[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.10"]
[Round "63"]
[White "Axiom-base"]
[Black "Axiom-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "rnbqk2r/ppp2ppp/3bp3/8/2pP4/P4NP1/1P1BPPBP/R2QK2R w KQkq - 0 1"]
[GameDuration "00:05:13"]
[GameStartTime "2026-05-10T16:28:29 -0400"]
[GameEndTime "2026-05-10T16:33:42 -0400"]
[PlyCount "517"]
[Termination "abandoned"]
[TimeControl "44.2+0.44"]

1. O-O {+0.77/12 2.492s, n=552227, sd=28} Bd7 {-0.88/13 1.666s, n=678793, sd=28}
2. Qc2 {+0.84/13 1.886s, n=782206, sd=32} Bb5 {-0.88/15 2.226s, n=936200, sd=28}
3. Ne5 {+0.88/14 2.338s, n=526679, sd=29}
Bxe5 {-1.01/16 1.663s, n=726936, sd=28}
4. Bxb7 {+1.01/15 2.195s, n=322171, sd=28}
Nc6 {-0.47/16 2.256s, n=593294, sd=28}
5. dxe5 {+1.26/16 1.610s, n=750395, sd=30}
Rb8 {-1.05/17 1.641s, n=761433, sd=28}
6. Bxc6+ {+1.27/16 1.638s, n=756225, sd=29}
Bxc6 {-1.18/17 1.511s, n=721395, sd=29}
7. Qxc4 {+1.12/17 1.390s, n=656185, sd=30}
Bb5 {-1.40/17 2.036s, n=471445, sd=29} 8. Qc2 {+1.15/16 1.938s, n=209708, sd=28}
Bxe2 {-1.67/16 1.967s, n=403068, sd=27}
9. Rfc1 {+1.99/17 1.249s, n=602912, sd=26}
Bf3 {-1.99/16 1.517s, n=724973, sd=28}
10. Qxc7 {+1.78/18 1.704s, n=798492, sd=27}
O-O {-1.85/17 1.552s, n=741010, sd=26}
11. Bb4 {+1.93/18 1.350s, n=652064, sd=29}
Re8 {-1.74/16 1.811s, n=455944, sd=25}
12. Qxd8 {+1.89/19 1.658s, n=794241, sd=29}
Rexd8 {-1.95/17 1.182s, n=560025, sd=27}
13. Rc3 {+1.90/18 1.431s, n=694155, sd=26}
Be4 {-1.99/17 1.662s, n=730763, sd=28}
14. Rac1 {+1.97/17 1.423s, n=690546, sd=28}
h6 {-1.97/16 1.609s, n=159959, sd=23} 15. f3 {+2.02/17 1.377s, n=689899, sd=26}
Bd5 {-1.71/16 1.558s, n=323029, sd=26} 16. h3 {+1.80/15 1.292s, n=656689, sd=26}
Rb5 {-1.74/15 1.496s, n=329741, sd=23}
17. Rc8 {+1.85/18 1.011s, n=525636, sd=27}
Rxc8 {-2.14/19 1.031s, n=508130, sd=29}
18. Rxc8+ {+2.18/17 1.419s, n=787754, sd=28}
Kh7 {-2.14/19 1.068s, n=533511, sd=25}
19. Kf2 {+2.14/19 1.077s, n=525659, sd=28}
Kg6 {-2.06/18 1.377s, n=315532, sd=26}
20. Ke3 {+2.18/17 1.141s, n=541725, sd=26}
Bb7 {-2.14/19 0.912s, n=480489, sd=28}
21. Rc5 {+2.39/18 0.898s, n=493135, sd=27} a6 {-2.12/19 0.924s, n=473448, sd=27}
22. h4 {+2.44/18 1.258s, n=718255, sd=29} Bd5 {-2.30/17 0.892s, n=511357, sd=28}
23. Rc7 {+2.40/17 1.114s, n=625528, sd=27} h5 {-2.44/18 0.917s, n=522524, sd=26}
24. Bc3 {+2.45/18 1.227s, n=458722, sd=26}
Rb7 {-2.44/19 1.249s, n=137427, sd=24}
25. Rxb7 {+2.34/27 0.850s, n=521065, sd=33}
Bxb7 {-2.40/28 0.859s, n=556554, sd=33}
26. Kf4 {+2.34/25 1.159s, n=480046, sd=36}
Bc6 {-2.26/27 1.021s, n=671956, sd=34} 27. b3 {+2.34/26 0.835s, n=552747, sd=32}
Bd5 {-2.13/29 1.073s, n=707904, sd=36} 28. b4 {+2.35/23 0.917s, n=618217, sd=32}
Bc6 {-2.23/26 1.114s, n=350111, sd=34}
