[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.18"]
[Round "1"]
[White "WakWak-base"]
[Black "WakWak-dev"]
[Result "1-0"]
[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 "nrbkqbrn/4pppp/2p5/pp6/1Pp3P1/8/PNPPPP1P/BR1KQNR1 w gb - 0 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:58"]
[GameStartTime "2026-09-18T07:29:13 +0000"]
[GameEndTime "2026-09-18T07:31:11 +0000"]
[PlyCount "225"]
[Termination "abandoned"]
[TimeControl "27.52+0.28"]

6. bxa5@d7 {-4.29/10 3.822s, n=2632706, sd=25}
Nc7@c1 {+4.29/8 1.448s, n=898273, sd=18}
7. d3@d2 {-4.18/9 1.493s, n=967624, sd=21}
Be6@c8 {+3.94/9 1.428s, n=1204335, sd=19}
8. dxc4@c1 {-3.57/11 4.017s, n=3270696, sd=21}
O-O-O@e3 {+3.66/9 1.918s, n=1674819, sd=21}
9. Kc1@g6 {-3.49/10 1.437s, n=1032190, sd=19}
Kb8@e3 {+3.39/9 2.233s, n=2142885, sd=22}
10. a4@g6 {-3.18/10 2.775s, n=2639433, sd=23}
Qd7@e3 {+3.23/9 1.841s, n=1797073, sd=19}
11. Rg3@g6 {-2.94/10 1.350s, n=1246714, sd=21}
h6@e3 {+3.01/9 1.197s, n=1185147, sd=19}
12. h3@g6 {-2.81/10 1.582s, n=1495695, sd=19}
Qd6@e3 {+2.65/9 2.264s, n=2180351, sd=19}
13. axb5@g6 {-2.71/10 0.698s, n=671301, sd=22}
cxb5@d3 {+2.85/9 1.311s, n=1161516, sd=22}
14. Ne3@g6 {-2.66/9 0.672s, n=598366, sd=18}
Qf4@d3 {+2.70/9 1.178s, n=1037799, sd=24}
15. Rf3@g3 {-2.23/10 1.759s, n=1502403, sd=20}
Qg5@d3 {+2.27/8 1.255s, n=1010406, sd=20}
16. cxb5@g6 {-2.15/10 1.640s, n=1185128, sd=21}
Nxb5@b4 {+2.03/9 2.328s, n=1914812, sd=24}
17. Nbc4@d5 {-2.22/9 0.479s, n=347993, sd=24}
Ng6@b4 {+1.96/9 1.061s, n=696214, sd=25}
18. Qd2@d5 {-2.41/8 0.503s, n=354235, sd=19}
Kc7@b2 {+1.88/8 0.602s, n=382344, sd=21}
19. Qb4@d6 {-2.06/9 1.286s, n=805344, sd=23}
Kc6@b6 {+2.12/8 1.539s, n=928889, sd=22}
20. Qd2@d4 {-1.91/8 0.506s, n=354394, sd=20}
h5@d6 {+2.00/8 3.278s, n=2438296, sd=23}
21. gxh5@d5 {-2.09/8 1.433s, n=1038482, sd=24}
Qxh5@d6 {+2.28/7 0.653s, n=492122, sd=19}
22. Rb4@d7 {-2.15/8 1.636s, n=1219424, sd=23}
Nd6@b6 {+2.31/7 0.600s, n=466354, sd=18}
23. Qc3@d5 {-2.10/8 0.821s, n=629195, sd=20}
Nh4@c7 {+2.15/8 1.361s, n=941263, sd=23}
24. Rf4@d5 {-2.14/8 0.749s, n=565294, sd=21}
g5@b6 {+2.39/7 0.769s, n=548386, sd=19}
25. Rd4@e5 {-2.38/8 0.521s, n=377247, sd=18}
Qxe2@b6 {+2.61/8 0.726s, n=557858, sd=17}
26. Rd2@e1 {-2.72/8 0.365s, n=301557, sd=18}
Qh5@b6 {+2.28/8 0.304s, n=261370, sd=18}
27. Nxd6@c7 {-2.37/9 0.615s, n=487787, sd=19}
exd6@c4 {+2.35/7 0.337s, n=232019, sd=17}
28. Rb8@c8 {-2.26/9 0.761s, n=641879, sd=18}
Kd7@a6 {+2.35/8 0.498s, n=408606, sd=17}
29. Rxd8@g6 {-2.23/9 0.421s, n=350077, sd=18}
Kxd8@a6 {+2.23/8 0.318s, n=238769, sd=18}
