[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.09"]
[Round "694"]
[White "PZChessBot-dev"]
[Black "PZChessBot-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "r2qk2r/2p1bppp/p1np1n2/1p2p3/B3P1b1/3P1N1P/PPP2PP1/RNBQR1K1 w kq - 0 9"]
[GameDuration "00:02:02"]
[GameStartTime "2026-05-09T17:54:04 +0000"]
[GameEndTime "2026-05-09T17:56:06 +0000"]
[PlyCount "1024"]
[Termination "abandoned"]
[TimeControl "9.57+0.1"]

9. hxg4 {+1.18/15 0.344s, n=331140, sd=24}
bxa4 {-1.39/17 0.487s, n=447735, sd=23}
10. g5 {+1.27/17 0.237s, n=171877, sd=23} Nd7 {-1.24/18 0.557s, n=490606, sd=28}
11. c3 {+1.25/15 0.215s, n=154781, sd=24} Nb6 {-1.29/17 0.415s, n=327667, sd=25}
12. Be3 {+1.26/15 0.243s, n=167145, sd=24}
O-O {-1.32/17 0.418s, n=417651, sd=25}
13. Nbd2 {+1.25/16 0.297s, n=152250, sd=22}
Rb8 {-1.25/18 0.757s, n=636477, sd=27}
14. Qc2 {+1.24/18 1.331s, n=1150727, sd=30}
a5 {-1.19/16 0.496s, n=410281, sd=21} 15. d4 {+1.55/17 0.398s, n=316183, sd=27}
Ra8 {-1.59/16 0.731s, n=543635, sd=27}
16. Rad1 {+1.68/18 1.141s, n=940862, sd=27}
Qe8 {-1.60/17 0.452s, n=426864, sd=24}
17. dxe5 {+1.78/16 0.268s, n=260383, sd=31}
Nxe5 {-1.89/16 0.296s, n=274763, sd=28}
18. Nxe5 {+1.75/19 0.421s, n=434766, sd=34}
dxe5 {-1.69/16 0.372s, n=377362, sd=31}
19. c4 {+1.74/17 0.646s, n=539517, sd=22} a3 {-1.53/16 0.221s, n=171250, sd=29}
20. c5 {+1.68/11 0.141s, n=68410, sd=30} Nd7 {-1.60/15 0.343s, n=234016, sd=30}
21. bxa3 {+1.45/15 0.223s, n=234810, sd=24}
Nb8 {-1.62/16 0.224s, n=219402, sd=27}
22. Nf3 {+1.44/17 1.002s, n=758561, sd=25}
Nc6 {-1.45/16 0.311s, n=252683, sd=31}
23. Rd5 {+1.36/18 0.545s, n=466733, sd=37} f6 {-1.49/15 0.262s, n=132025, sd=26}
24. Red1 {+1.33/16 0.185s, n=91378, sd=28}
Rc8 {-1.52/14 0.252s, n=166611, sd=27}
25. Qd3 {+1.31/17 0.608s, n=583740, sd=30}
Kh8 {-1.24/14 0.238s, n=173428, sd=23}
26. Qa6 {+1.32/16 0.436s, n=305286, sd=32}
Ra8 {-1.58/18 0.907s, n=610445, sd=31}
27. Qb7 {+1.18/15 0.254s, n=193816, sd=34}
Ra7 {-1.54/19 0.245s, n=243812, sd=34} 28. Qb3 {+1.33/15 0.103s, n=83248, sd=27}
Ra8 {-1.63/16 0.115s, n=119097, sd=28}
29. Qd3 {+1.16/16 0.397s, n=301786, sd=31} a4 {-1.30/12 0.186s, n=168982, sd=22}
30. Rd7 {+1.53/13 0.117s, n=94099, sd=21} Bd6 {-1.00/16 0.346s, n=300034, sd=25}
31. Rxg7 {+1.10/14 0.334s, n=247175, sd=26}
Kxg7 {-0.73/16 0.167s, n=85814, sd=27}
32. cxd6 {+0.75/14 0.328s, n=322950, sd=32}
cxd6 {-0.98/15 0.140s, n=76640, sd=33}
33. Qxd6 {+0.81/16 0.329s, n=280207, sd=27}
Rd8 {-1.33/14 0.161s, n=106591, sd=34}
34. Qc7+ {+1.16/14 0.086s, n=33810, sd=25}
Qf7 {-1.17/17 0.260s, n=155832, sd=38}
35. gxf6+ {+1.06/11 0.074s, n=37123, sd=24}
Kg8 {-0.92/15 0.209s, n=143462, sd=38}
36. Qxf7+ {+1.05/11 0.082s, n=48795, sd=23}
Rxf7 {-0.84/13 0.127s, n=58674, sd=36} 37. Rc1 {+1.34/14 0.086s, n=49436, sd=24}
Rd6 {-1.18/15 0.130s, n=129569, sd=37} 38. Bg5 {+1.19/14 0.099s, n=53844, sd=22}
h6 {-1.15/16 0.195s, n=199420, sd=34} 39. Bh4 {+1.70/14 0.172s, n=151888, sd=23}
Ra7 {-1.54/17 0.573s, n=462430, sd=31}
40. Rc5 {+1.58/16 0.358s, n=323604, sd=33} Ra5 {-1.49/15 0.169s, n=68261, sd=25}
41. Rxa5 {+1.64/14 0.100s, n=84827, sd=26}
Nxa5 {-1.44/14 0.105s, n=58180, sd=27}
42. Nxe5 {+1.85/13 0.067s, n=56545, sd=28} Nc6 {-1.63/12 0.069s, n=70570, sd=26}
43. Ng4 {+1.91/13 0.069s, n=51570, sd=22} h5 {-1.75/16 0.479s, n=356331, sd=27}
44. Nh6+ {+2.01/15 0.123s, n=127685, sd=27}
Kf8 {-2.28/14 0.077s, n=73081, sd=36} 45. f4 {+2.62/15 0.347s, n=132915, sd=31}
Rd1+ {-2.25/15 0.143s, n=130419, sd=29}
46. Kh2 {+1.97/14 0.083s, n=40331, sd=31} Rf1 {-1.65/13 0.107s, n=91208, sd=29}
47. Bg5 {+2.38/14 0.090s, n=86425, sd=25} Nd4 {-1.28/16 0.200s, n=132240, sd=33}
48. f5 {+1.48/16 0.145s, n=125372, sd=34} Nc6 {-1.70/17 0.170s, n=130366, sd=46}
49. Bd2 {+2.45/14 0.045s, n=36684, sd=42} Ne5 {-1.73/13 0.059s, n=31932, sd=25}
50. Kg3 {+2.61/14 0.089s, n=52015, sd=45} Ke8 {-2.10/17 0.202s, n=214565, sd=44}
51. Bb4 {+1.54/18 0.144s, n=179784, sd=56} Nf7 {-1.17/19 0.116s, n=81970, sd=51}
52. Nxf7 {+1.63/15 0.060s, n=39464, sd=56}
Kxf7 {-2.55/16 0.073s, n=89005, sd=49}
53. Be7 {+2.16/24 0.104s, n=157499, sd=63} Re1 {-2.80/21 0.132s, n=93953, sd=41}
54. Kf4 {+2.16/24 0.091s, n=109674, sd=61}
Rf1+ {-1.58/25 0.064s, n=88721, sd=51} 55. Kg5 {+2.21/23 0.061s, n=50784, sd=59}
Re1 {-1.69/19 0.075s, n=80263, sd=52} 56. Kxh5 {+2.22/19 0.058s, n=46954, sd=49}
