[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.17"]
[Round "103"]
[White "WakWak-dev"]
[Black "WakWak-base"]
[Result "0-1"]
[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 "brkbrn2/1ppppp1p/p5pn/4q3/Q7/3PPP2/PPP3PP/BBRN1KRN b GCeb - 0 5"]
[Variant "Duck960"]
[VariantRules "duck1"]
[GameDuration "00:02:28"]
[GameStartTime "2026-09-17T05:15:45 +0000"]
[GameEndTime "2026-09-17T05:18:13 +0000"]
[PlyCount "317"]
[Termination "abandoned"]
[TimeControl "28.68+0.29"]

5... Qxh2@b4 {+1.74/9 1.760s, n=1414584, sd=18}
6. Ndf2@e6 {-1.56/9 3.797s, n=2792686, sd=22}
g5@e4 {+1.54/9 2.826s, n=2052505, sd=19}
7. c3@g6 {-1.64/8 2.726s, n=1826401, sd=21}
e5@e4 {+1.62/9 3.704s, n=2742223, sd=25}
8. d4@e7 {-1.75/8 1.312s, n=879254, sd=19}
Ng6@g3 {+1.63/9 5.120s, n=3761125, sd=26}
9. Be4@e7 {-1.64/8 1.435s, n=1016704, sd=20}
c6@g3 {+1.82/8 1.148s, n=860977, sd=19}
10. dxe5@f5 {-1.81/8 1.594s, n=1156456, sd=20}
d5@d6 {+2.20/8 1.047s, n=777447, sd=18}
11. Bxg6@f4 {-2.01/10 2.997s, n=2446643, sd=23}
hxg6@d3 {+2.19/8 1.026s, n=787030, sd=19}
12. e4@e6 {-2.08/9 1.290s, n=1017760, sd=21}
Bc7@d3 {+1.95/9 1.808s, n=1466261, sd=20}
13. exd5@b6 {-1.79/9 1.374s, n=1038409, sd=18}
cxd5@c6 {+1.99/9 1.351s, n=1022682, sd=21}
14. Ng4@b6 {-1.54/9 1.530s, n=1136851, sd=20}
Nxg4@c6 {+1.49/11 1.618s, n=1263682, sd=19}
15. Qxg4@d6 {-1.47/10 1.438s, n=1050952, sd=17}
Rxe5@f5 {+1.55/10 1.387s, n=1093887, sd=19}
16. Ng3@e6 {-1.29/9 1.341s, n=853359, sd=18}
Qh4@f5 {+1.27/10 1.105s, n=771301, sd=17}
17. Qxh4@e2 {-1.35/10 1.543s, n=1004582, sd=18}
gxh4@b6 {+1.41/9 0.623s, n=424124, sd=17}
18. Ne2@d4 {-1.36/9 1.583s, n=995698, sd=18}
b5@d1 {+1.41/8 0.729s, n=490513, sd=16}
19. Nd4@b7 {-1.28/9 1.895s, n=1206614, sd=19}
Rg5@c6 {+1.38/8 0.602s, n=350240, sd=14}
20. Re1@e5 {-1.14/8 0.520s, n=310414, sd=16}
Bb7@e2 {+1.23/9 1.528s, n=966480, sd=17}
21. b4@g3 {-1.24/8 1.033s, n=578150, sd=16}
O-O-O@e2 {+1.23/8 0.459s, n=268358, sd=16}
22. Rh1@g3 {-1.04/8 0.818s, n=507558, sd=16}
Bd6@h2 {+1.21/8 0.561s, n=385884, sd=16}
23. Kf2@g3 {-1.21/8 1.948s, n=1071644, sd=17}
Rh5@b2 {+1.27/7 0.858s, n=492501, sd=15}
24. Rh2@e5 {-1.24/7 0.464s, n=258119, sd=16}
Rf8@b2 {+1.22/7 0.789s, n=416954, sd=16}
25. Kg1@e5 {-1.24/7 0.497s, n=269977, sd=15}
Kb8@b2 {+1.22/7 0.448s, n=240847, sd=16}
26. Rh3@e5 {-1.15/8 0.551s, n=306035, sd=15}
Kc7@b2 {+1.19/7 0.428s, n=251083, sd=14}
