[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "320"]
[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 "rqkbbnr1/1ppp1pp1/p4n1p/4p3/2PP3P/8/PPR1PPP1/NQ1BBKRN b Ga - 3 6"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:01:03"]
[GameStartTime "2026-09-17T14:19:18 +0000"]
[GameEndTime "2026-09-17T14:20:22 +0000"]
[PlyCount "178"]
[Termination "abandoned"]
[TimeControl "16.93+0.17"]

6... exd4@b3 {+1.32/10 1.836s, n=2563658, sd=23}
7. O-O@c6 {-1.36/10 1.148s, n=1493421, sd=22}
Ne6@b3 {+1.40/9 0.885s, n=1084172, sd=23}
8. Ng3@c5 {-1.41/10 1.838s, n=2228703, sd=23}
c6@f5 {+1.58/8 0.970s, n=987312, sd=22}
9. Nb3@c7 {-1.32/9 0.874s, n=1081726, sd=23}
Ng4@f5 {+1.21/8 0.939s, n=1183197, sd=24}
10. Rc1@e7 {-1.10/10 1.777s, n=2260017, sd=25}
Qf4@c2 {+1.14/8 1.316s, n=1687426, sd=24}
11. Bd2@e3 {-1.20/10 1.392s, n=1788957, sd=27}
Qe5@c2 {+1.05/8 0.878s, n=1118544, sd=22}
12. Bb4@f6 {-1.34/9 1.248s, n=1530774, sd=29}
a5@e4 {+1.28/8 0.948s, n=1242416, sd=24}
13. Ba3@f6 {-1.02/9 0.935s, n=1194222, sd=25}
Rh8@c2 {+1.22/7 0.674s, n=860261, sd=25}
14. Nd2@f3 {-0.79/10 1.537s, n=2037435, sd=24}
Bf6@f4 {+0.89/8 0.694s, n=956133, sd=24}
15. Nf3@d6 {-0.55/10 1.008s, n=1397241, sd=25}
Qf4@b4 {+0.62/9 0.748s, n=1074396, sd=26}
16. Nh5@c2 {-0.57/9 1.016s, n=1408441, sd=22}
Qf5@d3 {+0.65/9 0.740s, n=995830, sd=24}
17. Nxf6@c2 {-0.55/9 0.725s, n=870446, sd=24}
Nxf6@e4 {+0.65/9 1.666s, n=1982679, sd=25}
18. Bb3@d3 {-0.53/8 0.568s, n=631084, sd=20}
c5@e4 {+0.87/9 1.509s, n=2027042, sd=25}
19. e3@c2 {-0.76/9 0.762s, n=1004798, sd=20}
dxe3@e4 {+1.14/9 0.388s, n=499215, sd=18}
20. fxe3@c2 {-0.98/9 0.691s, n=837648, sd=21}
Qe4@d3 {+1.03/8 0.349s, n=418191, sd=16}
21. Kf2@g4 {-1.27/8 0.291s, n=328703, sd=16}
a4@a7 {+1.61/8 0.889s, n=1069067, sd=19}
22. Bc2@g4 {-1.65/9 0.417s, n=511607, sd=19}
Qxc4@e4 {+1.51/8 0.870s, n=1013763, sd=19}
23. b3@d4 {-1.72/9 0.719s, n=817513, sd=21}
axb3@b2 {+1.80/8 0.348s, n=432479, sd=20}
24. Bxb3@d3 {-1.90/9 0.511s, n=607843, sd=19}
Qe4@c4 {+2.02/8 0.324s, n=403504, sd=19}
25. Nd2@g4 {-2.06/9 0.784s, n=889195, sd=21}
Qxb1@f3 {+2.32/8 0.325s, n=384099, sd=16}
26. Nxb1@d5 {-2.13/9 0.837s, n=934084, sd=22}
b5@c4 {+2.42/7 0.243s, n=266402, sd=19}
27. Bc2@b4 {-2.37/8 0.273s, n=313614, sd=15}
d5@d3 {+2.53/7 0.362s, n=399757, sd=16}
28. Kg1@b4 {-2.49/7 0.186s, n=200756, sd=14}
Bc6@d3 {+2.59/7 0.308s, n=349101, sd=18}
29. Bb2@a5 {-2.61/7 0.299s, n=326128, sd=20}
Ng4@f2 {+2.62/7 0.377s, n=467000, sd=18}
30. e4@a4 {-3.02/8 0.167s, n=236218, sd=19}
Ne3@f2 {+3.34/8 0.449s, n=578034, sd=19}
31. exd5@a4 {-2.99/9 0.337s, n=509972, sd=19}
Bxd5@f2 {+2.98/8 0.285s, n=389001, sd=18}
32. Rfe1@a5 {-2.85/8 0.491s, n=633856, sd=18}
Nxc2@f6 {+2.88/8 0.758s, n=948179, sd=20}
