[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.20"]
[Round "9"]
[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 "1qrkrbb1/ppn1pp2/3p2np/2p3p1/2P4P/3P2P1/PP1RPP2/BBNQ1NKR w Hec - 1 7"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:02:01"]
[GameStartTime "2026-09-20T08:13:01 +0000"]
[GameEndTime "2026-09-20T08:15:03 +0000"]
[PlyCount "278"]
[Termination "abandoned"]
[TimeControl "25.87+0.26"]

7. hxg5@e3 {+0.05/11 3.764s, n=3066978, sd=28}
hxg5@e4 {-0.03/11 2.025s, n=1732856, sd=24}
8. Ne3@g7 {+0.11/10 1.408s, n=1210195, sd=24}
Ne6@b4 {-0.05/10 0.610s, n=626540, sd=23}
9. Nb3@g7 {+0.09/9 0.942s, n=889550, sd=23}
Bh7@h2 {-0.02/10 0.943s, n=962986, sd=19}
10. d4@g7 {+0.36/11 1.676s, n=1619723, sd=22}
Nxd4@h2 {-0.49/11 0.960s, n=887817, sd=27}
11. Nxd4@d3 {+0.33/10 0.751s, n=732629, sd=21}
cxd4@g7 {-0.66/11 1.427s, n=1267195, sd=24}
12. Rxh7@b3 {+0.68/9 0.693s, n=623495, sd=23}
dxe3@e5 {-0.48/13 2.300s, n=2458118, sd=24}
13. fxe3@b3 {+0.59/10 1.046s, n=1005083, sd=23}
Ne5@e6 {-0.55/12 2.107s, n=1846531, sd=22}
14. b3@b2 {+0.65/10 0.751s, n=764156, sd=26}
e6@c3 {-0.48/11 0.714s, n=657028, sd=24}
15. Bb2@e7 {+0.57/10 2.316s, n=1993335, sd=25}
O-O-O@d4 {-0.46/10 0.693s, n=669886, sd=23}
16. Qf1@e7 {+0.45/9 1.156s, n=751291, sd=23}
f5@g2 {-0.51/9 0.451s, n=360123, sd=19}
17. Bd3@e7 {+0.49/7 0.502s, n=359109, sd=19}
Qc7@d7 {-0.38/8 0.468s, n=415290, sd=20}
18. Qf2@e7 {+0.25/7 0.931s, n=862221, sd=22}
Qa5@d1 {+0.07/10 1.024s, n=985841, sd=21}
19. e4@b4 {+0.21/7 0.716s, n=588721, sd=20}
Qxa2@c2 {+0.88/10 0.804s, n=682356, sd=20}
20. Bd4@b2 {-0.80/9 0.526s, n=479584, sd=19}
Nxd3@c2 {+0.96/11 1.245s, n=1002540, sd=20}
21. exd3@b2 {-0.96/9 0.341s, n=312613, sd=18}
fxe4@c2 {+1.01/10 0.450s, n=398775, sd=19}
22. dxe4@b2 {-1.14/8 0.433s, n=268236, sd=18}
Qxb3@f6 {+1.17/10 0.657s, n=553048, sd=19}
23. Bxa7@b6 {-1.14/9 1.436s, n=1092889, sd=19}
Qxc4@c7 {+1.12/9 0.713s, n=448495, sd=18}
24. Be3@d4 {-1.11/8 0.468s, n=255156, sd=18}
Qb3@f4 {+1.20/9 2.126s, n=1312714, sd=19}
25. Qf3@e7 {-1.05/7 1.281s, n=807435, sd=17}
d5@f4 {+1.14/8 0.673s, n=438531, sd=19}
