[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.10.02"]
[Round "143"]
[White "WakWak-dev"]
[Black "WakWak-base"]
[Result "0-1"]
[EngineWhiteName "wakwak v0.15.0"]
[EngineWhiteAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[EngineBlackName "wakwak v0.15.0"]
[EngineBlackAuthor "87flowers, ethan-dally, Kelseyde, ptsouchlos, Shawn_Xu, Silverrzz, Sp00ph and Tecci"]
[SetUp "1"]
[FEN "qb1rnkbr/2pppppp/2n5/pp6/1P1P4/4P3/P1P2PPP/BQNNRRKB w h - 1 5"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:04:33"]
[GameStartTime "2026-10-02T16:01:47 +0000"]
[GameEndTime "2026-10-02T16:06:20 +0000"]
[PlyCount "214"]
[Termination "abandoned"]
[TimeControl "68.54+0.69"]

5. bxa5@b2 {+0.10/13 4.690s, n=4615810, sd=34}
Qxa5@b6 {-0.22/12 4.484s, n=4434828, sd=32}
6. g3@c3 {+0.15/13 2.018s, n=1990297, sd=29}
Qb6@b2 {-0.13/14 18.911s, n=19038760, sd=32}
7. a4@b4 {+0.14/13 3.986s, n=3455627, sd=33}
bxa4@b2 {+0.19/13 2.267s, n=2360783, sd=28}
8. Nc3@b5 {+0.17/13 1.728s, n=1636506, sd=28}
Qa5@e4 {+0.42/13 2.075s, n=2053811, sd=26}
9. Nd3@b2 {-0.03/13 4.786s, n=4206149, sd=27}
Nd6@e4 {+0.21/13 2.493s, n=2519097, sd=30}
10. Ne2@b2 {0.00/13 1.891s, n=1560632, sd=27}
Nb4@b3 {+0.21/14 3.117s, n=3561180, sd=28}
11. Bc3@f6 {+0.03/13 2.388s, n=1890355, sd=25}
Nxd3@b4 {+0.05/14 2.178s, n=2151950, sd=28}
12. cxd3@b5 {0.00/14 1.733s, n=1724625, sd=28}
f6@b4 {+0.05/14 5.007s, n=4882739, sd=30}
13. Qb2@b5 {-0.30/14 4.605s, n=4315718, sd=27}
Nc8@b4 {+0.37/13 0.855s, n=825012, sd=26}
14. Ra1@b5 {-0.38/13 1.245s, n=1149822, sd=26}
c6@b4 {+0.48/13 2.110s, n=1935859, sd=26}
15. Rfb1@c7 {-0.36/12 1.917s, n=1372997, sd=27}
Nb6@b4 {+0.48/12 2.560s, n=1944437, sd=26}
16. Nc1@c7 {-0.39/12 1.290s, n=999460, sd=24}
Be6@b4 {+0.59/12 2.403s, n=1922492, sd=30}
17. Bd2@c7 {-0.36/12 1.977s, n=1444023, sd=23}
O-O@b4 {+0.47/11 0.703s, n=514150, sd=21}
18. Qc2@c7 {-0.31/13 4.829s, n=3880552, sd=30}
Bf7@c3 {+0.53/12 2.313s, n=1886003, sd=27}
19. e4@c7 {-0.39/12 1.546s, n=1198786, sd=30}
Rfe8@c3 {+0.65/11 1.894s, n=1657839, sd=27}
20. Bf3@c7 {-0.35/12 2.090s, n=1715453, sd=30}
h6@c3 {+0.50/11 1.939s, n=1695366, sd=28}
21. Be3@c7 {-0.22/11 1.402s, n=1208805, sd=29}
Rc8@c3 {+0.40/11 1.527s, n=1264569, sd=28}
22. Bg4@c7 {-0.34/11 2.398s, n=1897234, sd=28}
e6@c3 {+0.31/11 1.491s, n=1191637, sd=28}
23. Bf3@c7 {-0.25/10 0.994s, n=832657, sd=23}
d5@c3 {+0.21/12 4.219s, n=4009550, sd=29}
24. Ne2@c7 {-0.07/10 1.054s, n=979059, sd=29}
Rf8@c3 {0.00/11 2.355s, n=2141723, sd=29}
25. Bg4@c7 {0.00/11 1.616s, n=1397755, sd=27}
Rfd8@c3 {+0.11/11 1.106s, n=997177, sd=26}
