[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "96"]
[White "WakWak-base"]
[Black "WakWak-dev"]
[Result "1-0"]
[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 "rkb1nrq1/1pppppbp/4n3/p5p1/5P1P/8/PPPPP1PB/NQRKNB1R w HCfa - 0 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:02:02"]
[GameStartTime "2026-09-17T14:20:45 +0000"]
[GameEndTime "2026-09-17T14:22:48 +0000"]
[PlyCount "181"]
[Termination "abandoned"]
[TimeControl "32.35+0.32"]

6. hxg5@h6 {-0.34/10 2.289s, n=2128836, sd=23}
Nxf4@g3 {+0.35/9 3.069s, n=2769879, sd=22}
7. Nb3@e6 {-0.26/10 3.355s, n=2464776, sd=21}
Ng6@a4 {+0.38/8 1.802s, n=1253394, sd=21}
8. Nf3@d6 {-0.46/10 5.899s, n=4148754, sd=26}
e5@g3 {+0.42/9 2.875s, n=2229503, sd=26}
9. e4@a4 {-0.49/10 1.566s, n=1553833, sd=23}
b6@d3 {+0.50/9 2.321s, n=2293663, sd=22}
10. a4@d6 {-0.41/11 2.294s, n=2250572, sd=29}
f6@d3 {+0.56/9 1.758s, n=1433022, sd=25}
11. c4@d6 {-0.80/9 2.274s, n=1754410, sd=26}
fxg5@d3 {+0.96/9 1.738s, n=1601458, sd=25}
12. Nxg5@f3 {-1.02/9 1.279s, n=1175869, sd=26}
Bb7@d3 {+1.04/9 2.608s, n=2491501, sd=24}
13. Nf3@c6 {-0.93/10 1.879s, n=1794024, sd=26}
Nd6@d3 {+1.17/9 2.186s, n=2060131, sd=24}
14. Bxe5@f6 {-1.11/10 1.180s, n=1058574, sd=21}
Bxe4@d3 {+1.09/9 1.219s, n=1075544, sd=20}
15. Bxd6@c2 {-1.09/10 1.046s, n=830268, sd=22}
cxd6@d3 {+1.38/10 2.284s, n=1880792, sd=22}
16. Qa1@f7 {-1.06/10 2.158s, n=1714447, sd=20}
Bxf3@c2 {+1.24/8 1.006s, n=811972, sd=18}
17. gxf3@f4 {-0.91/9 1.802s, n=1315860, sd=21}
Ne5@e2 {+0.87/8 1.712s, n=1299645, sd=20}
18. Qa3@f6 {-0.65/9 0.654s, n=490382, sd=19}
Nxf3@g2 {+1.01/8 0.902s, n=655947, sd=19}
19. Qxd6@f6 {-0.05/9 1.609s, n=1098426, sd=20}
O-O-O@f4 {+0.38/9 1.182s, n=905393, sd=19}
20. Qxb6@f6 {-0.17/9 0.823s, n=628855, sd=20}
Qf7@c5 {-0.14/6 0.775s, n=518701, sd=18}
21. Bg2@f6 {+0.67/9 0.739s, n=557264, sd=18}
Qe6@c6 {-0.73/8 0.891s, n=640165, sd=19}
22. Qe3@c3 {+1.10/9 0.785s, n=626798, sd=17}
Nh4@h3 {-1.18/8 0.643s, n=557490, sd=18}
23. Qxe6@f6 {+1.37/10 0.569s, n=493278, sd=18}
dxe6@h3 {-1.54/10 1.318s, n=998030, sd=19}
24. Be4@f6 {+1.58/10 1.084s, n=805852, sd=18}