26. Rf7@e7 {-1.25/7 0.349s, n=166479, sd=15}
Qb1@f4 {+1.43/9 0.707s, n=478458, sd=17}
27. exd5@e1 {-1.66/7 0.519s, n=277676, sd=15}
Rxd5@d4 {+1.71/9 0.402s, n=252511, sd=16}
28. Kg2@d3 {-1.52/8 0.385s, n=286141, sd=17}
Rf5@f6 {+1.86/8 1.343s, n=835808, sd=17}
29. Rh7@f4 {-1.84/8 0.616s, n=431162, sd=15}
Bb4@e2 {+1.85/8 0.622s, n=388903, sd=15}
30. Rd4@f4 {-2.00/8 0.275s, n=231989, sd=13}
Bc5@e4 {+2.02/9 0.727s, n=501581, sd=14}
31. Qd1@c1 {-1.64/9 0.713s, n=457470, sd=16}
Qb5@e4 {+1.73/9 1.102s, n=623153, sd=16}
32. Rd2@d4 {-1.84/9 1.020s, n=630567, sd=15}
Qc6@d5 {+1.69/9 0.808s, n=469068, sd=16}
33. Bxc5@f3 {-1.48/8 0.624s, n=377524, sd=15}
Rxc5@h2 {+1.56/8 1.706s, n=897168, sd=16}
34. Qh5@d5 {-0.80/8 0.478s, n=187461, sd=14}
Rg8@h2 {+1.41/9 0.848s, n=319566, sd=15}
35. Kh3@d5 {-1.32/7 0.829s, n=424313, sd=16}
g4@h4 {+1.55/8 0.576s, n=296645, sd=13}
36. Kh2@d5 {-1.43/8 0.267s, n=142046, sd=15}
Rc1@f7 {+1.50/8 0.181s, n=101164, sd=12}
37. Rf2@e1 {-1.68/8 0.279s, n=155014, sd=13}
Qe4@f7 {+2.11/8 0.667s, n=323285, sd=13}
38. Qh6@f8 {-1.97/8 0.962s, n=513439, sd=15}
Qg6@g7 {+1.71/8 0.245s, n=142171, sd=12}
39. Kg2@f6 {-1.74/7 0.283s, n=116342, sd=14}
Rd1@g7 {+1.65/9 0.696s, n=433848, sd=14}
40. Qxg6@g5 {-1.39/9 0.699s, n=459199, sd=15}
Rxg6@e7 {+1.60/9 0.735s, n=377869, sd=15}
41. Rf4@d2 {-1.53/8 0.280s, n=190239, sd=13}
Rg5@g7 {+1.34/8 0.633s, n=271088, sd=14}
42. Re4@d2 {-1.21/8 0.611s, n=311970, sd=12}
Kd7@g7 {+1.40/8 0.256s, n=127038, sd=11}
43. Re5@f5 {-1.11/9 0.414s, n=163806, sd=14}
Rg8@e7 {+1.10/9 0.219s, n=103857, sd=13}
44. Rg5@g7 {-1.12/8 0.185s, n=115374, sd=13}
Kc6@g6 {+1.09/8 0.206s, n=106840, sd=11}
45. Rxg4@g7 {-0.98/8 0.831s, n=419793, sd=13}
b6@g5 {+0.92/7 0.188s, n=120061, sd=11}
46. Rd4@d3 {-0.97/8 1.143s, n=720777, sd=14}
Ra8@d2 {+0.90/8 0.253s, n=161910, sd=11}
47. Kf3@d3 {-0.89/8 0.870s, n=474437, sd=14}
Raa1@d2 {+0.85/7 0.233s, n=156451, sd=12}
48. Re7@d3 {-0.91/7 0.135s, n=94870, sd=12}
Kd6@d5 {+0.82/9 0.190s, n=146165, sd=13}
49. Re8@d3 {-0.87/8 0.595s, n=287403, sd=13}
Rac1@d5 {+0.87/9 0.209s, n=159236, sd=12}
50. g4@d3 {-0.80/8 0.208s, n=128789, sd=12}
