[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.02.09"]
[Round "285"]
[White "PZChessBot-base"]
[Black "PZChessBot-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r2qkbnr/pppb1ppp/8/4p3/Q2nP3/2PP1N2/P2N1PPP/R1B1KB1R w KQkq - 1 8"]
[GameDuration "00:04:18"]
[GameStartTime "2026-02-09T05:30:59 +0000"]
[GameEndTime "2026-02-09T05:35:18 +0000"]
[PlyCount "341"]
[Termination "abandoned"]
[TimeControl "47.62+0.48"]

8. Qd1 {+0.68/21 2.070s, n=2915647, sd=38}
Nxf3+ {-0.48/21 3.522s, n=4817046, sd=40}
9. Nxf3 {+0.73/24 3.129s, n=4485165, sd=37}
Bd6 {-0.49/22 2.897s, n=3631336, sd=32}
10. d4 {+0.68/22 1.571s, n=2391888, sd=37}
Qe7 {-0.66/21 2.121s, n=2788305, sd=34}
11. Bd3 {+0.71/21 2.200s, n=2916516, sd=32}
Nf6 {-0.56/22 1.491s, n=2041616, sd=29}
12. O-O {+0.64/20 1.984s, n=2656067, sd=30}
O-O {-0.60/21 1.653s, n=2260870, sd=32}
13. Bg5 {+0.70/20 1.807s, n=2372956, sd=31}
Bg4 {-0.69/19 4.211s, n=4207266, sd=29}
14. h3 {+0.65/19 1.692s, n=1892816, sd=31}
Bh5 {-0.59/18 2.609s, n=2836632, sd=31}
15. Re1 {+0.62/19 2.765s, n=3383922, sd=31}
c6 {-0.59/17 1.940s, n=2423950, sd=25}
16. g4 {+0.88/20 4.903s, n=6374715, sd=36}
Bg6 {-0.57/17 1.493s, n=1902265, sd=26}
17. Qd2 {+0.72/19 1.528s, n=2101154, sd=38}
Rfe8 {-0.61/21 3.078s, n=3792021, sd=35}
18. Bh4 {+0.74/20 1.338s, n=1879542, sd=33}
h5 {-0.57/19 1.270s, n=1788389, sd=31}
19. dxe5 {+0.56/22 2.031s, n=3215346, sd=39}
Bxe5 {-0.66/20 1.366s, n=1981099, sd=34}
20. Nxe5 {+0.62/23 1.968s, n=3078350, sd=42}
Qxe5 {-0.62/20 1.466s, n=2159833, sd=32}
21. f4 {+0.38/22 1.179s, n=2069499, sd=40}
Qd6 {-0.67/21 2.039s, n=3160232, sd=33}
22. f5 {+0.62/22 0.764s, n=1392584, sd=43}
Bh7 {-1.03/19 1.152s, n=1858844, sd=34}
23. Rad1 {+0.77/26 2.642s, n=4608404, sd=50}
hxg4 {-1.08/20 1.289s, n=2056723, sd=35}
24. Qg5 {+0.84/21 0.872s, n=1585588, sd=50}
Qc5+ {-0.71/20 2.096s, n=3248922, sd=37}
25. Kg2 {+0.84/23 1.069s, n=1954978, sd=43}
Qxc3 {-0.91/20 1.368s, n=2281823, sd=35}
26. hxg4 {+0.85/24 1.130s, n=2110220, sd=45}
Rad8 {-0.77/22 2.039s, n=3392785, sd=37}
27. Re3 {+0.80/22 0.758s, n=1338227, sd=44}
c5 {-0.88/23 2.698s, n=4459677, sd=38}
28. Be2 {+0.91/25 0.953s, n=1814389, sd=44}
Qe5 {-0.94/22 0.690s, n=1145516, sd=36}
29. Bg3 {+1.05/21 1.388s, n=2100755, sd=40}
Qe7 {-0.95/21 0.502s, n=846427, sd=36}
30. e5 {+0.93/23 1.578s, n=2650971, sd=40}
Nd5 {-1.10/22 1.512s, n=2411717, sd=37}
31. Qxe7 {+0.88/23 1.042s, n=1749221, sd=41}
Nxe7 {-1.15/22 0.866s, n=1400041, sd=39}