Rxe4 {-1.69/25 0.070s, n=106338, sd=55} 57. g4 {+2.30/27 0.087s, n=99015, sd=55}
Rf4 {-1.69/25 0.065s, n=60925, sd=55} 58. g5 {+2.32/31 0.090s, n=146482, sd=65}
Rxf5 {-1.69/31 0.085s, n=115710, sd=55}
59. Kh6 {+2.32/34 0.109s, n=127331, sd=64}
Kg8 {-1.69/31 0.162s, n=243657, sd=59} 60. g6 {+2.32/34 0.114s, n=88714, sd=64}
Kh8 {-1.69/35 0.141s, n=203686, sd=56} 61. Bb4 {+2.32/30 0.045s, n=38296, sd=59}
Kg8 {-1.69/28 0.066s, n=68040, sd=59} 62. f7+ {+2.33/32 0.096s, n=63236, sd=59}
Rxf7 {-1.69/32 0.073s, n=101703, sd=55}
63. gxf7+ {+2.38/34 0.067s, n=64856, sd=50}
Kxf7 {-1.69/37 0.080s, n=120865, sd=62}
64. Kg5 {+2.38/38 0.098s, n=119256, sd=50}
Ke6 {-1.69/39 0.103s, n=167527, sd=62}
65. Bc3 {+2.38/41 0.111s, n=175700, sd=53} Kd5 {-1.69/23 0.107s, n=47320, sd=51}
66. Kf5 {+2.38/38 0.102s, n=91507, sd=62} Kc4 {-1.69/31 0.113s, n=130977, sd=50}
67. Be5 {+2.38/43 0.149s, n=250623, sd=58} Kd5 {-1.69/31 0.113s, n=63720, sd=43}
68. Kf6 {+2.38/40 0.143s, n=191923, sd=61}
Kc6 {-1.69/39 0.116s, n=187234, sd=59} 69. Ke6 {+2.38/36 0.108s, n=82034, sd=52}
Kc5 {-1.69/31 0.109s, n=85146, sd=49} 70. Bf6 {+2.38/41 0.143s, n=155708, sd=63}
Kb6 {-1.69/38 0.119s, n=166791, sd=56}
71. Kd7 {+2.38/40 0.121s, n=175822, sd=60} Kb7 {-1.69/35 0.106s, n=89027, sd=52}
72. Bd4 {+2.48/40 0.106s, n=124708, sd=67}
Kb8 {-1.69/40 0.100s, n=148460, sd=57}
73. Be5+ {+2.38/37 0.097s, n=120211, sd=59}
Ka7 {-1.69/37 0.087s, n=117641, sd=50}
74. Kc7 {+2.38/41 0.109s, n=179274, sd=67}
Ka8 {-1.69/43 0.091s, n=145659, sd=59}
75. Kc6 {+2.38/41 0.101s, n=118881, sd=65}
Ka7 {-1.69/41 0.117s, n=156779, sd=65}
76. Bf4 {+2.38/43 0.111s, n=145741, sd=69}
Ka8 {-1.69/44 0.096s, n=150796, sd=65}
77. Kc7 {+2.38/43 0.107s, n=111426, sd=68} Ka7 {-1.69/41 0.099s, n=71609, sd=65}
78. Kd7 {+2.38/39 0.093s, n=67377, sd=54} Kb6 {-1.69/43 0.100s, n=153419, sd=61}
79. Be5 {+2.38/43 0.134s, n=175610, sd=70} Kb7 {-1.69/41 0.110s, n=70165, sd=60}
80. Bc7 {+2.38/44 0.100s, n=138722, sd=68}
Ka8 {-1.69/43 0.106s, n=156497, sd=67}
81. Kc6 {+2.38/44 0.107s, n=162720, sd=65} Ka7 {-1.69/41 0.094s, n=70649, sd=56}
82. Bf4 {+2.38/44 0.094s, n=149508, sd=64} Ka8 {-1.69/41 0.081s, n=86023, sd=61}
83. Kc7 {+2.38/38 0.098s, n=76406, sd=61} Ka7 {-1.69/41 0.100s, n=74974, sd=54}
84. Kd7 {+2.38/39 0.090s, n=74076, sd=55} Kb6 {-1.69/42 0.099s, n=120344, sd=59}
85. Be5 {+2.38/41 0.102s, n=114692, sd=58} Kb7 {-1.69/40 0.104s, n=87625, sd=57}
86. Bc7 {+2.38/40 0.105s, n=102428, sd=56}
Ka8 {-1.69/40 0.102s, n=123017, sd=55} 87. Kc6 {+2.38/38 0.090s, n=78016, sd=54}
Ka7 {-1.69/38 0.107s, n=71398, sd=53} 88. Bd6 {+2.38/42 0.121s, n=170738, sd=52}
Ka8 {-1.69/44 0.081s, n=109797, sd=51}
89. Kd7 {+2.38/41 0.109s, n=138344, sd=50}
Kb7 {-1.69/42 0.108s, n=122864, sd=49}
90. Be5 {+2.46/39 0.081s, n=123331, sd=48}
Ka8 {-1.69/41 0.113s, n=152973, sd=47} 91. Kc6 {+2.38/33 0.120s, n=98669, sd=46}
Ka7 {-1.74/41 0.165s, n=223331, sd=45}
92. Bh2 {+1.90/33 0.284s, n=317780, sd=63} Ka8 {-1.74/32 0.095s, n=71095, sd=43}
93. Bd6 {+1.90/21 0.071s, n=52303, sd=54} Ka7 {-1.79/31 0.161s, n=254281, sd=60}
94. Bh2 {+1.86/29 0.089s, n=131519, sd=59} Ka8 {-1.69/27 0.096s, n=70654, sd=55}
95. Bd6 {+1.86/35 0.109s, n=131629, sd=46}
Ka7 {-1.74/35 0.091s, n=104719, sd=66} 96. Be5 {+1.86/34 0.058s, n=61544, sd=45}
Ka8 {-1.74/31 0.083s, n=61492, sd=56} 97. Kb5 {+1.86/35 0.085s, n=59277, sd=43}
Ka7 {-1.74/32 0.144s, n=143605, sd=62}
98. Bf6 {+1.86/39 0.130s, n=153761, sd=46} Kb8 {-1.74/30 0.102s, n=69923, sd=46}
99. Bb2 {+1.85/34 0.096s, n=135486, sd=62}
Ka8 {-1.74/36 0.315s, n=320271, sd=61}
100. Bc3 {+1.81/36 0.096s, n=133402, sd=51}
Ka7 {-1.74/38 0.085s, n=124341, sd=61}
101. Bh8 {+1.80/34 0.106s, n=145256, sd=47}
Kb7 {-1.74/33 0.091s, n=56454, sd=62}
102. Bg7 {+1.79/33 0.104s, n=113623, sd=52}
Kc7 {-1.77/34 0.103s, n=106839, sd=58}
103. Be5+ {+1.79/31 0.102s, n=68763, sd=47}
Kb7 {-1.74/33 0.057s, n=82526, sd=53}
104. Bf6 {+1.78/37 0.129s, n=173387, sd=56}
Ka8 {-1.74/37 0.089s, n=82427, sd=63}
105. Kxa4 {+1.78/33 0.087s, n=109485, sd=46}
Kb8 {-1.84/36 0.229s, n=236678, sd=199}
106. Bh8 {+1.78/36 0.110s, n=129559, sd=48}
Kb7 {-1.83/27 0.096s, n=91423, sd=88} 107. Bc3 {+1.78/32 0.088s, n=58891, sd=43}
Ka7 {-1.81/31 0.088s, n=92629, sd=70} 108. Bb2 {+1.78/35 0.105s, n=78436, sd=50}
Kb6 {-1.81/35 0.078s, n=71334, sd=58}
109. Bd4+ {+1.78/36 0.084s, n=81720, sd=53}
Kb7 {-1.81/35 0.062s, n=83123, sd=56}