Ke5@e4 {+0.80/10 0.265s, n=207943, sd=13}
51. Rxd1@d3 {-0.68/9 0.266s, n=203340, sd=14}
Rxd1@d8 {+1.01/11 0.977s, n=739250, sd=17}
52. Ke2@f1 {-0.90/7 0.133s, n=107737, sd=10}
Ra1@d8 {+1.34/11 0.413s, n=352112, sd=14}
53. g5@f5 {-1.17/10 1.240s, n=1011712, sd=16}
b5@d8 {+1.36/11 0.410s, n=433178, sd=16}
54. Kd3@e1 {-1.36/9 0.270s, n=233651, sd=13}
Kf5@d4 {+1.36/9 0.124s, n=101096, sd=12}
55. Kc3@a2 {-1.28/8 0.104s, n=93847, sd=11}
Rd1@e7 {+1.31/10 0.369s, n=332007, sd=12}
56. Kb4@e5 {-1.30/9 0.321s, n=291230, sd=13}
Kxg5@e7 {+1.03/9 0.149s, n=118788, sd=12}
57. Kxb5@f4 {-1.13/8 0.323s, n=259286, sd=11}
e5@e7 {+1.27/9 0.203s, n=164918, sd=11}
58. Kc6@e4 {-1.43/8 0.398s, n=289537, sd=11}
Kf5@f8 {+1.30/9 0.127s, n=93036, sd=11}
59. Kc5@e4 {-1.46/8 0.119s, n=83373, sd=11}
Ke6@e7 {+1.41/10 0.982s, n=695102, sd=13}
60. Kb6@e4 {-1.54/8 0.179s, n=126191, sd=11}
Kd6@d8 {+1.57/9 0.154s, n=107268, sd=11}
61. Kb7@e4 {-1.63/7 0.157s, n=116184, sd=10}
Rb1@a6 {+1.66/10 0.267s, n=197902, sd=12}
62. Ka7@e4 {-1.59/10 0.185s, n=145271, sd=13}
Rc1@d8 {+1.63/9 0.215s, n=138668, sd=11}
63. Kb7@e4 {-1.63/9 0.167s, n=118656, sd=11}
Rc7@b6 {+1.85/10 0.421s, n=300446, sd=12}
64. Kb8@e4 {-1.63/10 0.205s, n=138696, sd=13}
Kc6@e7 {+1.91/11 0.136s, n=107447, sd=13}
65. Ka7@b7 {-1.78/12 0.511s, n=367826, sd=15}
e4@e5 {+1.95/11 0.194s, n=147304, sd=12}
66. Ka6@e3 {-1.77/11 0.595s, n=420945, sd=14}
Kd6@e5 {+1.90/10 0.223s, n=148252, sd=13}
67. Ka5@e3 {-1.77/10 0.248s, n=189207, sd=13}
Rc1@e5 {+1.71/9 0.157s, n=115307, sd=11}
68. Kb5@e3 {-1.80/8 0.196s, n=114717, sd=11}
Ke6@e7 {+1.79/10 0.318s, n=191624, sd=12}
69. Rd8@e3 {-1.80/9 0.363s, n=208431, sd=12}
Rb1@c4 {+1.90/10 0.348s, n=247349, sd=13}
70. Kc5@e3 {-1.80/9 0.112s, n=83536, sd=12}
Ke5@d7 {+1.79/10 0.295s, n=200875, sd=12}
71. Kc6@e3 {-1.80/10 0.135s, n=114606, sd=13}
Rd1@d7 {+1.79/10 0.413s, n=285329, sd=12}
72. Re8@e3 {-1.88/8 0.313s, n=226429, sd=11}
Kf5@d5 {+1.79/10 0.291s, n=208858, sd=12}
73. Re7@e3 {-1.74/8 0.130s, n=100057, sd=11}
Kf4@d7 {+1.75/9 0.269s, n=181985, sd=11}
74. Rf7@e3 {-1.73/8 0.132s, n=97633, sd=11}