32. Rc3 {+0.81/25 2.973s, n=4855838, sd=43}
b6 {-0.81/23 1.570s, n=2469904, sd=34}
33. Rcd3 {+0.89/23 1.795s, n=2678637, sd=36}
Rc8 {-0.73/19 0.781s, n=1171185, sd=31}
34. Rd7 {+0.76/24 2.328s, n=3400108, sd=41}
c4 {-0.84/21 1.016s, n=1632244, sd=36}
35. Kf2 {+1.02/23 1.237s, n=1953045, sd=37}
Nxf5 {-1.03/22 1.006s, n=1719441, sd=38}
36. gxf5 {+0.90/21 0.651s, n=1071553, sd=41}
Bxf5 {-0.85/21 0.761s, n=1279626, sd=34}
37. Rxa7 {+0.82/22 0.882s, n=1501370, sd=36}
c3 {-0.81/22 0.970s, n=1684057, sd=39}
38. Ra6 {+0.85/22 0.740s, n=1270897, sd=36}
c2 {-0.97/23 1.015s, n=1748790, sd=40}
39. Rc1 {+0.66/22 0.968s, n=1624764, sd=36}
Red8 {-0.79/23 0.782s, n=1373306, sd=43}
40. Rxb6 {+0.69/20 0.775s, n=1385333, sd=32}
Rd4 {-0.85/23 0.643s, n=1185208, sd=37}
41. a3 {+1.08/21 0.982s, n=1657566, sd=38}
Ra4 {-0.72/23 0.751s, n=1181073, sd=36}
42. Rb3 {+0.91/20 0.344s, n=591560, sd=34}
Rca8 {-0.72/24 0.811s, n=1457607, sd=40}
43. Rf3 {+0.92/24 0.920s, n=1649297, sd=40}
Bg4 {-0.71/24 0.624s, n=1145903, sd=39}
44. Re3 {+0.88/23 0.739s, n=1303005, sd=39}
Bf5 {-0.78/25 1.078s, n=1900000, sd=35}
45. e6 {+0.71/23 0.844s, n=1563507, sd=41}
fxe6 {-0.75/24 0.654s, n=1230172, sd=37}
46. Bd6 {+0.77/17 0.306s, n=473459, sd=32}
Rd4 {-0.64/24 0.792s, n=1239569, sd=41}
47. Bb4 {+0.73/20 0.653s, n=1160469, sd=32}
g5 {-0.67/19 0.481s, n=879970, sd=25}
48. Rc3 {+0.54/18 0.912s, n=1511997, sd=30}
Rf4+ {-0.78/21 1.588s, n=2704098, sd=35}
49. Kg1 {+0.67/20 0.597s, n=1046519, sd=38}
Kf7 {-0.76/23 0.817s, n=1479228, sd=52}
50. Bd3 {+0.83/21 0.516s, n=972018, sd=41}
Rg4+ {-0.67/22 0.279s, n=506813, sd=48}
51. Kf2 {+0.67/25 0.799s, n=1592759, sd=42}
Rh8 {-0.61/24 0.521s, n=1043548, sd=43}
52. Rc7+ {+0.71/24 1.027s, n=2100047, sd=43}
Kg6 {-0.66/23 0.555s, n=1075442, sd=48}
53. Bxf5+ {+0.60/23 0.458s, n=943095, sd=62}
exf5 {-0.81/25 0.460s, n=923176, sd=42}
54. Rc6+ {+0.54/21 0.306s, n=613537, sd=42}
Kf7 {-0.58/24 0.412s, n=831858, sd=45}
55. R1xc2 {+0.53/24 0.645s, n=1301257, sd=49}
Rh2+ {-0.35/24 0.946s, n=1817879, sd=50}
56. Ke3 {+0.42/23 0.807s, n=1570078, sd=44}
Rh3+ {-0.34/22 0.960s, n=1895517, sd=38}
57. Kd2 {+0.64/19 0.524s, n=886607, sd=34}
Rg2+ {-0.48/20 0.484s, n=975786, sd=38}
58. Kc1 {+0.38/18 0.396s, n=728412, sd=33}
Rxc2+ {-0.33/19 0.400s, n=848740, sd=36}
59. Kxc2 {+0.43/18 0.522s, n=1028137, sd=35}
f4 {-0.32/20 0.524s, n=1061372, sd=32}
60. Rc5 {+0.41/23 1.292s, n=1907710, sd=43}
Kg6 {-0.14/20 0.613s, n=1271121, sd=36}
61. Rc8 {+0.34/23 0.779s, n=1543439, sd=34}