30. Rxd6@e7 {-2.11/9 0.414s, n=335062, sd=16}
Kc7@c6 {+1.94/8 0.466s, n=312658, sd=15}
31. Rd3@b7 {-1.99/9 0.871s, n=636418, sd=17}
Qe2@c4 {+1.97/8 0.970s, n=468155, sd=16}
32. Nd5@g6 {-2.14/7 0.347s, n=120790, sd=15}
Kb7@c4 {+1.88/8 0.318s, n=230375, sd=15}
33. Nf6@g7 {-2.03/8 0.329s, n=207506, sd=16}
Rh8@e3 {+1.64/7 0.221s, n=177006, sd=15}
34. Ne8@g8 {-1.50/8 0.873s, n=491915, sd=16}
Rh6@c5 {+1.88/7 0.361s, n=251165, sd=14}
35. Qb4@e7 {-1.24/8 0.468s, n=295273, sd=17}
Ng6@b6 {+1.67/7 0.317s, n=199891, sd=16}
36. Nd6@e7 {-1.61/8 0.432s, n=259844, sd=17}
Kc6@b6 {+1.99/8 0.367s, n=223727, sd=18}
37. Qe4@d5 {-2.01/7 0.183s, n=110013, sd=14}
Kd7@e3 {+2.23/8 0.232s, n=154817, sd=15}
38. Bb2@e7 {-2.45/7 0.354s, n=192779, sd=14}
Qf1@f5 {+3.09/7 0.317s, n=189794, sd=14}
39. Nb5@e1 {-2.99/8 0.249s, n=117768, sd=15}
Nf4@d6 {+2.98/7 0.267s, n=142990, sd=14}
40. Rd1@e2 {-3.09/8 0.172s, n=112909, sd=12}
Qxf2@d5 {+2.17/7 0.436s, n=249753, sd=14}
41. a6@d4 {-2.30/7 0.540s, n=238838, sd=14}
Ke7@a7 {+1.85/6 0.234s, n=94152, sd=13}
42. Qb7@h5 {-1.20/8 0.342s, n=158055, sd=15}
Bd5@d7 {+0.31/7 0.341s, n=104947, sd=11}
43. a7@c6 {+1.49/10 0.187s, n=104432, sd=16}
Qe3@c7 {-3.08/8 0.312s, n=107201, sd=14}
44. Rxd5@d2 {+2.66/11 0.223s, n=119094, sd=15}
Rb6@c7 {-2.69/10 0.201s, n=84821, sd=15}
45. a8=Q@d2 {+2.80/12 0.494s, n=365405, sd=17}
Rxb7@a7 {-2.90/10 0.520s, n=359873, sd=16}
46. Qxb7@d2 {+3.09/11 0.530s, n=278502, sd=17}
Nxd5@c7 {-2.86/9 0.254s, n=158979, sd=15}
47. Qxd5@d2 {+3.09/9 0.574s, n=313344, sd=15}
f6@b1 {-3.04/8 0.683s, n=399736, sd=14}
48. Kd1@f3 {+2.92/8 0.478s, n=231424, sd=14}
Qe6@c3 {-2.87/7 0.382s, n=174614, sd=15}
49. Qd3@d4 {+3.18/7 0.208s, n=85471, sd=12}
Kf7@e4 {-2.91/6 0.203s, n=82267, sd=12}
50. Bd4@f5 {+3.15/6 0.434s, n=155648, sd=13}
Bg7@c3 {-2.84/6 0.294s, n=135478, sd=11}
51. Kc1@f5 {+3.15/6 0.309s, n=158720, sd=14}
Qd5@c4 {-3.18/6 0.321s, n=138542, sd=13}
52. Nc3@e4 {+3.10/7 0.215s, n=105320, sd=13}
Qd6@g3 {-3.12/7 0.450s, n=284739, sd=15}
53. Ne4@e5 {+3.15/7 0.192s, n=116320, sd=13}
Qe6@c4 {-3.20/7 0.946s, n=637952, sd=15}
54. c3@f5 {+3.45/7 0.252s, n=188225, sd=13}
Kg6@c4 {-3.23/6 0.264s, n=171702, sd=13}
55. Kb1@f5 {+3.33/7 0.230s, n=136304, sd=13}
Qb3@b2 {-3.08/6 0.440s, n=237708, sd=13}
56. Kc1@c4 {+3.21/8 0.199s, n=96215, sd=15}
f5@c5 {-2.91/7 0.431s, n=269720, sd=14}
57. Nd2@c4 {+3.02/8 0.366s, n=256796, sd=15}
Qb7@e5 {-3.04/7 0.613s, n=381864, sd=15}
58. Nc4@c6 {+3.10/7 0.245s, n=153559, sd=13}
Qa6@f6 {-2.92/7 0.324s, n=219085, sd=14}
59. Be5@d4 {+3.03/7 0.211s, n=129249, sd=13}
Qa1@b1 {-3.06/6 0.182s, n=62723, sd=11}