27. Rc1@e5 {-1.24/7 1.044s, n=540613, sd=15}
Rd8@b2 {+1.24/7 0.879s, n=479235, sd=16}
28. Re1@e5 {-1.20/7 0.613s, n=339121, sd=15}
Bc8@g4 {+1.36/7 0.351s, n=202720, sd=13}
29. Ne2@d7 {-1.33/7 0.523s, n=332349, sd=15}
Be5@g3 {+1.43/7 0.446s, n=267610, sd=16}
30. f4@d7 {-1.32/7 0.413s, n=193264, sd=17}
Bd6@b2 {+1.48/7 0.341s, n=170798, sd=15}
31. Rd1@e6 {-1.35/6 0.922s, n=526336, sd=17}
Be7@d4 {+1.33/7 0.541s, n=319460, sd=17}
32. Bb2@d7 {-1.20/6 0.231s, n=75907, sd=15}
Bf6@d4 {+1.34/7 0.633s, n=268938, sd=14}
33. Ba3@d7 {-1.34/6 0.211s, n=96137, sd=15}
Rhh8@d4 {+1.47/7 0.837s, n=440546, sd=18}
34. Kf2@d7 {-1.40/7 0.519s, n=284888, sd=18}
Bb7@d4 {+1.40/7 0.409s, n=226141, sd=15}
35. Rf3@c6 {-1.26/7 0.424s, n=205151, sd=18}
Rhe8@g5 {+1.26/7 0.398s, n=263515, sd=19}
36. Nd4@e6 {-1.21/7 0.309s, n=157875, sd=16}
Bc6@f5 {+1.25/6 1.007s, n=520192, sd=20}
37. Nxc6@e5 {-1.06/7 0.332s, n=179644, sd=17}
Kxc6@b2 {+1.18/8 0.565s, n=325894, sd=16}
38. Re3@e5 {-1.03/7 0.265s, n=144160, sd=15}
Rc8@e4 {+1.09/7 0.512s, n=290315, sd=16}
39. Bb2@e5 {-0.98/7 0.406s, n=224330, sd=14}
Re6@e4 {+1.09/6 0.604s, n=294912, sd=17}
40. Ree1@e5 {-1.08/6 0.585s, n=308224, sd=15}
Kd6@f3 {+1.19/7 0.469s, n=252799, sd=15}
41. Rd4@e5 {-1.13/6 0.486s, n=211968, sd=15}
Rc6@e3 {+1.23/6 0.439s, n=240640, sd=14}
42. Kf3@e5 {-1.17/7 0.202s, n=88134, sd=14}
Re7@g4 {+1.22/6 0.295s, n=126976, sd=14}
43. Rdd1@c4 {-1.21/7 0.445s, n=238226, sd=15}
Re4@e3 {+1.25/7 0.289s, n=175669, sd=16}
44. Rh1@c4 {-1.22/7 0.320s, n=177132, sd=14}
Rc8@g5 {+1.32/6 0.291s, n=184320, sd=14}
45. Rc1@c7 {-1.19/6 0.235s, n=112247, sd=13}
Ke6@h2 {+1.21/5 0.291s, n=120832, sd=15}
46. Rcd1@f5 {-1.35/6 0.196s, n=100635, sd=12}
Rcc4@h2 {+1.23/5 0.289s, n=134144, sd=17}
47. Rd3@f5 {-1.28/7 0.196s, n=104783, sd=14}
g5@d1 {+1.30/7 0.257s, n=122911, sd=15}
48. fxg5@f4 {-1.15/8 0.408s, n=186860, sd=16}
Bxg5@f1 {+1.37/7 0.269s, n=106881, sd=15}
49. Bc1@f4 {-1.12/7 0.421s, n=197632, sd=18}
Bf6@e3 {+1.22/6 0.199s, n=96834, sd=15}
50. Bd2@d6 {-1.09/7 0.291s, n=154624, sd=16}
Ke5@g1 {+1.07/5 0.440s, n=80896, sd=14}
51. Be3@d4 {-1.01/7 0.296s, n=134144, sd=16}
Kd6@e5 {+1.03/6 0.285s, n=135168, sd=16}
52. Rhd1@d4 {-0.93/6 0.283s, n=96256, sd=14}
Be5@f1 {+1.28/6 0.290s, n=135168, sd=16}
53. Bg5@d4 {-1.08/6 0.289s, n=164864, sd=14}
f6@e3 {+1.27/6 0.290s, n=158720, sd=13}
54. Bxh4@g4 {-1.09/8 0.229s, n=107129, sd=13}