26. Kg2@c7 {0.00/11 1.583s, n=1405892, sd=28}
Re8@c3 {0.00/10 0.846s, n=739997, sd=27}
27. Nf4@c7 {0.00/11 1.382s, n=1276367, sd=28}
Re7@c3 {-0.13/12 3.555s, n=3531647, sd=23}
28. h3@c7 {+0.31/10 1.998s, n=1747985, sd=27}
Ree8@c3 {-0.20/11 2.697s, n=2516626, sd=28}
29. h4@c7 {+0.38/11 1.648s, n=1555822, sd=28}
dxe4@c3 {-0.34/10 0.496s, n=434290, sd=24}
30. dxe4@c7 {+0.92/11 1.047s, n=918255, sd=23}
Nc4@c3 {-1.21/10 0.389s, n=311891, sd=21}
31. Rxa4@b3 {+1.83/13 1.034s, n=940070, sd=23}
Qb5@b4 {-2.12/13 1.761s, n=1744519, sd=26}
32. Ra8@c7 {+1.83/14 1.323s, n=1138557, sd=27}
Qb7@b4 {-1.97/12 0.885s, n=887715, sd=26}
33. Rxb8@e7 {+2.31/14 1.619s, n=1482385, sd=25}
Nxe3@b4 {-2.18/12 0.373s, n=325149, sd=22}
34. fxe3@e7 {+2.60/14 1.814s, n=1364663, sd=26}
Rxb8@b4 {-2.61/13 0.999s, n=868761, sd=23}
35. Bxe6@e7 {+2.60/14 0.789s, n=725429, sd=25}
Bxe6@b4 {-2.56/14 1.323s, n=1039718, sd=24}
36. Nxe6@e7 {+2.67/13 0.832s, n=635978, sd=23}
Qa7@b4 {-2.79/14 4.298s, n=3351899, sd=24}
37. Nc5@b5 {+2.65/13 1.782s, n=1345261, sd=23}
Qa2@b2 {-2.79/13 0.666s, n=504571, sd=20}
38. Rc1@b5 {+2.83/13 0.850s, n=619477, sd=22}
Qc4@c3 {-2.79/12 3.461s, n=2750297, sd=23}
39. Kf3@b5 {+2.79/12 1.537s, n=1150369, sd=22}
Kh7@c3 {-3.16/12 0.822s, n=687159, sd=24}
40. Nd3@b7 {+3.24/11 1.000s, n=661816, sd=23}
Kg8@c3 {-3.16/12 0.253s, n=199302, sd=17}
41. g4@g6 {+3.42/12 2.484s, n=1631177, sd=21}
Rec8@c3 {-3.39/10 0.654s, n=502778, sd=20}
42. h5@c5 {+3.90/12 1.170s, n=946890, sd=19}
Rb5@c3 {-3.28/11 0.763s, n=625614, sd=18}
43. Nf4@d3 {+3.51/12 0.746s, n=575756, sd=20}
c5@c3 {-3.71/10 0.332s, n=257449, sd=17}
44. Qe2@c2 {+4.22/13 1.985s, n=1673482, sd=23}
Qxe2@c3 {-4.19/11 0.314s, n=322769, sd=19}
45. Nxe2@b4 {+4.59/13 2.249s, n=2306466, sd=24}
cxd4@c3 {-4.10/11 0.262s, n=264966, sd=18}
46. exd4@b3 {+4.61/13 1.221s, n=1244757, sd=18}
Rc4@c3 {-4.82/11 0.666s, n=670916, sd=20}
47. d5@b3 {+4.44/13 0.913s, n=846409, sd=22}
Kf8@c3 {-5.08/11 0.943s, n=814257, sd=19}
48. Ke3@b4 {+4.84/14 3.082s, n=2939546, sd=24}
Rb8@c2 {-5.14/11 0.462s, n=386318, sd=19}
49. Nd4@c3 {+4.98/15 3.154s, n=3017555, sd=24}
Rcc8@c2 {-5.15/11 0.772s, n=570788, sd=19}
50. Nf5@c3 {+5.18/13 1.075s, n=967568, sd=19}
Rb3@c2 {-5.04/10 0.361s, n=248700, sd=16}
51. Kd4@c3 {+4.98/14 0.893s, n=851912, sd=18}
Rb4@c4 {-5.14/12 0.712s, n=550141, sd=17}
52. Kd3@c3 {+4.94/13 0.675s, n=572806, sd=22}
Rb3@c2 {-5.09/12 0.695s, n=499703, sd=21}
53. d6@c3 {+4.87/15 1.037s, n=1150792, sd=23}
Kf7@c2 {-5.10/12 0.475s, n=464959, sd=19}
54. Kd4@c4 {+5.00/14 0.703s, n=801074, sd=21}