f3 {-0.02/22 0.789s, n=1696702, sd=38}
62. Kd3 {+0.22/23 1.120s, n=2344666, sd=43}
g4 {0.00/24 0.666s, n=1416521, sd=33}
63. Ke3 {+0.18/28 0.666s, n=1408068, sd=47}
Rh2 {0.00/28 0.715s, n=1473036, sd=22}
64. Kf4 {+0.28/28 1.003s, n=302032, sd=46}
Rg2 {0.00/31 0.612s, n=1257965, sd=10}
65. Rc1 {+0.05/27 0.538s, n=1208598, sd=49} Kf7 {0.00/34 0.471s, n=979047, sd=7}
66. Bc5 {+0.08/29 0.563s, n=1210411, sd=50}
Ke6 {0.00/37 1.027s, n=2080224, sd=5}
67. Rd1 {+0.01/31 0.625s, n=1453043, sd=50}
Rc2 {0.00/36 0.452s, n=972705, sd=14}
68. Bb4 {+0.04/33 0.567s, n=1192338, sd=54}
Rg2 {0.00/38 0.471s, n=989582, sd=29}
69. Bf8 {+0.15/33 0.829s, n=1779639, sd=51} f2 {0.00/35 0.266s, n=646695, sd=27}
70. Bc5 {+0.46/34 0.336s, n=887291, sd=48} g3 {0.00/43 0.703s, n=1685144, sd=16}
71. Be3 {+0.52/38 0.209s, n=546432, sd=52}
Rg1 {0.00/48 0.965s, n=2057109, sd=11}
72. Rxg1 {+0.80/48 0.312s, n=876759, sd=56}
fxg1=Q {0.00/52 0.347s, n=822737, sd=9}
73. Bxg1 {+0.80/52 0.310s, n=780286, sd=57} Kd5 {0.00/52 1.009s, n=55380, sd=7}
74. Kxg3 {+0.80/59 0.486s, n=1410780, sd=78}
Kc6 {-0.32/43 0.330s, n=1018029, sd=55}
75. Bd4 {+0.80/58 0.537s, n=1673872, sd=77}
Kb5 {-0.32/49 0.327s, n=1057917, sd=74}
76. Bb2 {+0.80/61 0.920s, n=1466630, sd=71}
Ka4 {-0.32/54 0.462s, n=1426505, sd=71}
77. Kg2 {+0.80/66 0.736s, n=2192693, sd=76}
Kb3 {-0.32/56 0.418s, n=1249495, sd=76}
78. Kf1 {+0.80/67 0.292s, n=911157, sd=84}
Ka4 {-0.32/59 0.393s, n=1244255, sd=77}
79. Ke1 {+0.80/68 0.365s, n=1138733, sd=91}
Kb3 {-0.32/55 0.307s, n=956398, sd=78}
80. Kd1 {+0.80/68 0.820s, n=2544355, sd=89}
Ka4 {-0.32/54 1.027s, n=340659, sd=87}
81. Kc2 {+0.80/67 0.515s, n=1631991, sd=87}
Kb5 {-0.80/42 0.405s, n=1192481, sd=64}
82. Kb1 {+0.80/67 0.642s, n=2072086, sd=85}
Ka5 {-0.80/48 0.475s, n=1523695, sd=72}
83. Ka2 {+0.80/67 0.350s, n=1145945, sd=83}
Kb6 {-0.80/53 0.427s, n=1315998, sd=74}
84. Bf6 {+0.80/64 0.271s, n=864163, sd=81}
Kb7 {-0.80/52 0.461s, n=1362426, sd=77}
85. Bd4 {+0.80/62 0.255s, n=800108, sd=79}
Kc6 {-0.80/57 0.425s, n=1142043, sd=99}
86. Be3 {+0.80/64 0.362s, n=1030661, sd=77}
Kb5 {-0.80/54 0.779s, n=2174955, sd=94}
87. Kb1 {+0.80/64 0.365s, n=1131053, sd=75}
Ka5 {-0.80/57 0.431s, n=1164339, sd=87}
88. Bc5 {+0.80/63 0.787s, n=2387862, sd=73}
Ka6 {-0.80/54 0.936s, n=313670, sd=87}
89. Ka2 {+0.80/63 0.352s, n=1095049, sd=71}
Kb5 {-0.80/56 0.869s, n=377302, sd=102}
90. Be7 {+0.80/64 0.187s, n=565071, sd=69}
Ka5 {-0.80/55 0.810s, n=309896, sd=84}