Bxc3@g5 {+1.00/7 0.290s, n=185344, sd=15}
55. a3@f4 {-1.47/8 0.265s, n=151921, sd=13}
Be5@d4 {+1.09/6 0.291s, n=136192, sd=13}
56. Bf2@c3 {-1.16/6 0.377s, n=141312, sd=14}
Rf4@g3 {+1.38/6 0.296s, n=130048, sd=13}
57. Ke2@c3 {-1.37/7 0.199s, n=82418, sd=14}
Rce4@e3 {+1.34/6 0.284s, n=128000, sd=14}
58. Kf1@d4 {-0.98/7 0.380s, n=176128, sd=15}
Kc6@e3 {+1.11/6 0.290s, n=122880, sd=14}
59. Rc1@d4 {-0.93/7 0.161s, n=58495, sd=13}
Rg4@c3 {+0.93/6 0.290s, n=75776, sd=14}
60. Kg1@d4 {-0.91/6 0.420s, n=150528, sd=14}
Kd6@c5 {+1.06/6 0.291s, n=142336, sd=14}
61. Rh3@d4 {-0.90/6 0.290s, n=158720, sd=14}
Re2@c5 {+1.07/6 0.289s, n=153600, sd=13}
62. Rh7@d4 {-1.08/5 0.294s, n=75776, sd=13}
Rge4@c7 {+0.98/6 0.290s, n=108544, sd=14}
63. Bc5@e6 {-0.98/5 0.288s, n=67584, sd=13}
Kc6@d2 {+1.01/7 0.166s, n=69130, sd=11}
64. Be7@d4 {-1.01/5 0.224s, n=53767, sd=13}
Kd7@g7 {+1.04/6 0.414s, n=137216, sd=13}
65. Bc5@d4 {-1.21/6 0.179s, n=54227, sd=10}
Ra2@g7 {+1.33/7 0.186s, n=90917, sd=14}
66. Bb6@c6 {-1.34/6 0.214s, n=60285, sd=10}
Ke6@c5 {+1.51/7 0.172s, n=65637, sd=12}
67. Ra7@e3 {-1.52/6 0.216s, n=87924, sd=12}
Bb2@c5 {+1.22/7 0.319s, n=140774, sd=14}
68. Rc2@e3 {-1.47/7 0.178s, n=108571, sd=14}
Bxa3@b2 {+1.58/8 0.277s, n=119564, sd=15}
69. Rc6@d6 {-1.57/8 0.329s, n=140554, sd=14}
Kf5@c5 {+1.47/7 0.455s, n=186368, sd=15}
70. Ba5@b2 {-1.53/7 0.286s, n=126012, sd=15}
Rc4@c5 {+1.49/7 0.330s, n=202752, sd=14}
71. Raxa6@b6 {-1.30/8 0.477s, n=236126, sd=14}
Bxb4@c5 {+1.49/6 0.291s, n=163840, sd=14}
72. Bxb4@a4 {-1.42/9 0.237s, n=116902, sd=14}
Rxb4@a5 {+1.40/8 0.289s, n=142336, sd=12}
73. Rxf6@f1 {-1.21/8 0.178s, n=87631, sd=12}
Kxf6@b6 {+1.50/8 0.247s, n=120845, sd=11}
74. Rxa2@b2 {-1.39/7 0.516s, n=192512, sd=11}
Ra4@b4 {+1.50/6 0.335s, n=128000, sd=10}
75. Rd2@d3 {-1.42/7 0.283s, n=77859, sd=9}
Ke5@b4 {+1.35/7 0.291s, n=151552, sd=11}
76. Kf2@d4 {-1.48/7 0.180s, n=87190, sd=10}
b4@c2 {+1.46/6 0.288s, n=134144, sd=10}
77. Ke2@b3 {-1.76/8 0.435s, n=212546, sd=11}
Ra6@c2 {+1.53/7 0.201s, n=96830, sd=11}
78. Kd3@b3 {-1.59/7 0.234s, n=107655, sd=11}
Ra2@c2 {+1.62/7 0.184s, n=85965, sd=11}
79. Re2@b2 {-1.48/8 0.183s, n=77635, sd=12}
Kf4@c2 {+1.50/8 0.255s, n=123177, sd=11}
80. Kd4@b2 {-1.80/9 0.277s, n=148776, sd=12}
b3@c3 {+1.89/9 0.207s, n=135199, sd=13}
81. Kxd5@b2 {-1.56/8 0.214s, n=121904, sd=12}
Kg3@c4 {+1.87/8 0.265s, n=146614, sd=12}