60. Kd2@e1 {+2.98/8 0.418s, n=128663, sd=14}
Qb1@c2 {-3.01/6 0.250s, n=126215, sd=13}
61. Qd7@f6 {+3.15/8 0.302s, n=218487, sd=15}
Qa2@d3 {-3.25/8 0.382s, n=213431, sd=13}
62. Kc1@b3 {+3.26/8 0.351s, n=190716, sd=14}
Qa1@b1 {-3.25/8 0.256s, n=173782, sd=15}
63. Kc2@c1 {+3.10/9 0.225s, n=127463, sd=15}
Qa2@d3 {-3.16/8 0.517s, n=313344, sd=14}
64. Kd1@b3 {+3.07/8 0.307s, n=170505, sd=16}
Bxe5@f6 {-2.96/8 0.233s, n=184210, sd=15}
65. Nxe5@d6 {+3.04/10 0.174s, n=112775, sd=14}
Kf6@e6 {-3.08/8 0.152s, n=110073, sd=13}
66. Qd4@d2 {+3.00/9 0.437s, n=235780, sd=15}
Qb1@e6 {-3.02/8 0.415s, n=249948, sd=13}
67. Qd6@c1 {+3.12/8 0.356s, n=187392, sd=14}
Qe4@e6 {-3.16/7 0.165s, n=70560, sd=12}
68. Nd7@f7 {+3.24/8 0.140s, n=72874, sd=13}
Kg6@e6 {-3.07/8 0.283s, n=159464, sd=13}
69. Kd2@f3 {+3.06/7 0.196s, n=99204, sd=11}
Qh4@e6 {-3.09/7 0.363s, n=191441, sd=14}
70. Qe7@f4 {+3.26/9 0.407s, n=264604, sd=13}
Qf2@f6 {-3.35/7 0.117s, n=63026, sd=12}
71. Kd3@f4 {+3.24/9 0.376s, n=203110, sd=13}
Qf1@d4 {-3.36/7 0.330s, n=165274, sd=12}
72. Kc2@f6 {+3.24/8 0.281s, n=204800, sd=15}
Kh5@f7 {-3.32/8 0.326s, n=239094, sd=14}
73. Qe6@e5 {+3.47/8 0.279s, n=205824, sd=14}
Kh4@f6 {-3.27/8 0.235s, n=162072, sd=13}
74. Qxf5@f4 {+3.24/9 0.200s, n=186324, sd=12}
Qxh3@g4 {-3.17/7 0.143s, n=87954, sd=11}
75. Qf2@g3 {+3.18/9 0.233s, n=162292, sd=12}
Kg4@f5 {-3.25/8 0.509s, n=296164, sd=13}
76. Ne5@f4 {+3.25/8 0.136s, n=81448, sd=12}
Kf5@f3 {-3.31/7 0.130s, n=71723, sd=11}
77. Nd3@g4 {+3.31/8 0.322s, n=198801, sd=12}
Qh8@f3 {-3.30/6 0.239s, n=133169, sd=11}
78. Kb2@g4 {+3.37/6 0.451s, n=234496, sd=10}
Qh3@f3 {-3.23/8 0.535s, n=342016, sd=13}
79. Kb3@g3 {+3.21/7 0.339s, n=212992, sd=12}
Qh4@f3 {-3.29/7 0.446s, n=235520, sd=11}
80. Qd4@g4 {+3.22/7 0.280s, n=159744, sd=11}
Kg6@c4 {-3.35/6 0.210s, n=127089, sd=11}
81. Kb4@g4 {+3.54/6 0.279s, n=142336, sd=10}
Qg3@e5 {-3.42/6 0.268s, n=125741, sd=10}
82. Kc5@g7 {+3.40/6 0.280s, n=121856, sd=10}
g4@e5 {-3.46/6 0.269s, n=128425, sd=10}
83. c4@f3 {+3.37/7 0.203s, n=81027, sd=10}
Kg5@e5 {-3.27/7 0.422s, n=233472, sd=12}
84. Kb5@f4 {+3.30/7 0.268s, n=160850, sd=11}
Qf3@c5 {-3.11/8 0.269s, n=154561, sd=13}
85. Ne5@f4 {+3.02/8 0.239s, n=137529, sd=12}
Qf1@e4 {-3.25/7 0.275s, n=121871, sd=13}
86. Qd6@g3 {+2.97/7 0.212s, n=104220, sd=12}
Kf5@c6 {-3.11/7 0.299s, n=115712, sd=11}
87. Nd7@g3 {+3.13/8 0.341s, n=149030, sd=12}
Kf4@e5 {-3.03/6 0.269s, n=85726, sd=11}
88. Qd4@e4 {+3.28/7 0.162s, n=81357, sd=10}
Kg5@e5 {-3.24/7 0.186s, n=103648, sd=11}
89. Ka6@g3 {+3.19/6 0.461s, n=151552, sd=11}