Ke5@f6 {+1.79/9 0.364s, n=247608, sd=11}
75. Re7@e3 {-1.73/9 0.172s, n=130500, sd=12}
Kf5@c5 {+1.80/11 0.364s, n=275333, sd=13}
76. Rc7@e3 {-1.78/9 0.563s, n=378030, sd=12}
Ke6@b7 {+1.94/10 0.298s, n=198241, sd=12}
77. Kb5@e3 {-1.83/10 0.940s, n=588800, sd=13}
Rb1@c5 {+1.90/9 0.118s, n=79832, sd=11}
78. Ka4@e3 {-1.98/8 0.154s, n=98710, sd=11}
Kf5@a3 {+1.81/10 0.620s, n=446570, sd=13}
79. Rc5@e3 {-1.96/8 0.209s, n=123747, sd=11}
Kg4@b5 {+1.90/9 0.478s, n=221996, sd=12}
80. Ka5@e3 {-1.91/7 0.133s, n=107723, sd=10}
Kf4@a4 {+1.84/9 0.401s, n=308340, sd=11}
81. Ka6@e3 {-1.88/7 0.248s, n=117989, sd=10}
Rb3@b5 {+1.90/9 0.199s, n=137667, sd=11}
82. Rc6@e3 {-1.84/7 0.194s, n=92087, sd=10}
Kf3@f6 {+1.84/9 0.125s, n=103415, sd=11}
83. Rb6@e3 {-1.91/8 0.210s, n=162882, sd=11}
Ra3@b7 {+1.81/10 0.479s, n=383914, sd=12}
84. Kb5@e3 {-1.84/7 0.103s, n=75818, sd=10}
Rc3@c6 {+1.80/9 0.130s, n=101731, sd=11}
85. Kb4@e3 {-1.79/7 0.133s, n=74470, sd=11}
Rc1@f6 {+1.79/9 0.268s, n=173465, sd=12}
86. Re6@e3 {-1.87/8 0.370s, n=237728, sd=11}
Kf4@b3 {+1.80/9 0.102s, n=72494, sd=10}
87. Re7@e3 {-1.83/8 0.164s, n=103017, sd=11}
Kf5@b3 {+1.73/10 0.247s, n=166584, sd=11}
88. Rd7@e3 {-1.79/9 0.221s, n=153018, sd=12}
Ke5@b3 {+1.77/10 0.367s, n=245009, sd=12}
89. Kb5@e3 {-1.80/10 0.760s, n=509245, sd=13}
Ke6@d8 {+1.84/10 0.329s, n=191444, sd=12}
90. Rd4@e3 {-1.88/8 0.214s, n=138372, sd=11}
Kf5@c4 {+1.80/11 0.451s, n=306500, sd=14}
91. Rd6@e3 {-1.87/9 0.218s, n=151205, sd=12}
Ke5@d7 {+1.89/10 0.139s, n=95468, sd=12}
92. Rb6@e3 {-1.90/9 0.231s, n=155971, sd=12}
Kd5@f6 {+2.41/11 0.221s, n=172567, sd=14}
93. Ka6@e3 {-2.31/9 0.108s, n=74340, sd=12}
Ra1@b7 {+1.93/11 0.148s, n=112238, sd=14}
94. Kb5@e3 {-2.25/11 0.143s, n=117458, sd=13}
Rb1@a6 {+1.98/11 0.309s, n=187321, sd=14}
95. Ka5@e3 {-2.47/11 0.206s, n=136835, sd=15}
Kc5@b5 {+2.68/11 0.091s, n=67945, sd=13}
96. Re6@e5 {-2.55/10 0.305s, n=219462, sd=14}
e3@e4 {+2.44/9 0.116s, n=81331, sd=12}
97. Re5@d4 {-2.69/10 0.144s, n=104916, sd=14}
Kc4@e4 {+2.78/10 0.249s, n=168556, sd=13}
98. Ka6@e2 {-2.79/9 0.156s, n=119069, sd=13}
Kd4@c5 {+2.74/10 0.208s, n=157981, sd=13}