82. Kd4@b2 {-0.26/10 0.231s, n=145755, sd=11}
Kxg2@f2 {+0.32/9 0.500s, n=275456, sd=12}
83. Kc4@b2 {-0.18/10 0.345s, n=174540, sd=12}
Kf3@c3 {+0.27/9 0.417s, n=193536, sd=12}
84. Kxb3@c2 {-0.18/8 0.514s, n=208896, sd=11}
Ra1@e4 {+0.05/7 0.290s, n=125952, sd=10}
85. Rb2@b1 {-0.06/7 0.441s, n=171008, sd=10}
Kf4@c2 {+0.11/7 0.256s, n=102853, sd=9}
86. Kc4@c1 {-0.11/7 0.272s, n=107089, sd=9}
Kf3@b3 {+0.16/6 0.324s, n=133120, sd=9}
87. Kd4@b1 {-0.11/7 0.314s, n=124928, sd=10}
Kg4@c4 {+0.11/6 0.291s, n=115712, sd=9}
88. Rb7@b1 {-0.17/6 0.191s, n=76422, sd=8}
Ra2@e5 {+0.15/6 0.291s, n=108544, sd=9}
89. Ke3@g3 {-0.17/6 0.390s, n=142336, sd=9}
Rc2@d7 {+0.13/6 0.288s, n=109568, sd=8}
90. Ke4@d2 {-0.17/6 0.290s, n=105472, sd=8}
Rc1@f6 {-0.04/7 0.182s, n=70196, sd=9}
91. Ke5@d1 {+0.07/7 0.234s, n=92810, sd=8}
Kg3@f6 {-0.09/6 0.399s, n=171008, sd=9}
92. Ke6@d1 {+0.14/6 0.345s, n=145408, sd=8}
Rc3@f6 {-0.34/6 0.291s, n=128000, sd=9}
93. Rd7@c2 {+0.36/6 0.291s, n=112640, sd=9}
Rf3@e5 {-0.33/6 0.290s, n=118784, sd=9}
94. Rg7@f2 {+0.39/6 0.289s, n=113664, sd=9}
Kf4@f6 {-0.33/6 0.290s, n=116736, sd=9}
95. Rc7@g3 {+0.31/6 0.291s, n=105472, sd=8}
Rf2@f6 {-0.28/7 0.280s, n=116209, sd=8}
96. Kf7@e2 {+0.29/7 0.203s, n=75758, sd=8}
Kf5@c5 {-0.14/7 0.231s, n=84291, sd=8}
97. Rc6@e2 {+0.17/7 0.320s, n=110642, sd=9}
Rf1@b6 {-0.17/6 0.358s, n=128000, sd=8}
98. Rc8@e1 {+0.17/6 0.346s, n=128000, sd=9}
Rf3@c7 {-0.06/7 0.187s, n=63515, sd=8}
99. Rb8@e3 {+0.09/7 0.228s, n=75007, sd=8}
Rf1@e1 {-0.07/7 0.166s, n=54641, sd=8}
100. Rb5@d1 {+0.08/7 0.188s, n=63498, sd=8}
Re1@c5 {-0.11/7 0.178s, n=60155, sd=8}
101. Kg7@d1 {+0.19/7 0.250s, n=92119, sd=9}
Re2@c5 {-0.19/7 0.249s, n=85334, sd=8}
102. Ra5@d2 {+0.14/7 0.409s, n=143048, sd=9}
Re3@c5 {-0.21/7 0.340s, n=119839, sd=9}
103. Ra6@e2 {+0.21/7 0.355s, n=122279, sd=8}
Re7@f7 {-0.16/7 0.215s, n=68154, sd=8}
104. Kf8@e5 {+0.11/7 0.312s, n=120832, sd=9}
Kf6@b6 {0.00/7 0.375s, n=136069, sd=8}
105. Kg8@g7 {-0.07/7 0.266s, n=86632, sd=9}
Re2@c6 {-0.04/6 0.493s, n=172032, sd=8}
106. Rb6@d2 {+0.01/6 0.312s, n=98304, sd=8}
Rg2@c6 {-0.16/7 0.340s, n=118592, sd=8}
107. Kh7@g6 {+0.15/7 0.254s, n=74528, sd=9}
Kf5@b7 {-0.19/7 0.168s, n=58741, sd=8}
108. Rc6@e2 {+0.15/7 0.242s, n=86058, sd=9}
Rg5@g6 {-0.17/7 0.417s, n=157360, sd=8}
109. Rc8@g4 {+0.04/7 0.241s, n=83341, sd=8}
Rh5@g7 {-0.17/6 0.351s, n=120832, sd=8}
110. Kg8@f6 {0.00/7 0.410s, n=130724, sd=9}