Ke6@c3 {-4.53/13 1.010s, n=1061515, sd=19}
55. Nxg7@c4 {+4.92/14 0.471s, n=483240, sd=18}
Kxd6@c3 {-4.46/12 0.293s, n=270882, sd=19}
56. Nf5@e6 {+4.78/14 0.722s, n=711634, sd=20}
Kd7@c3 {-4.11/12 0.415s, n=378188, sd=19}
57. Rb1@b2 {+4.33/14 1.973s, n=1955144, sd=21}
Rf3@b3 {-4.28/11 0.336s, n=241344, sd=17}
58. Kd5@d3 {+4.67/13 0.657s, n=516948, sd=18}
Rxf5@b2 {-3.91/12 0.644s, n=617027, sd=19}
59. gxf5@e7 {+4.15/13 0.947s, n=1129909, sd=20}
Rc3@e5 {-3.61/15 1.523s, n=1926207, sd=23}
60. Rb7@e7 {+4.19/15 0.580s, n=769668, sd=20}
Rg3@c7 {-3.58/15 0.381s, n=541953, sd=20}
61. e5@g4 {+4.19/16 0.621s, n=889558, sd=23}
Ke7@d7 {-4.10/16 1.210s, n=1565001, sd=23}
62. e6@g4 {+4.34/17 0.950s, n=1489474, sd=21}
Re3@c7 {-4.10/16 0.293s, n=359881, sd=21}
63. Kd4@e4 {+3.74/17 1.571s, n=2265910, sd=23}
Rg3@c7 {-3.95/15 0.616s, n=861456, sd=21}
64. Ke4@g4 {+4.00/17 1.089s, n=1485564, sd=26}
Kd6@c7 {-4.22/15 0.310s, n=359821, sd=18}
65. Kf4@g4 {+3.99/17 1.773s, n=2210644, sd=22}
Rg2@d7 {-4.22/16 0.610s, n=837135, sd=21}
66. Kf3@g4 {+3.99/16 0.558s, n=894939, sd=21}
Rh2@c7 {-4.22/16 1.041s, n=1506080, sd=23}
67. Kg4@g2 {+3.96/16 0.463s, n=738664, sd=21}
Rh1@c7 {-4.22/16 0.780s, n=1186463, sd=20}
68. Kf4@h2 {+4.31/16 0.845s, n=1181252, sd=21}
Ke7@c7 {-4.22/16 0.699s, n=1085418, sd=19}
69. Ke4@h2 {+4.31/16 0.659s, n=1039353, sd=22}
Kd6@c7 {-4.22/16 0.332s, n=439669, sd=20}
70. Kd4@h2 {+4.31/17 0.571s, n=933337, sd=19}
Rg1@c7 {-4.22/16 0.349s, n=520374, sd=19}
71. Rb4@g2 {+4.31/17 0.636s, n=988968, sd=20}
Rf1@c4 {-4.22/16 0.566s, n=876251, sd=20}
72. Ke4@f2 {+4.31/16 0.506s, n=801077, sd=18}
Re1@c4 {-4.22/16 0.602s, n=915810, sd=19}
73. Rb5@e2 {+4.31/18 0.780s, n=1247706, sd=22}
Rd1@c5 {-4.22/15 0.590s, n=791969, sd=20}
74. Rb8@c8 {+4.31/17 0.480s, n=654995, sd=20}
Re1@d8 {-4.22/16 0.591s, n=800362, sd=19}
75. Rb4@e2 {+4.31/17 0.419s, n=627306, sd=20}
Rh1@c4 {-4.22/16 0.476s, n=738755, sd=18}
76. Rb2@h2 {+4.31/18 0.568s, n=947721, sd=20}
Rg1@c2 {-4.22/16 0.354s, n=546569, sd=19}
77. Kd4@g2 {+4.31/18 0.566s, n=642273, sd=20}
Re1@c2 {-4.22/16 0.335s, n=468467, sd=20}
78. Rb8@e2 {+4.31/18 0.414s, n=612512, sd=22}
Rd1@c8 {-4.22/17 0.530s, n=843344, sd=20}
79. Rb5@d2 {+4.31/19 0.741s, n=1222450, sd=20}
Re1@c5 {-4.22/17 0.371s, n=596769, sd=20}
80. Rb2@e2 {+4.31/19 0.860s, n=1455358, sd=23}
Rg1@c6 {-4.22/16 0.391s, n=616696, sd=20}
81. Rc2@g2 {+4.31/19 0.528s, n=825181, sd=22}
Re1@d5 {-4.22/16 0.551s, n=820187, sd=19}
82. Rc8@e2 {+4.31/19 0.924s, n=1494594, sd=22}
Rf1@d8 {-4.22/17 0.562s, n=837689, sd=21}
83. Ke4@f3 {+4.31/19 1.347s, n=2002840, sd=22}