29. Bd4 {+2.28/26 1.076s, n=348357, sd=31}
Kh6 {-2.37/21 0.732s, n=507390, sd=28}
30. Be3 {+2.31/22 0.733s, n=495724, sd=33}
Ba4 {-2.39/21 0.817s, n=553091, sd=27}
31. Bc5 {+2.34/24 0.887s, n=610560, sd=32}
Bb3 {-2.50/21 0.996s, n=650694, sd=28}
32. Ke4 {+2.31/20 0.738s, n=515153, sd=27}
Kg6 {-2.27/22 0.858s, n=572289, sd=30}
33. Bb6 {+2.31/21 0.991s, n=427892, sd=31}
Ba4 {-2.31/23 0.705s, n=480407, sd=28}
34. Kf4 {+2.29/22 0.963s, n=379582, sd=31}
Bd1 {-2.29/23 0.954s, n=637780, sd=31}
35. Bd4 {+2.28/26 0.716s, n=498004, sd=34}
Bc2 {-2.28/22 0.958s, n=447078, sd=28}
36. Bc5 {+2.28/23 0.739s, n=468872, sd=33}
Kh6 {-2.29/23 0.681s, n=462986, sd=30}
37. Bd4 {+2.28/28 0.688s, n=476358, sd=33}
Bd1 {-2.30/22 0.921s, n=291222, sd=28}
38. Bc5 {+2.26/24 0.788s, n=569170, sd=31}
Bb3 {-2.37/23 0.837s, n=553067, sd=31}
39. Bf8 {+2.25/20 0.652s, n=467919, sd=27}
Bc2 {-2.33/23 0.602s, n=398027, sd=30}
40. Bd6 {+2.28/26 0.867s, n=346220, sd=28}
Ba4 {-2.35/22 0.869s, n=317921, sd=26} 41. g4 {+2.27/23 0.581s, n=402311, sd=29}
Kg6 {-2.23/23 0.620s, n=411637, sd=28}
42. Bc5 {+2.27/22 0.813s, n=561532, sd=29}
Bc2 {-2.29/21 0.851s, n=305874, sd=28}
43. Be7 {+2.25/19 0.621s, n=437665, sd=27}
Bb3 {-2.17/20 0.666s, n=453233, sd=27}
44. Kg3 {+2.23/22 0.577s, n=398400, sd=28}
Bc2 {-2.16/21 0.537s, n=358122, sd=28}
45. Kf4 {+2.20/22 0.774s, n=517523, sd=29}
Bb3 {-2.25/22 0.665s, n=432817, sd=30}
46. Bf8 {+2.23/22 0.791s, n=174015, sd=28}
Ba4 {-2.31/21 0.792s, n=198835, sd=25}
47. Bc5 {+2.16/22 0.653s, n=450400, sd=31}
Bb5 {-2.27/22 0.776s, n=204919, sd=28}
48. Bf8 {+2.19/21 0.526s, n=366459, sd=27}
Ba4 {-2.15/21 0.647s, n=438895, sd=28}
49. Kg3 {+2.25/22 0.547s, n=377119, sd=27}
Bc2 {-2.14/23 0.558s, n=378741, sd=30}
50. Bd6 {+2.22/22 0.523s, n=362601, sd=27}
Ba4 {-2.16/21 0.742s, n=197660, sd=27}
51. Bf8 {+2.19/22 0.748s, n=313971, sd=29}
Bb3 {-2.16/23 0.579s, n=382083, sd=28}
52. Bc5 {+2.19/22 0.673s, n=446731, sd=31}
Bc2 {-2.17/22 0.721s, n=296195, sd=27}
53. Kf4 {+2.16/20 0.614s, n=407646, sd=28}
Bb3 {-2.06/19 0.614s, n=427543, sd=26}
54. Ba7 {+2.16/20 0.507s, n=352881, sd=23}
Bc2 {-2.07/21 0.560s, n=372894, sd=27}
55. Bd4 {+2.16/22 0.710s, n=207396, sd=25}
Bb3 {-2.13/23 0.569s, n=374355, sd=29}
56. Bb6 {+2.16/19 0.698s, n=240161, sd=25}
Bc2 {-2.12/22 0.496s, n=345058, sd=27}
57. Kg3 {+2.22/22 0.681s, n=286350, sd=27}
Ba4 {-2.12/22 0.535s, n=350471, sd=28}
58. Kf4 {+2.21/19 0.679s, n=317152, sd=23}
Bb3 {-2.12/22 0.501s, n=340713, sd=28}
59. Bc5 {+2.19/19 0.658s, n=273746, sd=26}
Bc2 {-2.10/22 0.534s, n=362439, sd=28}
60. Be3 {+2.16/20 0.649s, n=257249, sd=27}
Bd1 {-2.12/22 0.670s, n=294669, sd=28}
61. Ba7 {+2.19/22 0.525s, n=370758, sd=29}
Bb3 {-2.10/22 0.657s, n=206353, sd=27}
62. Bg1 {+2.12/20 0.599s, n=409162, sd=27}