Rh1@g1 {-0.13/6 0.290s, n=99328, sd=8}
111. Rf8@f7 {+0.08/6 0.305s, n=102400, sd=9}
Kg6@g7 {0.00/7 0.247s, n=76688, sd=8} 112. Rb8@g1 {0.00/6 0.290s, n=83968, sd=9}
Rh4@g4 {0.00/6 0.175s, n=59503, sd=8}
113. Kf8@f6 {+0.03/7 0.276s, n=78267, sd=9}
Rd4@e7 {+0.06/6 0.446s, n=149504, sd=8}
114. Ke8@f6 {+0.07/7 0.300s, n=97183, sd=9}
Rd1@e7 {-0.08/7 0.178s, n=67539, sd=8}
115. Rd8@f6 {+0.06/7 0.216s, n=76824, sd=9}
Rxd8@f7 {-0.17/7 0.221s, n=91726, sd=8}
116. Kxd8@d7 {+0.16/11 0.178s, n=87773, sd=11}
Kf6@e6 {-0.15/12 0.185s, n=105996, sd=12}
117. Kd7@e5 {+0.16/13 0.241s, n=120351, sd=13}
Kf7@d6 {-0.07/14 0.216s, n=123804, sd=14}
118. Kc6@e6 {+0.07/14 0.297s, n=160724, sd=14}
Ke7@d5 {-0.06/14 0.189s, n=112493, sd=14}
119. Kc5@e6 {+0.07/14 0.200s, n=115198, sd=14}
Kd7@d5 {-0.08/15 0.205s, n=132731, sd=15}
120. Kd4@f4 {+0.15/15 0.250s, n=149746, sd=15}
Ke6@e4 {-0.07/16 0.278s, n=198951, sd=16}
121. Ke3@e5 {+0.15/14 0.186s, n=105790, sd=14}
Kf5@f3 {-0.09/15 0.299s, n=188554, sd=15}
122. Kd4@e6 {+0.15/14 0.192s, n=117886, sd=14}
Kf6@e4 {-0.08/16 0.212s, n=152441, sd=16}
123. Kd5@f5 {+0.14/16 0.224s, n=137641, sd=16}
Ke7@e5 {-0.08/17 0.199s, n=130525, sd=17}
124. Ke4@e6 {+0.14/16 0.215s, n=113872, sd=16}
Kf6@f4 {-0.08/17 0.316s, n=217669, sd=17}
125. Kf3@f5 {+0.13/16 0.279s, n=169144, sd=16}
Ke6@f6 {-0.06/17 0.276s, n=196694, sd=17}
126. Kg4@f4 {+0.07/17 0.242s, n=151618, sd=17}
Ke5@g5 {-0.05/18 0.212s, n=156819, sd=18}
127. Kg3@f5 {+0.07/17 0.219s, n=118182, sd=17}
Ke4@g4 {-0.05/15 0.246s, n=141001, sd=15}
128. Kf2@f4 {+0.07/17 0.285s, n=154752, sd=17}
Ke5@e3 {-0.05/16 0.237s, n=154786, sd=16}
129. Ke2@e4 {+0.07/16 0.251s, n=157200, sd=16}
Kf4@d3 {-0.04/16 0.271s, n=170628, sd=16}
130. Kd2@e5 {+0.07/17 0.260s, n=165657, sd=17}
Ke4@c3 {-0.05/17 0.268s, n=177365, sd=17}
131. Ke2@f4 {+0.07/18 0.300s, n=207605, sd=18}
Kd4@f3 {-0.05/18 0.288s, n=190380, sd=18}
132. Kd2@e4 {+0.07/18 0.246s, n=162767, sd=18}
Ke5@e3 {-0.05/18 0.312s, n=216341, sd=18}
133. Kd3@d5 {+0.07/18 0.462s, n=280109, sd=18}
Kf5@e5 {-0.05/18 0.299s, n=210920, sd=18}
134. Kc3@c4 {+0.07/18 0.293s, n=194717, sd=18}
Ke6@d4 {-0.05/18 0.298s, n=217963, sd=18}
135. Kb3@b4 {+0.07/17 0.220s, n=151754, sd=17}
Kf6@b6 {-0.05/18 0.257s, n=200397, sd=18}
136. Kc4@e6 {+0.07/18 0.327s, n=197370, sd=18}
Ke5@c5 {-0.05/19 0.336s, n=241390, sd=19}
137. Kb5@d5 {+0.07/18 0.375s, n=215641, sd=18}