110. Kb4 {+1.78/36 0.102s, n=125414, sd=48}
Ka8 {-1.81/33 0.306s, n=65681, sd=55} 111. Kb3 {+1.78/34 0.101s, n=63449, sd=52}
Kb8 {-1.81/32 0.269s, n=67575, sd=48}
112. Kb4 {+1.78/37 0.152s, n=154623, sd=52}
Kb7 {-2.17/37 0.144s, n=164958, sd=199}
113. Ka4 {+1.78/39 0.265s, n=112723, sd=52}
Kc6 {-2.12/25 0.078s, n=98104, sd=67} 114. Bb2 {+1.78/36 0.077s, n=79125, sd=53}
Kb7 {-2.10/18 0.090s, n=39308, sd=65} 115. Bh8 {+1.78/38 0.075s, n=96520, sd=56}
Kb6 {-2.08/27 0.107s, n=120195, sd=84}
116. Bd4+ {+1.78/40 0.082s, n=100566, sd=46}
Kb7 {-2.04/25 0.050s, n=64747, sd=84} 117. Kb4 {+1.78/37 0.087s, n=57520, sd=55}
Ka8 {-2.02/28 0.071s, n=67161, sd=64}
118. Kb3 {+1.78/37 0.084s, n=100157, sd=46}
Kb8 {-1.97/31 0.082s, n=101843, sd=61}
119. Bc3 {+1.78/31 0.090s, n=64431, sd=44} Ka8 {-1.86/25 0.077s, n=72598, sd=51}
120. Ka4 {+1.78/40 0.095s, n=131480, sd=54}
Ka7 {-1.86/32 0.070s, n=77748, sd=65} 121. Bb2 {+1.78/36 0.081s, n=64998, sd=44}
Ka6 {-1.86/35 0.077s, n=97249, sd=68} 122. Be5 {+1.78/34 0.093s, n=59599, sd=45}
Kb7 {-1.86/34 0.077s, n=79869, sd=58} 123. Kb3 {+1.78/34 0.082s, n=59309, sd=45}
Ka7 {-1.86/36 0.092s, n=115728, sd=60}
124. Bh8 {+1.78/36 0.119s, n=124532, sd=44}
Ka8 {-1.86/37 0.090s, n=81676, sd=53}
125. Bg7 {+1.78/43 0.099s, n=137608, sd=53}
Kb8 {-1.86/34 0.086s, n=56860, sd=57}
126. Kb2 {+1.78/36 0.085s, n=104289, sd=48}
Ka7 {-1.86/28 0.060s, n=39814, sd=52}
127. Bd4+ {+1.78/38 0.075s, n=103848, sd=50}
Ka6 {-1.86/34 0.061s, n=85302, sd=49}
128. Bg7 {+1.78/39 0.092s, n=133116, sd=55}
Kb5 {-1.86/37 0.084s, n=114952, sd=54}
129. Bd4 {+1.78/42 0.115s, n=148868, sd=50}
Ka4 {-1.86/38 0.080s, n=117189, sd=52}
130. Bg7 {+1.78/41 0.110s, n=113713, sd=51}
Ka5 {-1.86/37 0.058s, n=85698, sd=50} 131. Kb3 {+1.78/40 0.055s, n=75913, sd=49}
Ka6 {-1.86/39 0.084s, n=82706, sd=48}
132. Bc3 {+1.78/39 0.101s, n=115232, sd=47}
Kb5 {-1.86/38 0.097s, n=98748, sd=46} 133. Bf6 {+1.78/39 0.106s, n=89533, sd=45}
Ka6 {-1.86/36 0.094s, n=98304, sd=44}
134. Ka4 {+1.78/42 0.100s, n=131214, sd=43}
Kb6 {-1.86/40 0.309s, n=105788, sd=42}
135. Be5 {+1.78/39 0.087s, n=71305, sd=41} Ka7 {-1.86/35 0.080s, n=74059, sd=40}
136. Kb3 {+1.78/38 0.125s, n=99239, sd=39}
Ka6 {-1.86/38 0.151s, n=127916, sd=38}
137. Bf6 {+1.78/38 0.203s, n=261857, sd=42}
Kb6 {-1.86/34 0.079s, n=55964, sd=36}
138. Bg7 {+1.74/35 0.137s, n=187012, sd=35}
Kb7 {-1.86/34 0.085s, n=69778, sd=34} 139. Ka4 {+1.74/30 0.099s, n=62688, sd=33}
Kb6 {-1.86/33 0.087s, n=69933, sd=32}
140. Bb2 {+1.54/32 0.143s, n=181243, sd=39}
Kb7 {-1.86/31 0.102s, n=128843, sd=30}
141. Bh8 {+1.66/24 0.072s, n=47977, sd=29}
Kb6 {-1.81/31 0.148s, n=198508, sd=40}
142. Be5 {+1.64/25 0.068s, n=40194, sd=27} Kb7 {-1.81/31 0.097s, n=61257, sd=38}
143. Bd4 {+1.54/26 0.164s, n=144371, sd=33}
Ka8 {-1.73/27 0.074s, n=96404, sd=36} 144. Kb4 {+1.54/21 0.086s, n=93734, sd=31}
Kb8 {-1.64/26 0.146s, n=185049, sd=74}
145. Be5+ {+1.48/18 0.123s, n=72668, sd=27}
Kb7 {-1.64/22 0.055s, n=56829, sd=72} 146. Kb3 {+1.44/19 0.231s, n=64033, sd=30}
Kb6 {-1.57/22 0.089s, n=87062, sd=66} 147. Bg3 {+0.98/17 0.070s, n=81611, sd=41}
Ka7 {-1.63/24 0.092s, n=122386, sd=57}
148. Be5 {+0.98/20 0.076s, n=40113, sd=31}
Kb7 {-1.56/23 0.099s, n=130508, sd=88}
149. Bh2 {+0.98/19 0.038s, n=26631, sd=39}
Ka8 {-1.48/25 0.094s, n=116006, sd=54}
150. Bg3 {+0.98/26 0.077s, n=76517, sd=38} Ka7 {-1.42/24 0.075s, n=49040, sd=50}
151. Bf2+ {+0.98/26 0.042s, n=46076, sd=39}
Ka8 {-1.42/23 0.060s, n=35156, sd=50} 152. Kb2 {+0.98/25 0.046s, n=20412, sd=41}
Kb8 {-1.42/25 0.080s, n=47594, sd=54} 153. Bd4 {+0.98/28 0.118s, n=60981, sd=55}
Kb7 {-1.42/34 0.082s, n=94143, sd=54} 154. a4 {+0.98/30 0.083s, n=48275, sd=49}
Ka6 {-1.42/26 0.046s, n=25950, sd=57} 155. Bc3 {+0.98/27 0.040s, n=23829, sd=31}
Ka7 {-1.42/32 0.076s, n=78454, sd=65} 156. Ba5 {+0.98/30 0.109s, n=73248, sd=47}
Kb8 {-1.42/30 0.053s, n=61880, sd=70}
157. Kc3 {+1.04/36 0.261s, n=248920, sd=47}
Kb7 {-1.42/36 0.093s, n=90517, sd=66} 158. Kd3 {+1.04/22 0.036s, n=23671, sd=43}
Ka6 {-1.42/29 0.091s, n=101717, sd=61}
159. Bb4 {+1.04/22 0.040s, n=19989, sd=42} Kb6 {-1.42/28 0.086s, n=51095, sd=58}
160. Ke4 {+1.04/22 0.051s, n=27902, sd=37} Kc7 {-1.42/26 0.065s, n=58446, sd=47}
161. Kf5 {+1.04/27 0.062s, n=63064, sd=37} Kb7 {-1.42/30 0.078s, n=73784, sd=42}
162. Kf4 {+1.04/27 0.050s, n=41923, sd=35} Ka7 {-1.42/29 0.104s, n=81764, sd=45}