Bd1 {-2.07/21 0.566s, n=284923, sd=26}
63. Kg3 {+2.12/22 0.533s, n=342327, sd=29}
Bb3 {-2.08/22 0.484s, n=252317, sd=30}
64. Bc5 {+2.14/21 0.421s, n=238840, sd=24}
Bc2 {-2.12/23 0.614s, n=406992, sd=30}
65. Ba7 {+2.12/23 0.517s, n=301316, sd=29}
Ba4 {-2.08/22 0.417s, n=264895, sd=28}
66. Kf4 {+2.14/25 0.520s, n=291424, sd=29}
Bd1 {-2.13/21 0.616s, n=347457, sd=28}
67. Bd4 {+2.16/22 0.507s, n=322733, sd=29}
Ba4 {-2.09/23 0.436s, n=314312, sd=28}
68. Ba7 {+2.15/20 0.491s, n=333682, sd=27}
Bb5 {-2.12/22 0.623s, n=226197, sd=26}
69. Kg3 {+2.20/18 0.448s, n=308032, sd=26}
Ba4 {-2.07/23 0.462s, n=309192, sd=27}
70. Be3 {+2.13/21 0.461s, n=312420, sd=28}
Bc2 {-2.07/23 0.432s, n=290863, sd=27}
71. Kf4 {+2.08/19 0.444s, n=302606, sd=25}
Ba4 {-2.07/23 0.416s, n=284846, sd=30}
72. Bb6 {+2.12/20 0.440s, n=309168, sd=27}
Bc2 {-2.12/19 0.526s, n=362290, sd=26}
73. Bc7 {+2.12/20 0.606s, n=245226, sd=25}
Bb3 {-2.07/19 0.426s, n=283584, sd=24}
74. Kg3 {+2.13/19 0.397s, n=261610, sd=27}
Bc2 {-2.06/22 0.504s, n=338834, sd=27}
75. Bd6 {+2.16/18 0.428s, n=287745, sd=25}
Bb3 {-2.10/17 0.427s, n=278029, sd=24}
76. Bf8 {+2.14/19 0.603s, n=170385, sd=25}
Bc2 {-2.02/20 0.564s, n=370621, sd=28}
77. Be7 {+2.12/19 0.531s, n=360060, sd=27}
Kh7 {-2.01/20 0.522s, n=349663, sd=26}
78. Kf4 {+2.08/21 0.433s, n=293535, sd=25}
Kg6 {-1.99/22 0.507s, n=339698, sd=28}
79. Kg3 {+2.07/20 0.586s, n=169070, sd=27}
Kh7 {-1.98/21 0.591s, n=256164, sd=26}
80. Bd6 {+2.15/20 0.450s, n=300257, sd=26}
Kg6 {-2.08/22 0.438s, n=288983, sd=25}
81. Kh3 {+2.10/20 0.552s, n=355835, sd=26}
Bd1 {-2.02/20 0.388s, n=256549, sd=24}
82. Kg3 {+2.05/20 0.577s, n=208637, sd=27}
Bc2 {-2.02/22 0.435s, n=287420, sd=28}
83. Kf4 {+2.02/19 0.411s, n=274197, sd=25}
Ba4 {-1.90/19 0.462s, n=307247, sd=25}
84. Bc7 {+2.07/20 0.431s, n=287655, sd=25}
Bc2 {-1.97/23 0.557s, n=368223, sd=27}
85. Ke3 {+2.03/18 0.572s, n=205217, sd=23}
Bb3 {-2.02/22 0.553s, n=359531, sd=28}
86. Kf2 {+2.03/17 0.421s, n=285082, sd=25}
Bd1 {-1.96/19 0.386s, n=248374, sd=24}
87. Kg3 {+2.06/19 0.566s, n=192631, sd=25}
Bb3 {-1.99/24 0.389s, n=260621, sd=27}
88. Ba5 {+2.07/20 0.523s, n=344704, sd=24}
Ba4 {-2.02/24 0.477s, n=317577, sd=27}
89. Kf4 {+1.89/21 0.555s, n=156193, sd=27}
Bc2 {-2.02/24 0.462s, n=320459, sd=29}
90. Bb6 {+2.02/23 0.427s, n=286995, sd=29}
Ba4 {-1.99/25 0.391s, n=270446, sd=29} 91. g5 {+1.85/23 0.551s, n=175200, sd=28}
Bb5 {-1.81/27 0.581s, n=264810, sd=30}
92. Ke4 {+1.73/24 0.386s, n=269155, sd=28}
Bc6+ {-0.14/18 0.573s, n=192017, sd=22}
93. Kf4 {+1.57/23 0.411s, n=288724, sd=28}
Ba4 {-1.87/24 0.546s, n=386294, sd=30}
94. Bg1 {+1.63/25 0.390s, n=278645, sd=30}
Bc6 {-1.78/27 0.407s, n=295677, sd=31}
95. Bb6 {+1.65/26 0.366s, n=251956, sd=30}