99. Re7@e2 {-2.81/9 0.159s, n=124268, sd=13}
Ke4@e5 {+2.82/10 0.185s, n=150908, sd=12}
100. Rb7@e2 {-2.87/10 0.510s, n=427419, sd=13}
Ra1@e5 {+2.78/10 0.346s, n=276544, sd=14}
101. Kb6@e2 {-2.76/9 0.210s, n=166828, sd=13}
Kd5@c7 {+3.12/10 0.218s, n=182253, sd=13}
102. Kb5@e2 {-3.52/8 0.163s, n=111409, sd=12}
Rb1@a6 {+3.39/10 0.105s, n=89843, sd=13}
103. Re7@b4 {-3.51/11 0.237s, n=182702, sd=15}
e2@e6 {+3.45/11 0.236s, n=163758, sd=13}
104. Ka4@e1 {-3.09/11 0.197s, n=163024, sd=14}
Kc4@e4 {+3.41/11 0.203s, n=157562, sd=13}
105. Ka5@e1 {-3.66/10 0.218s, n=175492, sd=14}
Kc3@e6 {+3.50/10 0.257s, n=200488, sd=13}
106. Rc7@e1 {-3.60/9 0.214s, n=174076, sd=12}
Kd4@a4 {+3.33/11 0.293s, n=224857, sd=13}
107. Ka6@e1 {-3.73/9 0.379s, n=280253, sd=12}
Kd5@e7 {+3.42/10 0.205s, n=162991, sd=13}
108. Ka5@e1 {-3.55/10 0.209s, n=172461, sd=14}
Rb2@a4 {+3.36/11 0.397s, n=326736, sd=13}
109. Rc1@e1 {-3.35/9 0.185s, n=80552, sd=14}
Ke4@a4 {+3.37/10 0.277s, n=215932, sd=14}
110. Re1@f3 {-3.49/9 0.287s, n=236107, sd=13}
Ke3@a4 {+3.41/9 0.147s, n=103497, sd=11}
111. Rc1@e1 {-3.38/9 0.279s, n=211610, sd=12}
Rb7@a4 {+3.41/9 0.345s, n=252297, sd=12}
112. Ka6@e1 {-3.47/8 0.150s, n=112109, sd=12}
Rb3@c2 {+3.41/8 0.104s, n=70162, sd=11}
113. Ka5@e1 {-3.39/9 0.216s, n=163709, sd=13}
Rb8@a4 {+3.28/10 0.374s, n=271778, sd=13}
114. Ka6@e1 {-3.39/8 0.171s, n=90261, sd=11}
Kf2@c2 {+3.39/10 0.769s, n=589824, sd=13}
115. Ka7@e1 {-3.46/9 0.237s, n=224730, sd=12}
Rd8@c2 {+5.88/11 0.229s, n=144456, sd=12}
116. Kb6@d1 {-5.90/8 0.128s, n=111092, sd=9}
Rd2@e1 {+5.11/13 0.323s, n=380763, sd=14}
117. Kc5@d1 {-5.48/12 0.165s, n=259852, sd=13}
e1=Q@e3 {+5.12/13 0.179s, n=140767, sd=14}
118. Rxe1@d4 {-5.52/12 0.147s, n=127548, sd=13}
Kxe1@c7 {+5.12/13 0.104s, n=158794, sd=14}
119. Kd4@d3 {-5.59/12 0.655s, n=657649, sd=13}
Kf2@d1 {+5.20/12 0.294s, n=256578, sd=12}
120. Ke4@f3 {-5.62/11 0.163s, n=134941, sd=13}
Kg3@f5 {+5.25/12 0.120s, n=117105, sd=12}
121. Ke5@f3 {-5.72/12 0.155s, n=146596, sd=13}
Kg4@f6 {+5.40/12 0.193s, n=187040, sd=12}
122. Ke6@f4 {-5.73/13 0.759s, n=732187, sd=15}