91. Bg5 {+0.80/66 0.898s, n=2574023, sd=67}
Ka6 {-0.80/59 0.416s, n=1189095, sd=87}
92. Be3 {+0.80/63 0.561s, n=1084874, sd=65}
Kb7 {-0.80/58 0.379s, n=1129575, sd=83}
93. Bd2 {+0.80/62 0.286s, n=832148, sd=63}
Ka6 {-0.80/59 0.340s, n=977329, sd=97}
94. Kb1 {+0.80/63 0.661s, n=1923959, sd=61}
Kb5 {-0.80/59 0.806s, n=553394, sd=78}
95. Kc2 {+0.80/60 0.335s, n=966009, sd=63}
Kb6 {-0.87/41 0.427s, n=1341996, sd=63}
96. Kc1 {+0.80/57 0.485s, n=1330095, sd=57}
Kc6 {-0.87/41 0.719s, n=2327232, sd=63}
97. Kb2 {+0.80/55 0.431s, n=1183293, sd=55}
Kc5 {-0.87/45 0.307s, n=979778, sd=63}
98. Bg5 {+0.80/54 0.444s, n=1258092, sd=53}
Kb5 {-0.87/46 0.287s, n=881375, sd=73}
99. Ka2 {+0.80/52 0.553s, n=1543767, sd=51}
Ka4 {-0.87/55 0.316s, n=874285, sd=74}
100. Kb2 {+0.80/51 0.446s, n=1235920, sd=49}
Kb5 {-0.87/60 0.287s, n=796308, sd=93}
101. Ka2 {+0.80/48 0.518s, n=1445038, sd=47}
Ka4 {-0.87/59 0.325s, n=795660, sd=87}
102. Bc1 {+0.80/48 0.243s, n=684804, sd=45}
Kb5 {-0.87/62 0.862s, n=654724, sd=86}
103. Be3 {+0.80/47 0.231s, n=570961, sd=43}
Kc6 {-0.87/52 0.803s, n=173895, sd=71}
104. Kb2 {+0.73/44 0.456s, n=1315266, sd=41}
Kb5 {-0.87/55 0.756s, n=207809, sd=70}
105. Ka2 {+0.73/40 0.234s, n=659604, sd=39}
Kc6 {-0.87/55 0.714s, n=151180, sd=69}
106. Kb2 {+0.73/39 0.225s, n=627411, sd=37}
Kb5 {-0.87/57 0.306s, n=815339, sd=75}
107. Bc1 {+0.73/37 0.803s, n=2184648, sd=35}
Kb6 {-0.87/56 0.334s, n=600959, sd=70}
108. Bd2 {+0.69/37 0.424s, n=914454, sd=33}
Kc6 {-0.87/58 0.285s, n=705103, sd=69}
109. Ka2 {+0.69/30 0.191s, n=538361, sd=31}
Kb6 {-0.87/57 0.757s, n=396450, sd=63}
110. Kb2 {+0.46/30 0.427s, n=1273138, sd=65}
Kc6 {-0.87/61 0.284s, n=750137, sd=95}
111. Bf4 {+0.78/46 1.000s, n=2831018, sd=85}
Kb6 {-0.87/58 0.379s, n=994240, sd=88}
112. a4 {+0.78/45 0.288s, n=746463, sd=89}
Ka5 {-0.87/54 0.759s, n=236610, sd=80}
113. Ka3 {+0.78/51 0.423s, n=1041646, sd=77}
Ka6 {-0.87/60 0.717s, n=504427, sd=82}
114. Kb4 {+0.78/55 0.988s, n=804489, sd=97}
Ka7 {-0.87/56 0.683s, n=438656, sd=86}
115. Bc1 {+0.78/56 0.911s, n=538181, sd=89}
Ka8 {-0.87/57 0.652s, n=343398, sd=90}
116. Bg5 {+0.78/58 0.848s, n=437436, sd=93}
Kb7 {-0.87/58 0.625s, n=335721, sd=76}
117. Bh6 {+0.78/55 0.792s, n=329142, sd=91}
Kb8 {-0.87/61 0.604s, n=577970, sd=81}
118. Kc5 {+0.78/54 0.745s, n=167336, sd=89}
Ka7 {-0.87/61 0.586s, n=560841, sd=98}
119. Bg5 {+0.78/51 0.705s, n=140515, sd=87}
Ka8 {-0.87/59 0.569s, n=382900, sd=84}
120. Kb4 {+0.78/56 0.673s, n=189717, sd=85}