Ba4 {-1.63/20 0.398s, n=231270, sd=24}
96. Bd4 {+1.53/28 0.555s, n=248968, sd=32}
Bb5 {-1.42/24 0.511s, n=362370, sd=29}
97. Ke4 {+1.52/24 0.371s, n=255277, sd=28}
Be8 {-1.51/24 0.418s, n=283154, sd=29}
98. Bc5 {+1.52/23 0.397s, n=274559, sd=28}
Ba4 {-1.44/24 0.389s, n=271376, sd=27}
99. Kf4 {+1.43/21 0.385s, n=263492, sd=25}
Bc6 {-1.40/26 0.492s, n=343490, sd=31}
100. Bd4 {+1.44/24 0.556s, n=239823, sd=29}
Be8 {-1.37/24 0.562s, n=259284, sd=30}
101. Bc5 {+1.36/24 0.408s, n=279861, sd=29}
Ba4 {-1.41/25 0.417s, n=295922, sd=29}
102. Ba7 {+1.46/24 0.435s, n=299573, sd=31}
Be8 {-1.37/21 0.402s, n=289599, sd=25}
103. Be3 {+1.28/24 0.509s, n=357191, sd=28}
Bc6 {-1.28/24 0.451s, n=318136, sd=31}
104. Bc5 {+1.29/22 0.547s, n=206272, sd=26}
Be8 {-1.33/24 0.538s, n=381036, sd=30}
105. Bf8 {+1.22/20 0.546s, n=216687, sd=25}
Bc6 {-1.44/24 0.551s, n=269334, sd=28}
106. Bc5 {+1.16/22 0.376s, n=247803, sd=27}
Bb5 {-1.09/23 0.417s, n=285805, sd=30}
107. Ba7 {+1.21/22 0.443s, n=309330, sd=26}
Ba4 {-1.51/23 0.552s, n=219645, sd=29}
108. Bc5 {+1.18/23 0.475s, n=324816, sd=28}
Be8 {-0.99/22 0.385s, n=265459, sd=27}
109. Be7 {+1.17/23 0.405s, n=283892, sd=27}
Bc6 {-1.04/22 0.438s, n=295336, sd=28}
110. Bf8 {+1.21/21 0.549s, n=201207, sd=25}
Ba4 {-1.25/19 0.548s, n=187811, sd=24}
111. Ke4 {+0.87/18 0.357s, n=239301, sd=23}
Bc2+ {-1.36/18 0.381s, n=248127, sd=25}
112. Kf4 {+0.80/18 0.482s, n=327198, sd=26}
Bb3 {-1.49/21 0.462s, n=309299, sd=28}
113. Bc5 {+1.14/23 0.380s, n=256601, sd=27}
Ba4 {-0.95/21 0.476s, n=311984, sd=27}
114. Bd4 {+0.92/21 0.363s, n=248905, sd=26}
Bc6 {-1.17/22 0.381s, n=266005, sd=26}
115. Bb2 {+0.85/21 0.421s, n=280762, sd=27}
Ba4 {-0.98/22 0.468s, n=311524, sd=28}
116. Ke4 {+1.28/18 0.361s, n=257655, sd=24}
Kh7 {-1.40/19 0.546s, n=167109, sd=23}
117. Bd4 {+0.99/21 0.400s, n=276586, sd=26}
Kg6 {-1.37/25 0.413s, n=281545, sd=29}
118. Ba7 {+0.85/20 0.483s, n=313860, sd=25}
Bb5 {-1.25/20 0.536s, n=227985, sd=27}
119. Bb8 {+0.85/21 0.385s, n=258637, sd=27}
Bc6+ {-1.40/22 0.361s, n=245965, sd=27}
120. Kf4 {+0.74/23 0.435s, n=295132, sd=29}
Be8 {-1.28/22 0.535s, n=149295, sd=25}
121. Ke4 {+0.77/21 0.389s, n=263729, sd=27}
Bb5 {-1.44/21 0.487s, n=332291, sd=28}
122. Bd6 {+0.80/23 0.404s, n=272228, sd=29}
Bc6+ {-1.41/22 0.379s, n=249926, sd=28}
123. Kf4 {+0.77/23 0.548s, n=375599, sd=30}
Bb5 {-1.23/22 0.534s, n=218641, sd=28}
124. Bf8 {+0.75/22 0.558s, n=239769, sd=27}
Be8 {-1.44/20 0.362s, n=249258, sd=27}
125. Ke3 {+1.06/21 0.429s, n=291396, sd=27}
Bc6 {-1.42/20 0.536s, n=228492, sd=26}
126. f4 {+1.21/21 0.544s, n=226307, sd=27}
Bb5 {-1.41/20 0.362s, n=234356, sd=26}
127. Kd4 {+1.48/20 0.538s, n=214998, sd=25}
Kf5 {-1.22/19 0.541s, n=175872, sd=23}
128. Bxg7 {+1.83/19 0.535s, n=193185, sd=24}