Nf5@h3 {-1.44/9 1.628s, n=1242423, sd=18}
25. Bxf5@f6 {+1.46/9 0.436s, n=359175, sd=16}
exf5@h2 {-1.41/9 0.861s, n=585210, sd=16}
26. O-O-O@f4 {+1.65/9 1.063s, n=712413, sd=15}
h6@f2 {-1.52/8 1.233s, n=787917, sd=16}
27. Nxa5@f4 {+1.67/9 0.821s, n=532910, sd=15}
Rd4@g1 {-1.59/7 0.575s, n=356884, sd=15}
28. b3@f4 {+1.75/9 0.534s, n=327411, sd=14}
Kc7@c5 {-1.89/8 1.641s, n=979585, sd=15}
29. Rhe1@b6 {+1.81/8 0.467s, n=265375, sd=16}
f4@e5 {-1.57/8 0.442s, n=246017, sd=15}
30. c5@f3 {+1.72/9 0.754s, n=446654, sd=16}
Rf5@e5 {-1.32/9 1.531s, n=948224, sd=16}
31. Nc4@d5 {+1.40/9 0.488s, n=320371, sd=15}
Kc6@d6 {-1.67/7 0.287s, n=177907, sd=17}
32. Re7@f7 {+1.33/9 0.668s, n=477872, sd=16}
Bf6@d6 {-1.35/8 0.309s, n=211054, sd=15}
33. Rh7@f3 {+1.29/9 1.236s, n=830464, sd=20}
Kxc5@a5 {-1.23/8 0.402s, n=239004, sd=15}
34. Rxh6@f3 {+1.43/9 0.371s, n=165992, sd=16}
Rd3@c2 {-1.54/8 0.390s, n=252155, sd=14}
35. Rh5@g5 {+1.46/9 0.268s, n=156699, sd=14}
Rfd5@c2 {-1.57/9 0.455s, n=264286, sd=16}
36. Rxd5@d4 {+1.72/10 0.837s, n=459157, sd=16}
Kxd5@c2 {-1.58/9 0.292s, n=138522, sd=15}
37. a5@c3 {+1.99/10 0.415s, n=229622, sd=16}
f3@c2 {-2.27/9 0.517s, n=295277, sd=14}
38. Rf1@c3 {+2.30/9 0.728s, n=282624, sd=17}
Ke4@a6 {-2.31/8 0.505s, n=181807, sd=14}
39. Kc2@d4 {+3.18/9 0.269s, n=77924, sd=13}
Be7@b2 {-3.58/9 0.313s, n=124601, sd=12}
40. Ne5@d4 {+3.94/9 0.290s, n=80255, sd=12}
Rxb3@f2 {-3.36/10 0.423s, n=262232, sd=14}
41. Kxb3@c3 {+3.51/10 0.234s, n=142108, sd=14}
Kxe5@f2 {-3.21/9 0.295s, n=126459, sd=13}
42. a6@d6 {+3.30/9 0.225s, n=122744, sd=12}
Kf4@a7 {-3.37/8 0.333s, n=140843, sd=12}
43. Kc4@g4 {+3.29/8 0.232s, n=87299, sd=12}
Bd6@a7 {-3.32/8 0.407s, n=195103, sd=12}
44. Kb5@c7 {+3.15/7 0.253s, n=75202, sd=10}
Be5@a7 {-3.06/7 0.270s, n=82851, sd=11}
45. Kc5@d6 {+3.18/8 0.452s, n=144176, sd=11}
Ke4@a7 {-3.43/8 0.313s, n=147294, sd=12}
46. d3@e3 {+3.23/8 0.230s, n=79688, sd=12}
Kxd3@f2 {-3.05/10 0.316s, n=207955, sd=15}
47. a7@d4 {+2.82/10 0.398s, n=214724, sd=14}
Ke4@a8 {-2.95/9 0.306s, n=148620, sd=13}
48. Kc4@d4 {+2.88/9 0.691s, n=323584, sd=15}