163. Ke4 {+1.04/26 0.060s, n=37065, sd=36} Ka6 {-1.42/32 0.107s, n=73368, sd=56}
164. Kf5 {+1.04/32 0.068s, n=73281, sd=46} Ka7 {-1.43/30 0.102s, n=98116, sd=53}
165. Kg5 {+1.04/27 0.049s, n=35665, sd=34} Ka6 {-1.43/32 0.117s, n=91240, sd=46}
166. Bd2 {+1.04/30 0.043s, n=47528, sd=40} Ka7 {-1.43/34 0.094s, n=87567, sd=49}
167. Bb4 {+1.04/28 0.071s, n=36351, sd=47} Ka6 {-1.43/34 0.089s, n=70068, sd=60}
168. Bd2 {+1.04/32 0.048s, n=51955, sd=46} Ka7 {-1.43/36 0.089s, n=94018, sd=60}
169. Be1 {+1.04/26 0.059s, n=31154, sd=43} Ka6 {-1.43/35 0.081s, n=84758, sd=69}
170. Bb4 {+1.04/32 0.071s, n=62156, sd=50} Kb7 {-1.43/31 0.083s, n=44691, sd=55}
171. Kf4 {+1.04/29 0.053s, n=27824, sd=39} Ka6 {-1.56/29 0.119s, n=78874, sd=66}
172. Ke4 {+1.04/32 0.056s, n=59948, sd=61} Ka7 {-1.56/27 0.103s, n=77909, sd=42}
173. Ba5 {+1.04/33 0.070s, n=77619, sd=56}
Kb7 {-1.46/31 0.096s, n=102233, sd=39}
174. Kf5 {+1.04/29 0.054s, n=57263, sd=42}
Ka6 {-1.54/31 0.097s, n=101845, sd=50}
175. Bd2 {+1.04/31 0.069s, n=72268, sd=38}
Kb6 {-1.58/33 0.109s, n=113357, sd=46}
176. Ke5 {+1.04/31 0.067s, n=73207, sd=49}
Kc7 {-1.58/34 0.099s, n=109071, sd=47}
177. Ba5+ {+1.04/33 0.084s, n=89188, sd=45}
Kb7 {-1.58/31 0.070s, n=76154, sd=48} 178. Kf4 {+1.04/33 0.073s, n=77748, sd=45}
Ka7 {-1.58/35 0.084s, n=94307, sd=47} 179. Ke4 {+1.04/33 0.068s, n=75935, sd=43}
Kb7 {-1.58/38 0.102s, n=111948, sd=50}
180. Kf5 {+1.04/32 0.061s, n=65321, sd=49}
Ka8 {-1.58/38 0.101s, n=111927, sd=48}
181. Be1 {+1.04/31 0.070s, n=74068, sd=45}
Kb7 {-1.58/39 0.095s, n=104057, sd=46}
182. Bd2 {+1.04/32 0.063s, n=68115, sd=44}
Kc7 {-1.58/37 0.103s, n=114182, sd=44}
183. Bb4 {+1.04/34 0.091s, n=99617, sd=43}
Kb8 {-1.58/36 0.097s, n=100306, sd=42}
184. Kf4 {+1.04/35 0.082s, n=89169, sd=41} Kc7 {-1.58/36 0.089s, n=94872, sd=40}
185. Ke4 {+1.04/35 0.089s, n=96138, sd=39} Kb8 {-1.58/34 0.073s, n=75777, sd=38}
186. Kf5 {+1.04/34 0.083s, n=75545, sd=37} Kc7 {-1.58/31 0.102s, n=63201, sd=36}
187. Kf4 {+1.04/30 0.082s, n=41500, sd=35} Kb7 {-1.58/31 0.080s, n=41451, sd=34}
188. Ba5 {+1.04/33 0.082s, n=73706, sd=33} Ka7 {-1.58/34 0.085s, n=89829, sd=32}
189. Be1 {+1.04/31 0.092s, n=74449, sd=31} Kb8 {-1.58/30 0.123s, n=76187, sd=30}
190. Kf5 {+1.04/29 0.096s, n=90866, sd=29}
Kc7 {-1.38/29 0.268s, n=258342, sd=34}
191. Kf4 {+1.04/27 0.107s, n=95644, sd=37} Kb7 {-1.38/21 0.067s, n=32060, sd=26}
192. Bc3 {+1.03/24 0.057s, n=52473, sd=25}
Kb8 {-1.37/24 0.102s, n=101585, sd=24}
193. Kf3 {+1.01/26 0.214s, n=184495, sd=39}
Kb7 {-1.34/20 0.109s, n=58043, sd=22} 194. Ba5 {+1.01/22 0.113s, n=53007, sd=33}
Ka6 {-1.27/20 0.176s, n=96379, sd=35}
195. Bc7 {+1.00/29 0.118s, n=111015, sd=38}
Ka7 {-1.22/20 0.077s, n=79654, sd=44} 196. Ba5 {+1.00/31 0.118s, n=54860, sd=37}
Ka6 {-1.22/17 0.083s, n=43954, sd=40} 197. Bc7 {+1.00/32 0.094s, n=61958, sd=47}
Ka7 {-1.11/20 0.112s, n=94970, sd=38}
198. Kg3 {+0.99/29 0.131s, n=109477, sd=45}
Kb7 {-1.35/20 0.086s, n=82195, sd=46}
199. Ba5 {+0.98/29 0.124s, n=100011, sd=55}
Kb8 {-1.35/23 0.135s, n=85722, sd=50} 200. Kh2 {+0.98/26 0.090s, n=86603, sd=44}
Ka7 {-1.36/25 0.069s, n=68616, sd=42}
201. Kg2 {+0.98/34 0.145s, n=108440, sd=55}
Ka6 {-1.36/22 0.060s, n=31586, sd=34} 202. Bd2 {+0.98/34 0.091s, n=75368, sd=63}
Kb7 {-1.38/25 0.095s, n=49751, sd=36} 203. Bc3 {+0.98/28 0.080s, n=39516, sd=53}
Ka6 {-1.39/31 0.118s, n=114715, sd=57} 204. a5 {+0.98/29 0.076s, n=39876, sd=40}
Kb7 {-1.51/35 0.096s, n=113714, sd=74}
205. Kf2 {+0.98/36 0.136s, n=121051, sd=49}
Ka6 {-1.52/29 0.094s, n=52360, sd=63} 206. Kg2 {+0.98/34 0.088s, n=79897, sd=48}
Kb7 {-1.50/32 0.181s, n=97078, sd=63} 207. Kf2 {+0.98/36 0.118s, n=78668, sd=54}
Ka8 {-1.50/31 0.077s, n=71385, sd=74}
208. Bb4 {+0.98/39 0.140s, n=133144, sd=53}
Kb7 {-1.50/30 0.095s, n=45130, sd=60} 209. Kg2 {+0.98/33 0.079s, n=61075, sd=45}
Ka8 {-1.50/32 0.178s, n=162450, sd=63}
210. Bd2 {+0.98/40 0.164s, n=138874, sd=60}
Ka7 {-1.50/34 0.066s, n=67093, sd=51} 211. Kf1 {+0.98/32 0.070s, n=31469, sd=47}
Kb8 {-1.50/35 0.086s, n=86749, sd=61}
212. Kg1 {+0.98/42 0.184s, n=156880, sd=61}
Ka7 {-1.56/36 0.088s, n=90429, sd=73} 213. Kg2 {+0.98/28 0.059s, n=28228, sd=41}
Kb7 {-1.56/34 0.091s, n=50841, sd=40} 214. Bc3 {+0.98/38 0.080s, n=79046, sd=53}
Kb8 {-1.56/30 0.088s, n=44898, sd=46} 215. Kf2 {+0.98/38 0.173s, n=88042, sd=51}
Ka7 {-1.50/29 0.089s, n=69998, sd=50} 216. Kg1 {+0.98/29 0.062s, n=21546, sd=48}