Rg1@d8 {-4.22/17 0.737s, n=1224103, sd=21}
84. Rc3@g2 {+4.31/18 0.977s, n=1298791, sd=23}
Rh1@d3 {-4.22/17 0.832s, n=1233361, sd=21}
85. Rc4@h3 {+4.31/18 0.400s, n=533626, sd=23}
Re1@d4 {-4.22/16 0.344s, n=424132, sd=20}
86. Rc2@e3 {+4.31/18 0.586s, n=792247, sd=20}
Rh1@d2 {-4.22/17 0.461s, n=726353, sd=18}
87. Kf4@h4 {+4.31/18 0.583s, n=931137, sd=21}
Rg1@c7 {-4.22/17 0.863s, n=1325885, sd=22}
88. Rc4@g2 {+4.31/18 0.560s, n=870956, sd=23}
Rf1@d4 {-4.22/18 0.760s, n=1226836, sd=22}
89. Ke4@e1 {+4.31/19 0.468s, n=738127, sd=21}
Rh1@d4 {-4.22/18 0.446s, n=629078, sd=21}
90. Rc2@h2 {+4.31/19 0.472s, n=784884, sd=22}
Re1@d2 {-4.22/18 0.592s, n=892713, sd=22}
91. Kf4@g1 {+3.96/18 1.764s, n=2734148, sd=21}
Re5@c3 {-4.22/17 0.346s, n=580520, sd=19}
92. Rg2@g3 {+4.14/17 0.597s, n=1006733, sd=21}
Kd5@g4 {-4.22/16 0.428s, n=715616, sd=21}
93. Rg3@e4 {+4.15/18 0.733s, n=1244564, sd=23}
Kd6@g4 {-4.22/17 0.425s, n=788372, sd=19}
94. Rd3@d4 {+4.14/18 0.796s, n=1209879, sd=20}
Re2@d5 {-4.22/17 0.666s, n=911202, sd=19}
95. Rd4@e4 {+3.96/17 0.946s, n=1622062, sd=20}
Re1@d5 {-4.22/17 0.604s, n=1016805, sd=22}
96. Ke4@e2 {+4.31/17 0.585s, n=876315, sd=19}
Rf1@d5 {-4.22/18 0.781s, n=1243591, sd=20}
97. Rd2@g2 {+4.31/19 1.061s, n=1566181, sd=22}
Rh1@d5 {-4.22/18 2.671s, n=4005880, sd=23}
98. Rd3@h2 {+4.31/18 0.706s, n=1194561, sd=22}
Rg1@d4 {-4.22/18 0.890s, n=1423744, sd=21}
99. Rg3@g2 {+4.31/18 0.621s, n=1022524, sd=20}
Rh1@g5 {-4.22/17 0.334s, n=600113, sd=20}
100. Kf4@h4 {+4.31/19 1.546s, n=2387255, sd=22}
Rh2@g4 {-4.22/16 0.432s, n=641917, sd=19}
101. Rc3@h4 {+3.96/16 0.793s, n=1046264, sd=23}
Rf2@e4 {-4.22/17 0.748s, n=1152701, sd=21}
102. Rc8@f3 {+3.96/17 0.563s, n=765883, sd=18}
Rg2@d8 {-4.22/17 0.665s, n=1093974, sd=21}
103. Kf3@g3 {+4.28/17 0.655s, n=918646, sd=25}
Rg1@d8 {-4.22/18 0.899s, n=1488184, sd=22}
104. Ke4@g2 {+4.31/18 2.857s, n=4671307, sd=22}
Rh1@d8 {-4.22/18 0.503s, n=834784, sd=21}
105. Kd3@h2 {+4.31/16 0.586s, n=846449, sd=20}
Rd1@c4 {-4.22/16 1.034s, n=1625928, sd=22}
106. Rd8@d2 {+4.31/18 1.031s, n=1684092, sd=16}
Ke7@d7 {-4.22/17 0.636s, n=1100595, sd=21}
107. Rg8@d2 {+4.14/17 0.394s, n=633674, sd=20}
Re1@g7 {0.00/17 1.997s, n=3794309, sd=21}
108. Kd4@e2 {+4.14/17 2.196s, n=3745402, sd=22}
Rf1@g7 {0.00/17 0.397s, n=565838, sd=22}
109. Ke4@g1 {0.00/17 0.406s, n=650013, sd=23}
Rf2@g7 {0.00/19 0.457s, n=863258, sd=23}
110. Rh8@g4 {0.00/20 0.475s, n=938581, sd=22}
Rf1@h7 {0.00/20 0.512s, n=932106, sd=23}
111. Kf4@f3 {0.00/20 0.352s, n=721935, sd=21}
Rf2@h7 {0.00/21 0.503s, n=957317, sd=24, White disconnects} 0-1