Kxf4 {-1.98/19 0.490s, n=337598, sd=24}
129. Kc5 {+2.09/20 0.415s, n=290479, sd=23}
Kf5 {-2.07/18 0.523s, n=209971, sd=23}
130. Bf6 {+2.09/20 0.533s, n=165231, sd=23}
Kg4 {-2.25/19 0.368s, n=245419, sd=22}
131. Kd6 {+2.20/20 0.530s, n=61940, sd=24}
Kf5 {-2.20/18 0.525s, n=116804, sd=20}
132. Bd8 {+2.18/21 0.402s, n=260179, sd=26}
Ba4 {-2.21/20 0.368s, n=249142, sd=26}
133. Bb6 {+2.15/23 0.385s, n=253866, sd=27}
Kg6 {-2.04/20 0.438s, n=298541, sd=25}
134. Ke7 {+2.06/24 0.387s, n=268744, sd=27}
Bb5 {-2.10/24 0.480s, n=320446, sd=30}
135. Kf8 {+2.07/26 0.537s, n=229774, sd=29}
Bc6 {-2.10/26 0.430s, n=291095, sd=30}
136. Bc5 {+2.05/27 0.461s, n=316697, sd=31}
Ba4 {-2.05/26 0.381s, n=264851, sd=28}
137. Ke7 {+2.06/26 0.528s, n=231410, sd=29}
Bc6 {-2.09/23 0.453s, n=302736, sd=28}
138. Bb6 {+2.04/25 0.353s, n=239857, sd=28}
Bb5 {-2.04/24 0.348s, n=242401, sd=29}
139. Ba7 {+2.06/26 0.399s, n=273960, sd=31}
Ba4 {-2.04/26 0.350s, n=248890, sd=28}
140. Kf8 {+2.05/26 0.523s, n=355332, sd=31}
Bb5 {-2.06/29 0.447s, n=303493, sd=32}
141. Bc5 {+2.07/26 0.353s, n=248172, sd=31}
Bc6 {-2.05/20 0.531s, n=45263, sd=23}
142. Bd4 {+2.05/28 0.399s, n=287922, sd=31}
Bd7 {-2.10/25 0.527s, n=212767, sd=28}
143. Ke7 {+2.05/30 0.476s, n=331419, sd=33}
Bb5 {-2.10/23 0.526s, n=202290, sd=26}
144. Bb6 {+2.05/28 0.409s, n=297401, sd=31}
Bc6 {-2.14/22 0.504s, n=336466, sd=28}
145. Kd6 {+2.02/24 0.429s, n=301171, sd=27}
Ba4 {-2.10/21 0.425s, n=294640, sd=26}
146. Be3 {+2.03/27 0.527s, n=145318, sd=29}
Bb3 {-2.11/24 0.392s, n=272004, sd=29}
147. Bc5 {+2.06/25 0.383s, n=264174, sd=28}
Bd1 {-2.15/21 0.404s, n=286389, sd=24}
148. Ke7 {+2.05/21 0.527s, n=129110, sd=25}
Ba4 {-2.10/26 0.436s, n=319072, sd=30}
149. Be3 {+2.05/24 0.381s, n=271104, sd=28}
Kg7 {-2.10/23 0.405s, n=287235, sd=27}
150. Bc5 {+2.05/27 0.352s, n=247121, sd=30}
Kg6 {-2.06/24 0.380s, n=263452, sd=30}
151. Bg1 {+2.05/31 0.474s, n=327732, sd=33}
Bb5 {-2.06/25 0.390s, n=286518, sd=32}
152. Bd4 {+2.05/33 0.350s, n=235240, sd=39}
Ba4 {-2.05/28 0.353s, n=249696, sd=31}
153. Kd6 {+2.05/30 0.364s, n=251992, sd=33}
Kf5 {-2.11/22 0.393s, n=275110, sd=27}
154. Ke7 {+2.05/29 0.393s, n=268052, sd=33}
Kg6 {-2.05/22 0.360s, n=246594, sd=27}
155. Bc5 {+2.05/31 0.454s, n=300490, sd=35}
Bc6 {-2.05/26 0.543s, n=175620, sd=31}
156. Kf8 {+2.03/28 0.445s, n=314227, sd=32}
Bb5 {-2.06/26 0.465s, n=316312, sd=32}
157. Ba7 {+2.04/24 0.383s, n=253657, sd=29}
Bd7 {-2.05/26 0.449s, n=303065, sd=31}
158. Kg8 {+2.00/27 0.362s, n=243991, sd=29}
Bc6 {-2.05/26 0.395s, n=279432, sd=30}
159. Bc5 {+1.97/24 0.400s, n=281148, sd=29}
Be8 {-2.21/25 0.521s, n=361265, sd=30}
160. Bd4 {+1.99/25 0.550s, n=112141, sd=27}
Bc6 {-2.05/22 0.364s, n=257460, sd=26}
161. Bb6 {+2.01/25 0.543s, n=189808, sd=30}