Kg5@e5 {+5.62/13 0.291s, n=286441, sd=14}
123. Kd6@d5 {-5.87/10 0.126s, n=123173, sd=11}
Kf6@c5 {+5.68/13 0.319s, n=314728, sd=14}
124. Kd5@d3 {-5.87/11 0.160s, n=112311, sd=13}
Kf5@d4 {+5.68/12 0.107s, n=131982, sd=12}
125. Kc4@c3 {-5.80/11 0.229s, n=299448, sd=13}
Ke4@c5 {+5.72/12 0.194s, n=190505, sd=12}
126. Kc3@c4 {-5.87/12 0.282s, n=290118, sd=13}
Rd1@c2 {+5.70/11 0.170s, n=159902, sd=12}
127. Kc4@c1 {-5.87/12 0.116s, n=115041, sd=13}
Rd3@c5 {+5.77/11 0.218s, n=195325, sd=12}
128. Kb5@d5 {-5.97/12 0.260s, n=261013, sd=13}
Kd4@c6 {+5.78/10 0.102s, n=67938, sd=10}
129. Kb6@d5 {-5.96/13 0.399s, n=427952, sd=15}
Rd1@c6 {+5.83/11 0.127s, n=86061, sd=12}
130. Kc7@d5 {-5.96/13 0.166s, n=177186, sd=15}
Ke5@c6 {+5.70/12 0.254s, n=292730, sd=12}
131. Kd7@d2 {-5.94/12 0.313s, n=260192, sd=13}
Rc1@e7 {+5.70/14 0.250s, n=291175, sd=14}
132. Kc6@c2 {-6.00/14 0.175s, n=243237, sd=15}
Ke6@c5 {+5.83/13 0.406s, n=374984, sd=14}
133. Kb5@b4 {-6.07/15 0.510s, n=645633, sd=17}
Kd5@c2 {+5.86/12 0.138s, n=138137, sd=12}
134. Kb4@b3 {-6.07/14 0.210s, n=151400, sd=15}
Rc4@d4 {+6.06/13 0.386s, n=310794, sd=14}
135. Kb5@c3 {-6.07/12 0.126s, n=68230, sd=13}
Rd4@b4 {+6.14/13 0.151s, n=196463, sd=13}
136. Kb6@c4 {-6.16/13 0.141s, n=107077, sd=15}
Kd6@b5 {+6.42/12 0.140s, n=61542, sd=12}
137. Ka5@c5 {-6.69/12 0.120s, n=116524, sd=13}
Kc6@b4 {+6.50/12 0.109s, n=75549, sd=12}
138. Ka4@c4 {-6.86/13 0.169s, n=181728, sd=15}
Kc5@b3 {+6.89/14 0.163s, n=249827, sd=14}
139. Ka3@d2 {-7.38/14 0.235s, n=302193, sd=15}
Rb4@b3 {+M33/17 0.116s, n=100243, sd=18}
140. Ka2@c4 {-8.07/18 0.126s, n=186795, sd=15}
Kd4@b3 {+M29/22 0.116s, n=98517, sd=14}
141. Ka3@c3 {-9.25/37 1.281s, n=2105344, sd=27}
Kc4@b3 {+M25/22 0.308s, n=198319, sd=22}
142. Ka2@a1 {-9.02/39 0.939s, n=1485824, sd=30}
Rb3@c3 {+M17/64 0.117s, n=138675, sd=9}
143. Ka1@b2 {-9.27/38 0.713s, n=1103872, sd=28}
Kd3@b1 {+M13/139 0.120s, n=94940, sd=10}
144. Ka2@c2 {-M12/144 0.085s, n=99912, sd=13}
Kc3@b1 {+M9/193 1.198s, n=1104896, sd=43}
145. Ka1@a3 {-M8/204 0.089s, n=89115, sd=11}
Kc2@a2 {+M5/207 0.142s, n=143251, sd=12, White disconnects} 0-1