Ka8 {-1.50/34 0.098s, n=98474, sd=57}
217. Bd2 {+0.98/44 0.161s, n=163801, sd=59}
Kb8 {-1.51/32 0.073s, n=71568, sd=55} 218. Bb4 {+0.98/36 0.154s, n=89578, sd=52}
Ka7 {-1.51/29 0.057s, n=43466, sd=57} 219. Kg2 {+0.98/35 0.062s, n=40002, sd=52}
Kb7 {-1.51/31 0.092s, n=48652, sd=58} 220. Bc3 {+0.98/31 0.082s, n=31019, sd=57}
Kb8 {-1.51/35 0.080s, n=79589, sd=56} 221. Kf2 {+0.98/37 0.127s, n=63578, sd=54}
Ka7 {-1.51/28 0.065s, n=30435, sd=46} 222. Bb4 {+0.98/36 0.066s, n=48510, sd=46}
Kb7 {-1.51/36 0.092s, n=97436, sd=62} 223. Be1 {+0.98/39 0.079s, n=72406, sd=48}
Ka7 {-1.51/37 0.109s, n=71147, sd=58} 224. Bc3 {+0.98/33 0.062s, n=30208, sd=44}
Kb8 {-1.51/39 0.106s, n=106912, sd=60}
225. Bd2 {+0.98/39 0.165s, n=97793, sd=49} Ka7 {-1.51/34 0.086s, n=43736, sd=50}
226. Kg1 {+0.98/36 0.070s, n=53093, sd=47}
Ka6 {-1.51/39 0.105s, n=104748, sd=52}
227. Kf2 {+0.98/32 0.079s, n=35066, sd=43} Ka7 {-1.51/32 0.099s, n=43943, sd=43}
228. Kg1 {+0.98/31 0.062s, n=30819, sd=51} Ka6 {-1.51/38 0.102s, n=75830, sd=49}
229. Bb4 {+0.98/35 0.090s, n=62202, sd=43} Kb7 {-1.51/33 0.093s, n=63965, sd=46}
230. Be1 {+0.98/35 0.070s, n=53523, sd=49} Ka7 {-1.51/38 0.100s, n=94770, sd=48}
231. Kg2 {+0.98/29 0.055s, n=24763, sd=41} Ka6 {-1.51/39 0.094s, n=89617, sd=46}
232. Kf1 {+0.98/30 0.079s, n=33717, sd=43} Ka7 {-1.51/38 0.095s, n=86133, sd=44}
233. Bb4 {+0.98/35 0.066s, n=61721, sd=66} Kb7 {-1.51/34 0.101s, n=63004, sd=42}
234. Kg1 {+0.98/34 0.075s, n=52783, sd=53} Ka7 {-1.51/33 0.093s, n=46157, sd=40}
235. Kh2 {+0.98/33 0.080s, n=71426, sd=56} Kb7 {-1.51/36 0.098s, n=88039, sd=38}
236. Kg3 {+0.98/34 0.085s, n=71179, sd=55} Ka7 {-1.51/34 0.144s, n=74013, sd=36}
237. Bd2 {+0.98/32 0.078s, n=39400, sd=55} Kb8 {-1.51/33 0.114s, n=87104, sd=34}
238. Bc3 {+0.98/30 0.082s, n=60348, sd=39}
Kb7 {-1.51/32 0.163s, n=101253, sd=32} 239. a3 {+0.98/31 0.079s, n=52668, sd=49}
Ka8 {-1.17/25 0.081s, n=67521, sd=37} 240. Kf2 {+0.98/33 0.128s, n=78971, sd=49}
Ka7 {-1.17/27 0.048s, n=43001, sd=46}
241. Bd2 {+0.98/38 0.119s, n=106500, sd=46}
Ka6 {-1.17/26 0.059s, n=29079, sd=37} 242. Kf1 {+0.98/34 0.079s, n=43819, sd=44}
Kb7 {-1.17/34 0.054s, n=57050, sd=46} 243. Bb4 {+0.98/34 0.090s, n=47161, sd=40}
Ka6 {-1.17/30 0.066s, n=29443, sd=45}
244. Kg1 {+0.98/41 0.155s, n=138502, sd=49}
Kb7 {-1.17/36 0.081s, n=66373, sd=46} 245. Bc3 {+0.98/38 0.111s, n=70567, sd=61}
Ka6 {-1.17/29 0.076s, n=19835, sd=44} 246. Kg2 {+0.98/33 0.059s, n=43844, sd=42}
Ka7 {-1.17/37 0.087s, n=82514, sd=46} 247. Kf2 {+0.98/33 0.084s, n=44250, sd=37}
Ka6 {-1.17/34 0.082s, n=53553, sd=41} 248. Kf1 {+0.98/36 0.086s, n=49224, sd=51}
Kb7 {-1.17/34 0.077s, n=49136, sd=49}
249. Kf2 {+0.98/43 0.131s, n=111781, sd=53}
Ka7 {-1.17/33 0.050s, n=46880, sd=45} 250. Bd2 {+0.98/43 0.112s, n=98419, sd=47}
Ka8 {-1.17/29 0.073s, n=31496, sd=48}
251. Be1 {+0.98/44 0.190s, n=125792, sd=57}
Ka7 {-1.17/24 0.062s, n=12689, sd=42} 252. Kf1 {+0.98/39 0.065s, n=41033, sd=52}
Ka6 {-1.17/34 0.087s, n=39156, sd=44} 253. Bc3 {+0.98/38 0.091s, n=38237, sd=48}
Kb7 {-1.17/32 0.074s, n=30494, sd=40} 254. Kg2 {+0.98/39 0.088s, n=66380, sd=44}
Ka6 {-1.17/38 0.080s, n=77499, sd=50} 255. Kh1 {+0.98/39 0.070s, n=63548, sd=47}
Ka7 {-1.17/34 0.086s, n=52495, sd=59} 256. Kg1 {+0.98/36 0.078s, n=48123, sd=46}
Kb7 {-1.17/39 0.102s, n=93611, sd=54} 257. Kg2 {+0.98/38 0.092s, n=61235, sd=46}
Ka6 {-1.17/37 0.077s, n=66987, sd=51} 258. Kh1 {+0.98/38 0.063s, n=56973, sd=44}
Ka7 {-1.17/38 0.087s, n=67280, sd=51} 259. Kg1 {+0.98/35 0.070s, n=37236, sd=48}
Kb7 {-1.17/39 0.100s, n=64300, sd=47} 260. Kh2 {+0.98/38 0.119s, n=52161, sd=47}
Ka7 {-1.17/31 0.084s, n=41005, sd=42} 261. Bb4 {+0.98/36 0.088s, n=43089, sd=53}
Ka6 {-1.17/37 0.098s, n=70599, sd=52} 262. Kg2 {+0.98/41 0.095s, n=66734, sd=55}
Kb7 {-1.17/36 0.093s, n=62877, sd=44}
263. Kf1 {+0.98/45 0.140s, n=110644, sd=53}
Ka7 {-1.17/32 0.071s, n=31304, sd=41}
264. Be1 {+0.98/46 0.137s, n=106088, sd=51}
Ka6 {-1.17/40 0.091s, n=80667, sd=50} 265. Kg2 {+0.98/33 0.086s, n=34581, sd=48}
Kb7 {-1.17/40 0.105s, n=93410, sd=48} 266. Kh2 {+0.98/38 0.071s, n=50011, sd=46}
Ka6 {-1.17/38 0.097s, n=59540, sd=45} 267. Kg3 {+0.98/37 0.068s, n=30982, sd=45}
Kb7 {-1.17/40 0.096s, n=78591, sd=44} 268. Bc3 {+0.98/40 0.079s, n=55922, sd=43}
Ka7 {-1.17/41 0.102s, n=65522, sd=42} 269. Bb4 {+0.98/41 0.097s, n=82991, sd=41}