Kb7 {-0.87/41 0.230s, n=681351, sd=90}
121. Bh6 {+0.78/60 0.642s, n=387424, sd=83}
Kb8 {-0.87/64 0.249s, n=633538, sd=94}
122. Kc5 {+0.78/58 0.618s, n=158527, sd=81}
Ka7 {-0.87/65 0.307s, n=716929, sd=100}
123. Bg5 {+0.78/55 0.258s, n=690724, sd=86}
Ka8 {-0.87/61 0.457s, n=1062436, sd=112}
124. Bf4 {+0.78/54 0.631s, n=170840, sd=77}
Ka7 {-0.87/65 0.310s, n=799713, sd=150}
125. Bd2 {+0.78/58 0.608s, n=382479, sd=67}
Ka6 {-0.87/67 0.345s, n=839528, sd=107}
126. Bc3 {+0.78/58 0.589s, n=151131, sd=71}
Kb7 {-0.87/62 0.703s, n=391622, sd=116}
127. Kb5 {+0.78/62 0.573s, n=390767, sd=71}
Kc7 {-0.87/60 0.296s, n=680798, sd=127}
128. Be5+ {+0.78/51 0.559s, n=137165, sd=69}
Kb7 {-0.87/59 0.304s, n=800203, sd=126}
129. Bb2 {+0.78/59 0.270s, n=702982, sd=70}
Ka7 {-0.87/48 0.723s, n=77938, sd=114}
130. Bd4+ {+0.78/60 0.579s, n=187564, sd=65}
Ka8 {-0.87/58 0.228s, n=487316, sd=94}
131. Kb6 {+0.78/45 0.206s, n=499121, sd=66}
Kb8 {-0.87/53 0.725s, n=111624, sd=112}
132. Bc3 {+0.78/48 0.205s, n=545526, sd=112}
Ka8 {-3.30/60 0.371s, n=788934, sd=199}
133. Bf6 {+0.78/50 0.336s, n=806503, sd=89}
Kb8 {-0.92/20 0.553s, n=1185555, sd=142}
134. Bg5 {+0.77/45 0.369s, n=938129, sd=57}
Ka8 {-0.87/30 0.349s, n=827962, sd=120}
135. Be3 {+0.78/38 0.685s, n=461641, sd=55}
Kb8 {-0.87/33 0.713s, n=87139, sd=106}
136. Bd2 {+0.58/34 0.302s, n=694682, sd=93}
Ka8 {-0.87/24 0.680s, n=233465, sd=114}
137. Kb5 {+0.51/37 0.397s, n=830049, sd=83}
Kb7 {-1.10/42 0.650s, n=90315, sd=110}
138. Bb4 {+0.51/44 0.693s, n=345739, sd=49}
Ka7 {-1.94/51 0.425s, n=1051473, sd=122}
139. Ba5 {+0.51/37 0.195s, n=472070, sd=89}
Kb8 {-1.94/32 0.631s, n=153684, sd=76}
140. Ka6 {+0.51/38 0.231s, n=580014, sd=116}
Ka8 {-0.90/51 0.306s, n=748863, sd=140}
141. Bb6 {+0.51/42 0.192s, n=433013, sd=109}
Kb8 {-0.90/37 0.632s, n=82279, sd=128}
142. Be3 {+0.73/42 0.783s, n=154275, sd=111}
Ka8 {-0.89/33 0.240s, n=585530, sd=110}
143. Kb6 {+0.64/28 0.728s, n=1857305, sd=101}
Kb8 {-0.92/34 0.647s, n=201218, sd=156}
144. Bh6 {+0.74/28 0.702s, n=335310, sd=97}
Ka8 {-0.87/34 0.414s, n=1014710, sd=106}
145. Bf8 {+0.54/24 0.334s, n=779534, sd=59}
Kb8 {-0.90/47 0.252s, n=487544, sd=174}
146. Bh6 {+0.51/26 0.203s, n=466173, sd=91}
Ka8 {-0.90/38 0.321s, n=662847, sd=131}
147. Bf8 {+0.52/40 0.369s, n=847304, sd=97}
Kb8 {-0.90/41 0.402s, n=903997, sd=198}
148. Bc5 {+0.57/45 0.296s, n=588559, sd=99}
Ka8 {-0.90/44 0.702s, n=412835, sd=164}
149. Be7 {+0.57/47 0.777s, n=292098, sd=96}