Bf4@a8 {-3.25/9 0.666s, n=226559, sd=13}
49. Rb1@f2 {+2.98/9 0.223s, n=81413, sd=11}
Bg5@a8 {-3.10/8 0.407s, n=143511, sd=13}
50. Rb5@f4 {+2.98/9 0.288s, n=149414, sd=12}
f2@f1 {-1.85/8 0.231s, n=76617, sd=13}
51. a8=Q@d5 {+5.16/10 0.610s, n=181248, sd=14}
f1=Q@b7 {-5.53/8 0.293s, n=100484, sd=11}
52. Rxg5@e2 {+5.01/9 0.473s, n=145348, sd=12}
Ke3@c8 {-5.43/7 0.248s, n=93941, sd=10}
53. Qd5@e2 {+5.46/8 0.384s, n=124923, sd=10}
Qf4@d4 {-5.33/6 0.405s, n=114133, sd=9}
54. Rg6@e4 {+5.28/7 0.362s, n=153600, sd=10}
Ke2@d7 {-5.10/6 0.272s, n=97993, sd=9}
55. Kc5@d4 {+5.26/7 0.215s, n=73696, sd=9}
Qe3@f5 {-4.96/6 0.317s, n=101559, sd=9}
56. Qd4@f2 {+5.04/7 0.193s, n=56107, sd=10}
Qf3@f4 {-5.02/6 0.294s, n=103665, sd=9}
57. Qe5@f2 {+5.11/7 0.379s, n=129393, sd=9}
Kd3@f6 {-5.02/5 0.309s, n=104402, sd=8}
58. Qf5@f4 {+5.07/6 0.485s, n=174080, sd=9}
Qe3@e4 {-4.94/7 0.351s, n=130107, sd=10}
59. Rf6@d4 {+5.12/7 0.297s, n=112001, sd=9}
Ke2@e6 {-5.09/7 0.512s, n=189890, sd=10}
60. Kc6@f2 {+5.27/7 0.349s, n=139264, sd=10}
Qf3@f4 {-5.03/7 0.226s, n=79373, sd=10}
61. Kb6@e3 {+5.10/8 0.288s, n=118766, sd=10}
Qxf5@f4 {-5.14/7 0.244s, n=94958, sd=10}
62. Rxf5@f6 {+5.20/8 0.249s, n=138275, sd=8}
Kd2@c5 {-5.31/8 0.601s, n=288955, sd=9}
63. Rf8@e8 {+5.30/8 0.195s, n=116156, sd=8}
Ke3@c5 {-5.33/8 0.250s, n=125233, sd=9}
64. Rd8@f4 {+5.30/8 0.193s, n=89297, sd=8}
Ke4@c5 {-5.33/8 0.227s, n=99329, sd=9}
65. Kc6@e5 {+5.26/8 0.221s, n=93177, sd=8}
Kf5@d5 {-5.33/9 0.759s, n=323584, sd=10}
66. Kd6@g2 {+5.37/8 0.253s, n=106084, sd=8}
Ke4@e6 {-5.72/8 0.212s, n=84425, sd=9}
67. Rb8@c8 {+5.50/8 0.301s, n=140345, sd=8}
Kf5@d8 {-5.71/9 0.636s, n=332743, sd=11}
68. Ke7@e5 {+5.52/9 0.214s, n=106789, sd=9}
Kf4@f6 {-5.69/9 0.415s, n=231190, sd=10}
69. Ke6@d5 {+5.56/9 0.459s, n=213803, sd=9}
Ke4@c8 {-5.61/9 0.264s, n=138304, sd=10}
70. Rb7@f6 {+5.57/9 0.216s, n=122897, sd=10}
Kd4@c7 {-5.71/9 0.510s, n=257707, sd=10}
71. Kd6@e4 {+5.54/9 0.553s, n=256908, sd=10}
Kc4@b8 {-5.67/8 0.190s, n=101794, sd=9}
72. Rc7@d4 {+5.57/10 0.270s, n=162271, sd=10}
Kb5@c8 {-5.61/7 0.212s, n=77696, sd=9}