Be8 {-2.12/26 0.479s, n=332560, sd=31}
162. Bd8 {+1.99/26 0.474s, n=328656, sd=30}
Bc6 {-2.06/25 0.429s, n=292845, sd=30}
163. Be7 {+2.05/27 0.374s, n=260401, sd=30}
Bb5 {-2.11/27 0.532s, n=213622, sd=29}
164. Bc5 {+2.01/26 0.495s, n=336516, sd=32}
Bc6 {-2.12/24 0.532s, n=206886, sd=30}
165. Bd4 {+2.02/27 0.538s, n=172124, sd=31}
Bb5 {-2.06/25 0.508s, n=355039, sd=32}
166. Be3 {+2.02/25 0.530s, n=44912, sd=27}
Be8 {-2.04/24 0.524s, n=190625, sd=27}
167. Kf8 {+2.08/23 0.527s, n=183023, sd=26}
Bd7 {-2.05/22 0.526s, n=165540, sd=27}
168. Bc5 {+2.11/22 0.417s, n=271361, sd=27}
Bc6 {-2.01/22 0.366s, n=233949, sd=26}
169. Be7 {+1.93/20 0.521s, n=110010, sd=23}
Bb5 {-1.95/21 0.465s, n=308154, sd=24}
170. Bf6 {+2.11/20 0.376s, n=237479, sd=24}
Bc6 {-2.24/22 0.500s, n=327889, sd=28}
171. Ke7 {+2.05/21 0.433s, n=275714, sd=26}
Bb5 {-2.04/21 0.377s, n=254562, sd=26}
172. Kd6 {+2.17/21 0.412s, n=265596, sd=28}
Kf5 {-1.95/20 0.514s, n=142193, sd=26}
173. Kc5 {+2.21/21 0.522s, n=345443, sd=27}
Ke4 {-2.19/20 0.482s, n=326364, sd=25}
174. Bg7 {+2.37/19 0.391s, n=273009, sd=25}
Kf4 {-2.35/18 0.509s, n=206677, sd=23}
175. Bf6 {+2.21/18 0.525s, n=174306, sd=24}
Ke4 {-2.30/17 0.445s, n=277731, sd=23}
176. Kb6 {+2.00/20 0.516s, n=202798, sd=25}
Kd5 {-1.69/22 0.346s, n=233692, sd=27}
177. Ka5 {+1.90/21 0.490s, n=332701, sd=27}
Kc6 {-1.59/24 0.366s, n=246875, sd=30}
178. a4 {+1.72/22 0.515s, n=185454, sd=27}
Bd3 {-1.64/24 0.514s, n=133538, sd=30}
179. Be7 {+1.64/21 0.510s, n=179533, sd=27}
Be2 {-1.56/22 0.350s, n=242207, sd=28}
180. Bf6 {+1.59/23 0.512s, n=244025, sd=29}
Bd3 {-1.56/23 0.375s, n=261786, sd=29}
181. Bd8 {+1.56/23 0.444s, n=316427, sd=29}
Bf1 {-1.48/22 0.401s, n=284976, sd=28}
182. Bb6 {+1.65/22 0.499s, n=188953, sd=27}
Bd3 {-1.46/21 0.499s, n=351049, sd=26}
183. Be3 {+1.56/23 0.383s, n=263740, sd=29}
Bc4 {-1.44/19 0.363s, n=257842, sd=26}
184. Bb6 {+1.49/23 0.384s, n=282419, sd=29}
Bd3 {-1.56/22 0.408s, n=294362, sd=28}
185. Bc5 {+1.54/23 0.334s, n=241232, sd=29}
Kd5 {-1.51/20 0.456s, n=317579, sd=27}
186. Be7 {+1.66/19 0.346s, n=252485, sd=24}
Kc6 {-1.47/23 0.419s, n=298073, sd=28}
187. Bc5 {+1.43/23 0.494s, n=362688, sd=29}
Bf1 {-1.52/21 0.361s, n=270217, sd=26}
188. Bf2 {+1.44/21 0.512s, n=201611, sd=27}
Bd3 {-1.60/22 0.481s, n=337123, sd=29}
189. Bb6 {+1.54/26 0.367s, n=263823, sd=29}
Be2 {-1.59/24 0.393s, n=277833, sd=30}
190. Bf2 {+1.54/24 0.360s, n=272010, sd=29}
Bf1 {-1.59/24 0.527s, n=239586, sd=30}
191. Be1 {+1.57/21 0.367s, n=269405, sd=27}
Bd3 {-1.43/25 0.407s, n=293258, sd=30}
192. Bf2 {+1.54/24 0.405s, n=294922, sd=29}
Bf1 {-1.54/23 0.527s, n=260203, sd=28}
193. Bc5 {+1.47/21 0.391s, n=297310, sd=27}
Bd3 {-1.32/23 0.520s, n=251954, sd=28}