Ka6 {-1.17/40 0.107s, n=89981, sd=40} 270. Kf2 {+0.98/35 0.066s, n=31008, sd=39}
Ka7 {-1.17/38 0.097s, n=76875, sd=38} 271. Kg1 {+0.98/37 0.143s, n=66442, sd=37}
Ka6 {-1.17/36 0.103s, n=69370, sd=36} 272. Kf1 {+0.98/36 0.102s, n=87918, sd=35}
Ka7 {-1.17/33 0.063s, n=42706, sd=34}
273. Bd2 {+0.93/34 0.179s, n=143363, sd=33}
Ka6 {-1.17/33 0.082s, n=51897, sd=32} 274. Kg1 {+0.92/31 0.123s, n=85313, sd=31}
Kb7 {-1.17/30 0.086s, n=36422, sd=30} 275. Bb4 {+0.92/28 0.092s, n=39336, sd=29}
Ka6 {-1.40/28 0.298s, n=224401, sd=45}
276. Bd2 {+0.92/28 0.420s, n=61314, sd=27} Kb7 {-1.44/32 0.101s, n=70503, sd=41}
277. Kg2 {+0.99/19 0.060s, n=22134, sd=31}
Ka6 {-1.56/29 0.117s, n=105831, sd=66}
278. Bb4 {+1.28/18 0.074s, n=13288, sd=32} Ka7 {-1.61/32 0.124s, n=89087, sd=72}
279. Bc5+ {+1.59/23 0.071s, n=34534, sd=49}
Ka6 {-1.61/24 0.088s, n=47758, sd=44} 280. Bb6 {+1.47/24 0.112s, n=62176, sd=57}
Kb5 {-1.64/29 0.132s, n=99198, sd=58}
281. Kf2 {+1.21/17 0.158s, n=121799, sd=49}
Kc6 {-1.64/27 0.072s, n=46329, sd=56} 282. Ke3 {+1.48/19 0.066s, n=44854, sd=55}
Kb5 {-1.64/32 0.100s, n=66717, sd=60} 283. Ke2 {+1.21/17 0.166s, n=99352, sd=73}
Ka6 {-1.64/30 0.083s, n=39540, sd=60} 284. Kd3 {+1.18/13 0.082s, n=35225, sd=55}
Kb5 {-1.79/31 0.115s, n=83598, sd=64} 285. Kd4 {+1.18/13 0.096s, n=82405, sd=47}
Ka6 {-1.22/23 0.184s, n=124982, sd=75}
286. Kc5 {+1.07/12 0.089s, n=59495, sd=47} Kb7 {-1.21/24 0.094s, n=78938, sd=74}
287. Kb5 {+1.16/20 0.105s, n=85596, sd=67} Kb8 {-1.21/21 0.101s, n=50755, sd=76}
288. a6 {+1.09/17 0.095s, n=68241, sd=51} Ka8 {-1.23/27 0.093s, n=66380, sd=76}
289. Bd4 {+1.09/21 0.130s, n=97675, sd=63}
Kb8 {-1.78/28 0.279s, n=203458, sd=183}
290. Kc4 {+1.09/18 0.134s, n=117842, sd=87}
Ka8 {-1.49/18 0.102s, n=39938, sd=56} 291. Bb6 {+1.09/18 0.077s, n=32220, sd=61}
Kb8 {-1.48/18 0.096s, n=25564, sd=78}
292. Kb4 {+1.09/23 0.121s, n=106824, sd=73}
Ka8 {-2.01/30 0.286s, n=223510, sd=199}
293. Kb5 {+1.09/18 0.084s, n=41271, sd=57} Kb8 {-1.81/23 0.095s, n=51331, sd=95}
294. Bc5 {+1.09/21 0.074s, n=54606, sd=69} Ka8 {-1.73/30 0.083s, n=70066, sd=84}
295. Bg1 {+1.09/20 0.075s, n=35659, sd=65} Kb8 {-1.73/28 0.327s, n=52241, sd=98}
296. Kc4 {+1.09/23 0.071s, n=63167, sd=85} Ka8 {-1.57/25 0.116s, n=94686, sd=90}
297. Kb3 {+1.09/18 0.069s, n=30012, sd=91} Kb8 {-1.59/18 0.073s, n=34679, sd=62}
298. Bd4 {+1.09/16 0.073s, n=56896, sd=67} Ka8 {-1.34/24 0.101s, n=82505, sd=80}
299. Bb6 {+1.16/23 0.098s, n=75343, sd=107}
Kb8 {-1.34/23 0.082s, n=41051, sd=78} 300. Kc4 {+1.09/18 0.071s, n=57670, sd=91}
Ka8 {-1.34/25 0.076s, n=41758, sd=76} 301. Kc3 {+1.09/25 0.076s, n=44513, sd=73}
Kb8 {-1.34/25 0.294s, n=46734, sd=74} 302. Bg1 {+1.09/23 0.080s, n=40999, sd=79}
Ka8 {-1.34/26 0.067s, n=40994, sd=72} 303. Kb4 {+1.09/26 0.399s, n=46728, sd=71}
Kb8 {-1.34/25 0.177s, n=83264, sd=70} 304. Bf2 {+1.09/19 0.057s, n=22013, sd=69}
Ka8 {-1.34/29 0.070s, n=31520, sd=68} 305. Bc5 {+1.09/27 0.067s, n=58460, sd=67}
Kb8 {-1.34/26 0.070s, n=48111, sd=66} 306. Kb3 {+1.09/24 0.046s, n=36062, sd=65}
Ka8 {-1.34/26 0.260s, n=31149, sd=64}
307. Bd4 {+1.09/23 0.078s, n=55634, sd=105}
Kb8 {-1.34/24 0.105s, n=61322, sd=62}
308. Kc4 {+1.09/17 0.072s, n=30483, sd=109}
Ka8 {-1.34/23 0.069s, n=29260, sd=60} 309. Kb5 {+1.09/23 0.104s, n=50969, sd=89}
Kb8 {-1.34/25 0.092s, n=86572, sd=58} 310. Kb4 {+1.09/17 0.067s, n=28712, sd=67}
Ka8 {-1.34/25 0.072s, n=54862, sd=56} 311. Bb6 {+1.09/20 0.063s, n=50925, sd=55}
Kb8 {-1.34/23 0.066s, n=31079, sd=54}
312. Kc4 {+0.92/15 0.196s, n=130493, sd=89}
Ka8 {-2.68/27 0.133s, n=100863, sd=199}
313. Kc3 {+1.09/11 0.111s, n=91064, sd=51}
Kb8 {-4.22/23 0.069s, n=28905, sd=116}
314. Kd2 {+1.09/15 0.067s, n=40894, sd=59} Ka8 {-1.49/18 0.066s, n=52866, sd=74}
315. Bg1 {+1.09/19 0.222s, n=134893, sd=77}
Kb8 {-1.49/21 0.127s, n=112066, sd=94}
316. Ke2 {+1.05/20 0.083s, n=66498, sd=59} Ka8 {-1.09/15 0.063s, n=54860, sd=89}
317. Bc5 {+1.05/15 0.063s, n=50060, sd=43} Kb8 {-1.17/17 0.060s, n=50241, sd=42}
318. Bb6 {+1.05/19 0.077s, n=61505, sd=41} Ka8 {-1.17/20 0.049s, n=39910, sd=40}
319. Kd3 {+0.85/22 0.201s, n=157827, sd=73}
Kb8 {-1.14/21 0.066s, n=53777, sd=38} 320. Bg1 {+0.90/15 0.069s, n=52002, sd=51}
Ka8 {-1.14/20 0.147s, n=94561, sd=42} 321. Kc3 {+0.87/17 0.054s, n=40373, sd=49}
Kb8 {-1.01/19 0.080s, n=66624, sd=46} 322. Kb4 {+0.87/14 0.062s, n=29051, sd=47}