Kb8 {-0.90/47 0.669s, n=308133, sd=170}
150. Bd6+ {+0.82/39 0.731s, n=94343, sd=91}
Ka8 {-0.90/43 0.641s, n=236335, sd=154}
151. Bc5 {+0.56/33 0.694s, n=375238, sd=79}
Kb8 {-0.90/46 0.578s, n=1405757, sd=134}
152. Ka6 {+0.56/26 0.662s, n=30881, sd=73}
Ka8 {-0.90/41 0.601s, n=89636, sd=162}
153. Bd4 {+0.63/32 0.635s, n=99712, sd=93}
Kb8 {-0.90/30 0.553s, n=1566442, sd=104}
154. Bf6 {+0.51/31 0.611s, n=325704, sd=91}
Ka8 {-0.86/32 0.276s, n=688855, sd=94}
155. Be7 {+0.56/47 0.591s, n=413467, sd=103}
Kb8 {-0.84/40 0.604s, n=468414, sd=150}
156. a5 {+0.56/27 0.181s, n=397864, sd=100}
Ka8 {-0.82/41 0.585s, n=241987, sd=115}
157. Bg5 {+0.56/23 0.314s, n=842951, sd=67}
Kb8 {-0.72/32 0.247s, n=604605, sd=96}
158. Kb6 {+0.56/23 0.645s, n=370965, sd=71}
Ka8 {-0.83/35 0.233s, n=549356, sd=116}
159. Bd8 {+0.56/18 0.619s, n=8539, sd=50} Kb8 {-0.62/38 0.269s, n=565713, sd=94}
160. Bh4 {+0.56/17 0.598s, n=81904, sd=49}
Ka8 {-0.66/37 0.357s, n=824883, sd=132}
161. Bf6 {+0.59/34 0.184s, n=466358, sd=79}
Kb8 {-0.66/37 0.482s, n=1109730, sd=107}
162. Bd4 {+0.57/37 0.178s, n=408440, sd=81}
Ka8 {-0.67/40 0.267s, n=626531, sd=88}
163. Bc5 {+0.62/41 0.670s, n=187713, sd=83}
Kb8 {-0.67/37 0.722s, n=395736, sd=94}
164. Be3 {+0.68/34 0.643s, n=550178, sd=85}
Ka8 {-0.65/36 0.505s, n=1123085, sd=120}
165. Bg5 {+0.97/38 0.617s, n=620706, sd=83}
Kb8 {-0.65/38 0.430s, n=982088, sd=162}
166. Bd8 {+0.57/22 0.597s, n=26614, sd=47}
Ka8 {-0.65/41 0.691s, n=369642, sd=124}
167. Bh4 {+0.57/26 0.580s, n=586785, sd=62}
Kb8 {-0.64/41 0.363s, n=820133, sd=138}
168. Ka6 {+0.57/25 0.513s, n=1285003, sd=53}
Ka8 {-0.64/44 0.250s, n=422737, sd=138}
169. Be7 {+0.65/45 0.302s, n=674735, sd=75}
Kb8 {-0.64/42 0.264s, n=563478, sd=140}
170. Bf6 {+0.60/28 0.424s, n=959301, sd=87}
Ka8 {-0.63/44 0.295s, n=664322, sd=152}
171. Bd4 {+0.61/28 0.595s, n=57562, sd=87}
Kb8 {-0.63/48 0.315s, n=559474, sd=136}
172. Bb6 {+0.46/35 0.475s, n=1010408, sd=109}
Ka8 {-0.65/38 0.404s, n=736484, sd=126}
173. Bf2 {+0.40/35 0.123s, n=269513, sd=115}
Kb8 {-0.85/37 0.554s, n=1218455, sd=124}
174. Bd4 {+0.40/33 0.136s, n=179477, sd=113}
Ka8 {-0.63/34 0.388s, n=805260, sd=132}
175. Be3 {+0.40/33 0.591s, n=1253825, sd=111}
Kb8 {-0.73/44 0.809s, n=583785, sd=138}
176. Bg1 {+0.43/39 0.667s, n=270063, sd=111}
Ka8 {-0.66/34 0.297s, n=644017, sd=116}
177. Kb6 {+0.43/29 0.638s, n=46520, sd=109}
Kb8 {-0.74/36 0.351s, n=746464, sd=128}
178. Kc6 {+0.42/31 0.382s, n=831292, sd=118, Black disconnects} 1-0