12/133 0.327s, n=225404, sd=11}
Kb2@b5 {+M5/199 0.252s, n=191148, sd=8, White disconnects} 0-1