Ka8 {-0.81/14 0.041s, n=33172, sd=32}
323. Bd4 {+0.81/17 0.170s, n=126519, sd=45}
Kb8 {-0.81/12 0.049s, n=19309, sd=34} 324. Kb5 {+0.81/15 0.085s, n=43443, sd=37}
Ka8 {-0.81/13 0.057s, n=20172, sd=36} 325. Bf2 {+0.81/15 0.071s, n=31439, sd=27}
Kb8 {-0.81/15 0.058s, n=39277, sd=34} 326. Kc4 {+0.80/14 0.053s, n=42480, sd=47}
Ka8 {-0.81/16 0.077s, n=33011, sd=48} 327. Kb4 {+0.80/15 0.071s, n=43066, sd=65}
Kb8 {-0.89/15 0.055s, n=38188, sd=58}
328. Be3 {+0.66/15 0.262s, n=152244, sd=93}
Ka8 {-0.48/14 0.132s, n=78312, sd=58}
329. Kc3 {+0.62/15 0.208s, n=124963, sd=65}
Kb8 {-0.48/12 0.142s, n=82808, sd=102}
330. Kd3 {+0.62/12 0.087s, n=59340, sd=73}
Ka8 {-0.48/13 0.055s, n=37808, sd=102}
331. Ke4 {+0.99/17 0.076s, n=58530, sd=104}
Kb8 {-0.48/12 0.097s, n=38176, sd=64} 332. Bg1 {+0.78/13 0.054s, n=32528, sd=61}
Ka8 {-0.49/13 0.053s, n=18900, sd=56} 333. Bc5 {+0.78/15 0.081s, n=67362, sd=93}
Kb8 {-0.49/13 0.069s, n=18473, sd=82} 334. Ke5 {+0.78/14 0.090s, n=36883, sd=97}
Ka8 {-0.49/12 0.075s, n=41865, sd=103}
335. Bd4 {+0.78/16 0.065s, n=42173, sd=57}
Kb8 {-0.48/11 0.093s, n=68337, sd=124} 336. a4 {+0.78/17 0.051s, n=37686, sd=77}
Ka8 {-0.48/15 0.056s, n=44420, sd=87} 337. Kf6 {+0.78/20 0.060s, n=48441, sd=73}
Kb8 {-0.48/15 0.063s, n=47964, sd=68} 338. Bc5 {+0.78/18 0.066s, n=26840, sd=73}
Ka8 {-0.48/16 0.058s, n=39484, sd=96} 339. Bg1 {+0.78/16 0.055s, n=20963, sd=53}
Kb8 {-0.48/15 0.060s, n=23737, sd=94} 340. Ke5 {+0.78/15 0.045s, n=17112, sd=59}
Ka8 {-0.48/14 0.072s, n=26777, sd=48} 341. Bb6 {+0.78/16 0.061s, n=23325, sd=54}
Kb8 {-0.48/17 0.056s, n=41546, sd=68} 342. Ke4 {+0.78/18 0.062s, n=30728, sd=75}
Ka8 {-0.48/17 0.065s, n=25598, sd=74} 343. Bc5 {+0.78/21 0.061s, n=43740, sd=73}
Kb8 {-0.48/19 0.052s, n=34672, sd=73} 344. Kd3 {+0.78/20 0.085s, n=44724, sd=85}
Ka8 {-0.50/19 0.065s, n=19190, sd=84} 345. Bg1 {+0.78/21 0.067s, n=35956, sd=67}
Kb8 {-0.50/16 0.055s, n=14941, sd=70} 346. Bf2 {+0.78/24 0.063s, n=50421, sd=77}
Ka8 {-0.52/24 0.061s, n=51329, sd=78} 347. Ke4 {+0.78/26 0.055s, n=42691, sd=79}
Kb8 {-0.52/21 0.049s, n=38659, sd=78} 348. Kf4 {+0.78/25 0.067s, n=26450, sd=57}
Ka8 {-0.52/17 0.064s, n=21828, sd=76} 349. Ke5 {+0.78/25 0.079s, n=29389, sd=69}
Kb8 {-0.52/18 0.053s, n=17764, sd=74} 350. Ke6 {+0.78/22 0.055s, n=31023, sd=73}
Ka8 {-0.52/23 0.055s, n=35615, sd=72} 351. Bb6 {+0.78/26 0.061s, n=49735, sd=65}
Kb8 {-0.52/19 0.068s, n=26497, sd=70} 352. Kf5 {+0.78/24 0.089s, n=35863, sd=69}
Ka8 {-0.52/19 0.065s, n=27654, sd=68} 353. Bg1 {+0.78/23 0.062s, n=36158, sd=67}
Kb8 {-0.52/19 0.062s, n=22812, sd=50} 354. Bc5 {+0.78/26 0.071s, n=56501, sd=65}
Ka8 {-0.52/19 0.084s, n=29917, sd=64} 355. Bf2 {+0.78/28 0.098s, n=63180, sd=65}
Kb8 {-0.52/23 0.064s, n=54350, sd=74} 356. Bd4 {+0.78/23 0.071s, n=26898, sd=61}
Ka8 {-0.52/21 0.104s, n=72360, sd=60} 357. Bb6 {+0.79/26 0.082s, n=43162, sd=59}
Kb8 {-0.52/23 0.124s, n=68528, sd=58} 358. Bg1 {+0.79/24 0.070s, n=44174, sd=57}
Ka8 {-0.52/22 0.059s, n=46430, sd=56} 359. Ke4 {+0.79/24 0.109s, n=59967, sd=55}
Kb8 {-0.52/19 0.064s, n=27663, sd=54} 360. Bf2 {+0.79/25 0.068s, n=44949, sd=53}
Ka8 {-0.52/21 0.139s, n=61700, sd=52} 361. Bd4 {+0.79/29 0.103s, n=78030, sd=51}
Kb8 {-0.52/19 0.072s, n=26622, sd=50} 362. Bb6 {+0.79/23 0.079s, n=47786, sd=49}
Ka8 {-0.52/21 0.115s, n=78664, sd=48} 363. Ke5 {+0.79/24 0.074s, n=53616, sd=47}
Kb8 {-0.52/18 0.091s, n=43842, sd=46} 364. Bc5 {+0.76/23 0.111s, n=74128, sd=45}
Ka8 {-0.52/18 0.145s, n=45583, sd=50} 365. Ke6 {+0.79/21 0.094s, n=72542, sd=43}
Kb8 {-0.52/17 0.114s, n=61073, sd=42} 366. Bb6 {+0.79/20 0.077s, n=33724, sd=41}
Ka8 {-0.52/18 0.171s, n=62231, sd=40} 367. Bd4 {+0.79/19 0.077s, n=29128, sd=39}
Kb8 {-0.52/18 0.106s, n=73406, sd=38} 368. Bg1 {+0.79/21 0.093s, n=65320, sd=37}
Ka8 {-0.52/16 0.058s, n=21886, sd=36}
369. Bf2 {+0.58/21 0.278s, n=202852, sd=51}
Kb8 {-0.52/16 0.061s, n=45482, sd=34} 370. Ke5 {+0.58/15 0.092s, n=66200, sd=47}
Ka8 {-0.52/17 0.078s, n=56962, sd=32} 371. Kf4 {+0.58/15 0.082s, n=61794, sd=31}
Kb8 {-0.52/15 0.068s, n=46713, sd=30} 372. Bb6 {+0.58/15 0.126s, n=89729, sd=29}
Ka8 {-0.52/16 0.104s, n=51728, sd=28} 373. Bd4 {+0.58/15 0.118s, n=84427, sd=27}
Kb8 {-0.21/14 0.211s, n=110650, sd=26}
374. Ke5 {+0.24/14 0.418s, n=283548, sd=31}
Ka8 {-0.30/13 0.250s, n=109872, sd=24}
375. Bf2 {+0.25/15 0.232s, n=104407, sd=45}
Kb8 {-0.21/13 0.132s, n=81604, sd=22} 376. Kd6 {+0.58/16 0.088s, n=64228, sd=61}