33. Rxc2@a4 {-2.88/8 0.181s, n=202866, sd=16}
Bxa2@c3 {+3.01/7 0.322s, n=378022, sd=14}
34. Nd2@d5 {-2.65/8 0.357s, n=369831, sd=17}
Rd8@c3 {+3.02/7 0.642s, n=627712, sd=16}
35. Ne4@b3 {-2.95/7 0.318s, n=324608, sd=17}
Ra4@d6 {+2.71/6 0.159s, n=169070, sd=13}
36. Be5@c4 {-2.68/7 0.184s, n=199390, sd=15}
f6@d6 {+2.84/6 0.144s, n=162905, sd=13}
37. Bg3@c4 {-2.69/7 0.129s, n=154083, sd=14}
Ra3@d6 {+2.44/7 0.281s, n=313417, sd=15}
38. Ra1@b3 {-2.53/7 0.270s, n=289827, sd=13}
b4@b2 {+2.59/7 0.132s, n=154935, sd=14}
39. Bd6@b3 {-2.59/7 0.109s, n=130428, sd=14}
f5@d7 {+2.44/8 0.203s, n=257398, sd=13}
40. Nxc5@b3 {-2.49/8 0.100s, n=140078, sd=15}
Nd4@b2 {+2.65/8 0.221s, n=220748, sd=17}
41. Rd2@d7 {-2.34/8 0.183s, n=173572, sd=16}
Bc4@a2 {+2.56/7 0.166s, n=170609, sd=13}
42. Re1@d7 {-2.11/8 0.275s, n=282889, sd=16}
Re3@e2 {+2.50/7 0.153s, n=184523, sd=15}
43. Kf2@d7 {-2.08/8 0.234s, n=257024, sd=17}
Rxe1@b2 {+2.39/8 0.152s, n=180126, sd=16}
44. Kxe1@d7 {-2.60/9 0.104s, n=116046, sd=14}
b3@d3 {+2.80/8 0.138s, n=149243, sd=14}
45. Be5@c2 {-2.43/9 0.181s, n=201704, sd=14}
Rd5@d3 {+2.32/8 0.156s, n=188504, sd=13}
46. Bxd4@b1 {-1.45/9 0.226s, n=246784, sd=14}
Rxd4@d3 {+1.88/9 0.191s, n=233443, sd=14}
47. Rb2@e4 {-2.14/9 0.127s, n=129975, sd=13}
Bd5@f6 {+1.94/9 0.440s, n=509393, sd=13}
48. h5@c4 {-2.09/8 0.119s, n=119470, sd=12}
Rh4@f2 {+2.18/8 0.254s, n=273894, sd=13}
49. Rxb3@c4 {-2.10/8 0.138s, n=132280, sd=13}
Rxh5@f2 {+2.18/7 0.203s, n=189439, sd=13}
50. Rb4@e4 {-2.20/7 0.128s, n=111769, sd=11}
Kc7@f2 {+2.22/6 0.149s, n=120019, sd=11}
51. Rf4@g5 {-2.31/7 0.102s, n=91146, sd=10}
Kc6@d3 {+2.25/7 0.151s, n=148579, sd=10}
52. Rxf5@g5 {-2.15/9 0.144s, n=144174, sd=12}
Rh1@d3 {+2.17/8 0.182s, n=146306, sd=13}
53. Na4@f1 {-1.99/8 0.314s, n=250880, sd=13}
Bxg2@f2 {+2.15/7 0.223s, n=175201, sd=11}
54. Ke2@g6 {-2.16/7 0.267s, n=199680, sd=12}
Bd5@c3 {+2.31/6 0.179s, n=132097, sd=10}
55. Re5@d6 {-2.16/7 0.180s, n=111951, sd=11}
Bb3@d5 {+1.94/6 0.168s, n=125621, sd=10}
56. Nc3@d6 {-2.05/7 0.101s, n=76908, sd=11}
h5@h4 {+2.03/6 0.166s, n=116087, sd=11}
57. Rxh5@h2 {-1.12/8 0.190s, n=126871, sd=11}
Bc4@h4 {+1.26/6 0.111s, n=87358, sd=10}
58. Kd2@h2 {-1.00/8 0.184s, n=133457, sd=11}
Rf1@g6 {+1.08/6 0.115s, n=88540, sd=10}
59. Ne4@d5 {-1.01/7 0.102s, n=62403, sd=11}
g6@g5 {+1.05/7 0.291s, n=217505, sd=12}
60. Rh6@e3 {-0.88/7 0.163s, n=129384, sd=11}
Bf7@g5 {+0.86/7 0.238s, n=183750, sd=11}
61. Ke3@e1 {-0.91/7 0.145s, n=103911, sd=11}
Kd5@g5 {+1.09/6 0.132s, n=89209, sd=9}
62. Ng3@e1 {-0.88/7 0.184s, n=126092, sd=11}
Rf6@e4 {+0.76/8 0.247s, n=178638, sd=13}
63. Rh7@g5 {-0.94/7 0.119s, n=82730, sd=10}
Kc5@e4 {+0.80/6 0.107s, n=78054, sd=11}
64. Rh4@e6 {-0.83/7 0.203s, n=140419, sd=11}