Kd6@e5 {-0.05/18 0.428s, n=265851, sd=18}
138. Kb6@f6 {+0.07/17 0.231s, n=134233, sd=17}
Ke7@e6 {-0.05/18 0.346s, n=243241, sd=18}
139. Kc6@b6 {+0.07/18 0.338s, n=206851, sd=18}
Ke6@b7 {-0.05/18 0.243s, n=150064, sd=18}
140. Kb6@e7 {+0.07/18 0.314s, n=175489, sd=18}
Kd6@g6 {-0.05/18 0.212s, n=134637, sd=18}
141. Kb5@c5 {+0.07/18 0.202s, n=132328, sd=18}
Kd5@f7 {-0.05/19 0.331s, n=231185, sd=19}
142. Kb6@d6 {+0.07/19 0.436s, n=281712, sd=19}
Ke6@a5 {-0.05/19 0.386s, n=260763, sd=19}
143. Kc6@e7 {+0.07/19 0.257s, n=142819, sd=19}
Kf6@a6 {-0.05/18 0.228s, n=147667, sd=18}
144. Kd6@f5 {+0.07/17 0.226s, n=112523, sd=16}
Kg6@e6 {-0.05/18 0.213s, n=133095, sd=18}
145. Ke5@g5 {+0.11/16 0.266s, n=113011, sd=16}
Kf7@f5 {-0.05/19 0.284s, n=162931, sd=19}
146. Kf4@f6 {+0.07/18 0.313s, n=145342, sd=18}
Kg6@g4 {-0.05/19 0.216s, n=147461, sd=18}
147. Ke3@f5 {+0.07/17 0.307s, n=164568, sd=17}
Kf7@f6 {-0.05/19 0.290s, n=202454, sd=19}
148. Kd3@g6 {+0.07/17 0.231s, n=156870, sd=17}
Kf6@e6 {-0.05/19 0.251s, n=165814, sd=19}
149. Ke2@f7 {+0.07/18 0.301s, n=187396, sd=17}
Ke5@e3 {0.00/18 0.238s, n=150562, sd=18}
150. Kd2@e4 {+0.07/18 0.367s, n=213762, sd=18}
Kd4@c2 {-0.04/19 0.425s, n=282026, sd=19}
151. Kd1@d3 {+0.07/18 0.215s, n=124466, sd=17}
Kd5@c1 {-0.04/18 0.263s, n=180921, sd=17}
152. Kc2@c4 {+0.07/19 0.480s, n=278641, sd=19}
Kd4@b3 {-0.04/18 0.254s, n=174178, sd=18}
153. Kb2@b6 {+0.07/20 0.348s, n=210997, sd=20}
Kc4@c2 {0.00/21 0.460s, n=380291, sd=21}
154. Ka3@c3 {+0.07/20 0.273s, n=167755, sd=20}
Kb5@b3 {0.00/21 0.221s, n=198290, sd=20}
155. Kb2@c4 {0.00/19 0.193s, n=110786, sd=17}
Kb4@c2 {0.00/20 0.340s, n=272751, sd=19}
156. Kc1@c3 {0.00/20 0.217s, n=163580, sd=18}
Kc4@d4 {0.00/19 0.202s, n=150871, sd=19}
157. Kb2@b4 {+0.07/18 0.326s, n=171508, sd=18}
Kd3@b3 {0.00/19 0.347s, n=297586, sd=18}
158. Ka3@a4 {+0.07/20 0.611s, n=510976, sd=18}
Kc3@c4 {0.00/18 0.230s, n=172396, sd=16}
159. Ka4@a5 {0.00/22 0.329s, n=257001, sd=18}
Kc4@c5 {0.00/21 0.261s, n=281728, sd=18}
160. Ka5@a4 {0.00/22 0.301s, n=253660, sd=19}
Kc5@c4 {0.00/21 0.230s, n=475484, sd=18}
161. Ka6@c6 {0.00/21 0.246s, n=389397, sd=18}
Kd6@a5 {0.00/23 0.424s, n=419689, sd=20}
162. Kb7@d7 {0.00/22 0.228s, n=172242, sd=20}
Ke6@a6 {0.00/26 0.335s, n=342966, sd=22}
163. Kc7@e7 {0.00/25 0.236s, n=161022, sd=21}
Kf5@d7 {0.00/28 0.284s, n=374644, sd=24, White disconnects} 0-1