194. Ba7 {+1.49/25 0.457s, n=328257, sd=31}
Bc4 {-1.30/22 0.342s, n=262393, sd=28}
195. Bc5 {+1.54/22 0.397s, n=287999, sd=29}
Bd3 {-1.37/23 0.384s, n=271128, sd=29}
196. Bd4 {+1.54/24 0.389s, n=295354, sd=29}
Be2 {-1.28/24 0.465s, n=342751, sd=30}
197. Be3 {+1.35/24 0.424s, n=308846, sd=30}
Bd3 {-1.38/21 0.348s, n=256196, sd=26}
198. Ba7 {+1.28/25 0.442s, n=323174, sd=32}
Be2 {-1.43/25 0.528s, n=206072, sd=31}
199. Bd4 {+1.32/25 0.435s, n=313702, sd=31}
Bd3 {-1.25/25 0.522s, n=191629, sd=28}
200. Bc3 {+1.17/24 0.475s, n=349987, sd=32}
Bf1 {-1.11/24 0.343s, n=263513, sd=30}
201. Bd2 {+1.38/22 0.367s, n=265062, sd=28}
Bc4 {-1.28/23 0.480s, n=337122, sd=28}
202. Be3 {+1.25/26 0.501s, n=373439, sd=31}
Bd3 {-1.38/24 0.353s, n=260234, sd=30}
203. Bd4 {+1.47/23 0.414s, n=301021, sd=29}
Kd5 {-1.26/24 0.435s, n=302659, sd=28}
204. Bb2 {+1.02/21 0.481s, n=337426, sd=27}
Kc6 {-1.26/24 0.399s, n=275916, sd=30}
205. Bc3 {+1.28/22 0.525s, n=211312, sd=28}
Bf1 {-1.41/23 0.385s, n=224291, sd=27}
206. Bd4 {+0.95/23 0.375s, n=285253, sd=28}
Bd3 {-1.46/22 0.445s, n=319516, sd=28}
207. Be3 {+1.06/22 0.522s, n=256188, sd=28}
Kd5 {-0.98/20 0.531s, n=188002, sd=26}
208. b5 {+1.80/20 0.414s, n=272913, sd=27}
axb5 {-1.99/19 0.404s, n=271009, sd=24}
209. axb5 {+1.85/21 0.400s, n=279162, sd=24}
Kxe5 {-2.01/19 0.356s, n=247853, sd=24}
210. b6 {+1.94/21 0.370s, n=266775, sd=25}
Kd6 {-1.80/20 0.448s, n=308245, sd=26}
211. Bc5+ {+1.84/21 0.497s, n=337519, sd=29}
Kc6 {-1.81/21 0.482s, n=343887, sd=26}
212. Bd4 {+1.99/21 0.521s, n=241755, sd=25}
Bf1 {-1.79/21 0.350s, n=230672, sd=23}
213. Be5 {+1.88/23 0.442s, n=268497, sd=28}
Bc4 {-1.80/23 0.397s, n=224247, sd=27}
214. Bg3 {+1.85/21 0.367s, n=265547, sd=25}
Bd3 {-1.79/21 0.357s, n=239444, sd=26}
215. Be5 {+1.85/23 0.490s, n=278305, sd=29}
Bc4 {-1.78/23 0.461s, n=291053, sd=28}
216. Bc7 {+1.83/23 0.419s, n=225484, sd=27}
Bd3 {-1.80/21 0.426s, n=238452, sd=24}
217. Bf4 {+1.93/17 0.398s, n=249409, sd=23}
Bf1 {-1.80/22 0.375s, n=266727, sd=26}
218. Bc7 {+1.90/18 0.368s, n=227688, sd=26}
Be2 {-1.99/20 0.411s, n=290202, sd=25}
219. Bf4 {+1.89/18 0.528s, n=104818, sd=23}
Bd3 {-1.78/23 0.401s, n=296941, sd=27}
220. Bc1 {+1.99/21 0.523s, n=161982, sd=26}
Kb7 {-1.98/19 0.362s, n=261564, sd=24}
221. Bf4 {+1.93/23 0.366s, n=267542, sd=27}
Kc6 {-1.80/23 0.399s, n=286176, sd=26}
222. Bc7 {+1.99/22 0.521s, n=212805, sd=26}
Be2 {-1.94/19 0.398s, n=291280, sd=24}
223. Bg3 {+1.86/23 0.516s, n=235481, sd=29}
Bd3 {-1.84/22 0.461s, n=323075, sd=26}
224. Bb8 {+1.85/24 0.514s, n=251622, sd=28}
Bc4 {-1.87/20 0.381s, n=269431, sd=24}
225. Be5 {+1.79/20 0.368s, n=266431, sd=25}
Bf1 {-1.82/20 0.493s, n=350704, sd=28}
226. Bf6 {+1.82/25 0.400s, n=287720, sd=30}
Kd7 {-1.79/20 0.411s, n=295315, sd=26}