Kb4@f4 {+0.76/6 0.134s, n=102335, sd=11}
65. Ne4@f5 {-0.93/7 0.212s, n=153035, sd=10}
Ra6@d4 {+0.76/6 0.148s, n=110870, sd=11}
66. Ng5@e6 {-0.84/7 0.158s, n=119000, sd=10}
Be8@e4 {+0.85/6 0.138s, n=85021, sd=10}
67. Rh8@a4 {-0.85/6 0.103s, n=52632, sd=10}
Ra7@f8 {+0.89/6 0.339s, n=222992, sd=11}
68. Ne4@a4 {-0.91/6 0.289s, n=214016, sd=11}
Bf7@g5 {+0.79/6 0.266s, n=160275, sd=10}
69. Rf8@e6 {-0.64/7 0.136s, n=69897, sd=10}
Re7@d6 {+0.52/7 0.159s, n=76987, sd=12}
70. Kf4@e6 {+0.16/7 0.138s, n=85813, sd=11}
Kc4@d6 {+0.04/6 0.100s, n=58529, sd=10}
71. Ke5@e6 {+0.24/9 0.104s, n=88673, sd=12}
Be8@d6 {-1.91/8 0.109s, n=100261, sd=12}
72. Kf6@e6 {+2.27/9 0.164s, n=151915, sd=12}
Rf7@g5 {-2.47/10 0.298s, n=281600, sd=13}
73. Rxf7@d4 {+3.04/12 0.171s, n=175886, sd=13}
Bxf7@g5 {-3.09/9 0.115s, n=91815, sd=11}
74. Nd6@e4 {+3.09/11 0.186s, n=186634, sd=12}
Kd4@d5 {-3.09/9 0.112s, n=109881, sd=11}
75. Nxf7@e4 {+3.09/11 0.166s, n=166082, sd=12}
Ke3@e5 {-3.22/9 0.117s, n=97035, sd=11}
76. Kxg6@f4 {+3.12/10 0.107s, n=85780, sd=10}
Ke4@g5 {-3.24/9 0.182s, n=148328, sd=11}
77. Kf6@e3 {+3.13/10 0.133s, n=104508, sd=10}
Kf4@e5 {-3.24/10 0.135s, n=120467, sd=11}
78. Nd8@e6 {+3.20/10 0.137s, n=121352, sd=10}
Kf3@e4 {-3.24/10 0.231s, n=210948, sd=11}
79. Kf5@e6 {+3.27/10 0.335s, n=289792, sd=12}
Ke2@e4 {-3.24/11 0.298s, n=295936, sd=13}
80. Ne6@d3 {+3.18/10 0.127s, n=112871, sd=10}
Ke3@d4 {-3.23/11 0.256s, n=264192, sd=13}
81. Ke5@d3 {+3.17/11 0.279s, n=272250, sd=11}
Kd2@f5 {-3.23/10 0.118s, n=104803, sd=11}
82. Kd4@e4 {+3.19/9 0.118s, n=105400, sd=10}
Kc2@c5 {-3.22/9 0.123s, n=105144, sd=11}
83. Nf4@b3 {+3.23/9 0.129s, n=115350, sd=9}
Kb2@c4 {-3.22/9 0.133s, n=111411, sd=11}
84. Kd3@b3 {+3.31/10 0.185s, n=164210, sd=10}
Ka3@c3 {-3.80/9 0.133s, n=113147, sd=10}
85. Kc4@b2 {+4.94/11 0.110s, n=106875, sd=11}
Ka4@d3 {-M28/16 0.103s, n=203690, sd=14}
86. Ne6@a5 {+M29/15 0.114s, n=111528, sd=16}
Ka3@b2 {-6.69/17 0.243s, n=792223, sd=14}
87. Kc3@a4 {+M29/16 0.164s, n=174446, sd=16}
Ka2@a3 {-7.26/47 0.283s, n=901120, sd=38}
88. Nc5@c1 {+M33/17 0.120s, n=213217, sd=17}
Kb1@a2 {-M32/16 0.221s, n=429056, sd=16}
89. Nd3@a3 {+M29/18 0.112s, n=117556, sd=18}
Ka2@c2 {-6.94/30 0.173s, n=555008, sd=24}
90. Kc4@b1 {+M29/17 0.362s, n=273408, sd=18}
Ka3@b2 {-6.69/15 0.100s, n=147407, sd=14}
91. Kb5@b3 {+M21/137 0.106s, n=274229, sd=12}
Ka2@b1 {-M20/136 0.127s, n=226047, sd=13}
92. Kb4@b3 {+M17/138 0.144s, n=198183, sd=14}
Ka1@b1 {-M16/194 0.265s, n=476160, sd=67}
93. Kb3@c1 {+M13/142 0.213s, n=242746, sd=14}
Kb1@b2 {-M12/195 0.188s, n=375808, sd=69}
94. Ne5@c1 {+M13/140 0.195s, n=193313, sd=14}
Ka1@a3 {-M8/207 0.152s, n=213713, sd=13}
95. Nf3@b1 {+M5/207 0.126s, n=167955, sd=12, Black disconnects} 1-0