73. Ke7@b6 {+5.57/10 0.401s, n=273373, sd=10}
Ka4@c8 {-5.67/9 0.201s, n=108783, sd=10}
74. Ke6@b7 {+5.57/10 0.300s, n=168909, sd=10}
Kb5@c8 {-5.63/9 0.245s, n=95811, sd=11}
75. Ke5@b6 {+5.52/10 0.265s, n=181103, sd=10}
Ka6@c8 {-5.67/10 0.337s, n=142402, sd=11}
76. Kf6@b6 {+5.52/10 0.219s, n=148255, sd=10}
Kb5@c8 {-5.67/10 0.225s, n=92097, sd=11}
77. Ke6@b6 {+5.52/10 0.602s, n=318464, sd=12}
Ka5@c8 {-5.67/10 0.212s, n=127618, sd=11}
78. Kf5@b6 {+5.44/10 0.384s, n=265867, sd=10}
Kb5@c8 {-5.63/10 0.308s, n=222352, sd=11}
79. Kf6@b6 {+5.44/10 0.239s, n=170051, sd=10}
Kb4@c8 {-5.67/11 0.311s, n=207377, sd=12}
80. Ke5@b5 {+5.45/10 0.208s, n=141027, sd=10}
Kb3@c8 {-5.67/11 0.369s, n=216671, sd=12}
81. Kd6@a3 {+5.45/10 0.414s, n=228441, sd=10}
Kb4@c8 {-5.67/13 0.457s, n=255945, sd=14}
82. Ke7@a4 {+5.45/10 0.520s, n=299008, sd=12}
Ka5@c8 {-5.67/11 0.264s, n=154399, sd=12}
83. Kd7@b4 {+5.44/10 0.397s, n=256000, sd=11}
Ka4@c8 {-5.67/13 0.367s, n=275380, sd=14}
84. Kc6@b3 {+5.45/11 0.226s, n=146623, sd=11}
Kb4@c8 {-5.67/12 0.353s, n=223985, sd=13}
85. Kd6@b5 {+5.52/11 0.280s, n=135579, sd=12}
Kc3@c4 {-5.67/11 0.293s, n=172721, sd=12}
86. Kd5@e6 {+5.52/10 0.452s, n=267264, sd=12}
Kb4@c8 {-5.67/12 0.303s, n=175490, sd=13}
87. Rb7@c3 {+5.52/10 0.237s, n=122661, sd=10}
Kb5@b6 {-5.67/12 0.478s, n=331003, sd=13}
88. Rb8@b7 {+5.52/11 0.232s, n=142049, sd=11}
Kb4@b5 {-5.67/12 0.392s, n=259546, sd=13}
89. Kc6@c4 {+5.52/10 0.485s, n=278528, sd=11}
Kc3@b6 {-5.67/13 0.347s, n=213142, sd=14}
90. Kc5@d3 {+5.52/10 0.183s, n=84770, sd=10}
Kb3@b5 {-5.67/12 0.330s, n=185761, sd=13}
91. Rc8@c3 {+5.52/11 0.340s, n=174268, sd=11}
Ka3@e6 {-5.67/13 0.331s, n=185622, sd=14}
92. Kc4@b2 {+5.61/10 0.186s, n=97459, sd=10}
Ka2@b7 {-5.94/11 0.206s, n=87335, sd=12}
93. Kc3@c1 {+M17/41 0.515s, n=439296, sd=41}
Ka3@c4 {-8.85/32 0.570s, n=839680, sd=26}
94. Rb8@a4 {+M13/135 0.291s, n=183935, sd=10}
Ka2@a3 {-9.19/35 0.486s, n=605184, sd=30}
95. Rb3@b2 {+M9/137 0.362s, n=140183, sd=12}
Ka1@b1 {-M8/204 0.267s, n=227670, sd=11}
96. Kc2@a2 {+M5/204 0.231s, n=137740, sd=10, Black disconnects} 1-0