227. Bh8 {+1.85/23 0.482s, n=359299, sd=29}
Kc6 {-1.84/24 0.490s, n=362741, sd=29}
228. Bc3 {+1.82/24 0.513s, n=220485, sd=27}
Be2 {-1.79/25 0.431s, n=302243, sd=34}
229. Bb4 {+1.80/20 0.389s, n=274544, sd=24}
Bc4 {-1.79/21 0.553s, n=231205, sd=30}
230. Be7 {+1.85/19 0.411s, n=299397, sd=27}
Kd7 {-1.87/18 0.547s, n=246847, sd=24}
231. Bc5 {+1.85/21 0.470s, n=334444, sd=28}
Bf1 {-1.82/19 0.391s, n=269528, sd=25}
232. Bd4 {+1.79/26 0.446s, n=333150, sd=30}
Kd6 {-1.79/20 0.441s, n=308869, sd=25}
233. Bg7 {+1.80/22 0.344s, n=248612, sd=26}
Bd3 {-1.79/23 0.384s, n=277255, sd=30}
234. Bd4 {+1.80/22 0.520s, n=237277, sd=26}
Bc4 {-1.83/21 0.550s, n=172299, sd=26}
235. Bg1 {+1.79/19 0.426s, n=316253, sd=25}
Bf1 {-1.80/19 0.391s, n=281405, sd=25}
236. Bh2+ {+1.78/22 0.379s, n=271477, sd=27}
Kc6 {-1.83/19 0.363s, n=259380, sd=28}
237. Bg1 {+1.85/21 0.353s, n=262261, sd=27}
Bc4 {-1.79/22 0.547s, n=189657, sd=28}
238. Be3 {+1.82/20 0.481s, n=345892, sd=27}
Kd6 {-1.80/22 0.451s, n=308508, sd=27}
239. Bc5+ {+1.85/22 0.377s, n=277070, sd=28}
Kc6 {-1.77/23 0.405s, n=289940, sd=30}
240. Bd4 {+1.78/19 0.390s, n=227344, sd=25}
Bf1 {-1.80/23 0.370s, n=271913, sd=28}
241. Bf6 {+1.79/25 0.367s, n=276664, sd=31}
Kd6 {-1.79/21 0.547s, n=247310, sd=26}
242. Bh8 {+1.80/23 0.531s, n=188247, sd=29}
Kc6 {-1.79/25 0.367s, n=268681, sd=29}
243. Bc3 {+1.79/24 0.408s, n=293708, sd=27}
Be2 {-1.80/24 0.376s, n=278780, sd=28}
244. Be1 {+1.83/25 0.504s, n=354396, sd=29}
Bd3 {-1.79/24 0.389s, n=291563, sd=27}
245. Bf2 {+1.80/23 0.355s, n=259965, sd=29}
Bf1 {-1.80/21 0.366s, n=271741, sd=25}
246. Kb4 {+1.79/22 0.483s, n=343202, sd=27}
Kd6 {-1.79/23 0.488s, n=343774, sd=30}
247. Bg3+ {+1.81/20 0.353s, n=253711, sd=26}
Kc6 {-1.76/25 0.397s, n=286492, sd=30}
248. Bf2 {+1.79/24 0.528s, n=235650, sd=29}
Bd3 {-1.77/23 0.417s, n=307978, sd=28}
249. Bc5 {+1.77/23 0.496s, n=340612, sd=29}
Be4 {-1.77/21 0.559s, n=235492, sd=25}
250. Bf2 {+1.78/19 0.525s, n=76539, sd=25}
Kd6 {-1.76/19 0.481s, n=333301, sd=26}
251. Kc4 {+1.80/18 0.348s, n=236803, sd=25}
Bf5 {-1.76/19 0.550s, n=177794, sd=25}
252. Kd4 {+1.80/20 0.431s, n=305265, sd=29}
e5+ {-1.82/20 0.415s, n=301284, sd=27}
253. Kc4 {+1.73/19 0.441s, n=293768, sd=27}
Kc6 {-1.73/21 0.531s, n=381690, sd=28}
254. Kb4 {+1.71/21 0.427s, n=300225, sd=28}
Bc8 {-1.79/19 0.416s, n=293444, sd=24}
255. Be3 {+1.71/19 0.525s, n=210871, sd=22}
Bg4 {-1.77/19 0.538s, n=100287, sd=22}
256. Bf2 {+1.71/23 0.368s, n=262328, sd=27}
Bd7 {-1.73/20 0.537s, n=232364, sd=26}
257. Bc5 {+1.75/22 0.397s, n=288280, sd=27} Be6 {-1.70/8 0.005s, n=4071, sd=12}
258. Ka5 {+1.76/22 0.393s, n=275938, sd=29}
Bc8 {-1.73/20 0.552s, n=173262, sd=26}
259. Be3 {+1.73/20 0.530s, n=180529, sd=27, Black disconnects} 1-0