Qf4@e5 {-3.22/7 0.232s, n=148832, sd=11}
90. Qd5@g3 {+3.01/8 0.182s, n=85412, sd=11}
Qf5@d6 {-3.24/7 0.121s, n=86169, sd=12}
91. Qxf5@g3 {+2.86/9 0.251s, n=208383, sd=13}
Kxf5@c5 {-3.23/13 0.477s, n=575488, sd=17}
92. Kb6@g3 {+3.22/12 0.293s, n=364445, sd=14}
Ke4@c5 {-3.37/12 0.139s, n=188618, sd=15}
93. Kc6@g3 {+3.24/13 0.357s, n=470014, sd=15}
Kd4@c5 {-3.52/13 0.291s, n=360448, sd=16}
94. Kd6@g3 {+3.26/13 0.173s, n=210605, sd=14}
Kxc4@e5 {-3.49/14 0.458s, n=491520, sd=15}
95. Nf6@g3 {+3.18/13 0.153s, n=197741, sd=14}
Kd3@e5 {-3.49/12 0.346s, n=437248, sd=13}
96. Nxg4@e4 {+3.28/11 0.166s, n=200380, sd=12}
Ke2@e6 {-3.43/11 0.262s, n=322987, sd=13}
97. Ke5@f3 {+3.40/12 0.194s, n=306557, sd=12}
Kd3@d5 {-3.50/12 0.225s, n=253295, sd=13}
98. Kf5@d4 {+3.39/12 0.186s, n=218806, sd=12}
Kc4@e4 {-3.50/13 0.271s, n=327426, sd=14}
99. Ke5@d3 {+3.42/12 0.420s, n=449163, sd=12}
Kc5@e3 {-3.51/10 0.140s, n=136418, sd=11}
100. Nh6@c4 {+3.42/11 0.184s, n=186259, sd=12}
Kb4@d4 {-3.54/11 0.224s, n=247792, sd=12}
101. Kd5@c3 {+3.42/12 0.290s, n=325159, sd=12}
Kb3@d4 {-3.56/11 0.120s, n=137502, sd=12}
102. Ng4@c3 {+3.45/12 0.175s, n=189776, sd=12}
Kc2@d4 {-3.54/12 0.241s, n=273064, sd=13}
103. Nf2@d2 {+3.56/12 0.214s, n=238633, sd=12}
Kc3@c5 {-3.54/11 0.177s, n=96636, sd=12}
104. Ne4@d3 {+3.52/13 0.246s, n=286260, sd=13}
Kb3@d4 {-3.78/10 0.249s, n=153719, sd=11}
105. Kc5@c4 {+4.18/13 0.262s, n=330740, sd=14}
Kb2@c2 {-4.06/11 0.221s, n=172900, sd=12}
106. Kb4@d2 {+4.18/13 0.139s, n=184439, sd=13}
Kc2@c4 {-4.54/17 0.597s, n=790528, sd=18}
107. Nf2@d2 {+5.12/18 0.690s, n=1051648, sd=19}
Kb2@c2 {-5.08/17 0.491s, n=723968, sd=18}
108. Kc4@e4 {+5.30/17 0.553s, n=916480, sd=18}
Kc2@d4 {-6.89/17 0.130s, n=116793, sd=18}
109. Ne4@d1 {+5.28/17 0.462s, n=447488, sd=18}
Kb2@d2 {-6.75/18 0.471s, n=733184, sd=18}
110. Nc3@c2 {+5.70/15 0.204s, n=248882, sd=15}
Ka3@a4 {-6.71/18 0.381s, n=541696, sd=19}
111. Nb5@b2 {+M33/19 0.259s, n=284950, sd=20}
Ka2@c3 {-7.20/18 0.280s, n=402432, sd=19}
112. Kb4@b2 {+M37/20 0.434s, n=388096, sd=22}
Kb1@c1 {-M32/18 0.127s, n=157247, sd=19}
113. Kc3@d4 {+M37/18 0.307s, n=279552, sd=20}
Kc1@d1 {-7.31/22 0.425s, n=653312, sd=23}
114. Nd4@e2 {+M37/20 0.280s, n=264192, sd=22}
Kd1@c2 {-7.27/18 0.288s, n=435200, sd=19}
115. Nf3@e2 {+M21/52 0.280s, n=234496, sd=53}
Kc1@d1 {-6.88/20 0.280s, n=372736, sd=21}
116. Ne1@e2 {+M17/89 0.280s, n=288768, sd=89}
Kb1@d3 {-7.34/20 0.280s, n=413696, sd=18}
117. Kb3@c1 {+M9/206 0.280s, n=207872, sd=12}
Ka1@c2 {-M8/207 0.281s, n=232448, sd=13}
118. Nd3@b1 {+M5/208 0.281s, n=205824, sd=12, Black disconnects} 1-0