Ka8 {-0.47/18 0.074s, n=57007, sd=46}
377. Ke6 {+0.30/14 0.158s, n=114148, sd=47}
Kb8 {-0.42/14 0.081s, n=59570, sd=36} 378. Bb6 {+0.30/16 0.393s, n=75641, sd=59}
Ka8 {-0.69/16 0.063s, n=41720, sd=78}
379. Ke7 {+0.38/16 0.195s, n=138966, sd=75}
Kb8 {-0.59/19 0.073s, n=56350, sd=96} 380. Bc5 {+0.40/16 0.096s, n=71102, sd=75}
Ka8 {-0.57/24 0.057s, n=44267, sd=62} 381. Kd6 {+0.46/15 0.061s, n=45540, sd=53}
Kb8 {-0.99/28 0.459s, n=53416, sd=62} 382. Bd4 {+0.43/17 0.106s, n=77572, sd=87}
Ka8 {-1.31/27 0.121s, n=97810, sd=72} 383. Be3 {+0.46/18 0.084s, n=64802, sd=87}
Kb8 {-0.94/27 0.087s, n=70372, sd=68} 384. Bg1 {+0.47/16 0.064s, n=50136, sd=53}
Ka8 {-0.76/23 0.088s, n=73121, sd=74} 385. a5 {+1.01/17 0.072s, n=57031, sd=77}
Kb8 {-1.04/29 0.087s, n=73816, sd=74} 386. Bf2 {+0.57/15 0.062s, n=50360, sd=71}
Ka8 {-1.56/33 0.256s, n=172327, sd=80}
387. Bg1 {+0.57/20 0.056s, n=42660, sd=73} Kb8 {-1.56/32 0.101s, n=76342, sd=80}
388. Bf2 {+0.57/22 0.054s, n=40877, sd=71}
Ka8 {-1.74/29 0.205s, n=143893, sd=199}
389. Bd4 {+0.57/23 0.061s, n=44556, sd=77} Kb8 {-1.57/29 0.095s, n=71967, sd=80}
390. Be3 {+0.57/24 0.059s, n=44498, sd=75} Ka8 {-1.56/31 0.101s, n=73998, sd=74}
391. Bf2 {+0.57/26 0.063s, n=47255, sd=73}
Kb8 {-1.56/33 0.231s, n=124412, sd=94}
392. Bb6 {+0.57/27 0.058s, n=45096, sd=75}
Ka8 {-2.49/36 0.202s, n=150286, sd=184}
393. Kd5 {+0.65/29 0.078s, n=58608, sd=79}
Kb8 {-2.13/20 0.080s, n=63468, sd=103}
394. Bf2 {+0.64/29 0.186s, n=134604, sd=69}
Ka8 {-2.21/23 0.090s, n=51164, sd=100}
395. Be3 {+0.64/24 0.054s, n=39211, sd=67} Kb8 {-2.21/25 0.097s, n=37351, sd=66}
396. Kc6 {+0.64/27 0.064s, n=31199, sd=71} Ka8 {-1.92/32 0.091s, n=37920, sd=90}
397. Bg1 {+0.64/22 0.069s, n=26295, sd=69} Kb8 {-2.25/17 0.090s, n=37972, sd=97}
398. Bb6 {+0.64/19 0.059s, n=22584, sd=65}
Ka8 {-1.73/29 0.253s, n=148579, sd=134}
399. Bd4 {+0.64/25 0.060s, n=28205, sd=61}
Kb8 {-1.57/27 0.083s, n=65022, sd=122}
400. Bc5 {+0.64/26 0.071s, n=45257, sd=59}
Ka8 {-4.64/25 0.124s, n=72503, sd=197}
401. Bf2 {+0.64/22 0.067s, n=24669, sd=56} Kb8 {-1.94/23 0.077s, n=31892, sd=93}
402. Bd4 {+0.79/21 0.128s, n=54351, sd=59} Ka8 {-1.94/26 0.075s, n=55674, sd=74}
403. Bb6 {+0.74/21 0.072s, n=54641, sd=51} Kb8 {-1.58/22 0.108s, n=43309, sd=78}
404. Kd7 {+0.74/23 0.069s, n=25002, sd=47} Ka8 {-1.58/26 0.082s, n=31726, sd=89}
405. Bd4 {+0.74/28 0.059s, n=43226, sd=61} Kb8 {-1.58/29 0.295s, n=33826, sd=60}
406. Kc6 {+0.74/33 0.098s, n=67245, sd=57} Ka8 {-1.59/25 0.071s, n=26638, sd=58}
407. Bb6 {+0.74/33 0.155s, n=98282, sd=57} Kb8 {-1.58/27 0.075s, n=39959, sd=78}
408. Kd7 {+0.74/30 0.074s, n=27833, sd=55} Ka8 {-1.58/26 0.269s, n=48097, sd=54}
409. Bd4 {+0.74/31 0.062s, n=33900, sd=53} Kb8 {-0.58/12 0.052s, n=38900, sd=33}
410. Kd6 {+1.23/32 0.438s, n=41789, sd=51} Ka8 {-1.38/20 0.069s, n=49878, sd=74}
411. Kd5 {+0.42/22 0.079s, n=58419, sd=49} Kb8 {-1.14/21 0.083s, n=33782, sd=46}
412. Be3 {+0.63/19 0.073s, n=45644, sd=47} Ka8 {-1.11/24 0.095s, n=74333, sd=47}
413. Bc5 {+0.42/19 0.130s, n=45965, sd=45} Kb8 {-1.11/21 0.066s, n=48688, sd=94}
414. Kd6 {+0.42/23 0.083s, n=39121, sd=43} Ka8 {-1.07/23 0.069s, n=50450, sd=42}
415. Ke7 {+0.69/21 0.066s, n=46335, sd=41} Kb8 {-0.90/20 0.113s, n=80339, sd=66}
416. Bb6 {+0.49/15 0.081s, n=29752, sd=39} Ka8 {-0.90/17 0.055s, n=39969, sd=59}
417. Be3 {+0.42/18 0.087s, n=61449, sd=37} Kb8 {-0.90/17 0.057s, n=20941, sd=62}
418. Bg1 {+0.69/17 0.082s, n=26603, sd=35} Ka8 {-0.90/18 0.069s, n=27278, sd=34}
419. Kd7 {+0.42/16 0.094s, n=38289, sd=33}
Kb8 {-0.65/19 0.146s, n=102782, sd=49}
420. Kd6 {+0.42/16 0.141s, n=83516, sd=31} Ka8 {-0.65/15 0.067s, n=22076, sd=42}
421. Bc5 {+0.24/16 0.232s, n=134091, sd=37}
Kb8 {-0.65/18 0.056s, n=30514, sd=44}
422. Ke7 {+0.32/20 0.192s, n=127085, sd=45}
Ka8 {-0.66/19 0.066s, n=39058, sd=40}
423. Be3 {+0.24/17 0.273s, n=182169, sd=43}
Kb8 {-0.67/15 0.042s, n=26997, sd=78}
424. Bg1 {+0.21/14 0.179s, n=121618, sd=23}
Ka8 {-0.67/15 0.056s, n=19812, sd=62} 425. Bc5 {+0.21/15 0.140s, n=95091, sd=53}
Kb8 {-0.66/13 0.071s, n=48585, sd=52}
426. Ke8 {+0.21/14 0.157s, n=100790, sd=79}
Ka8 {-1.10/14 0.085s, n=56005, sd=18} 427. Bd4 {+0.26/16 0.138s, n=45711, sd=65}
Kb8 {-0.65/12 0.129s, n=45571, sd=16} 428. Bf2 {+0.26/12 0.070s, n=25005, sd=53}
Ka8 {-0.83/12 0.109s, n=40295, sd=14} 429. Kd8 {+0.27/16 0.092s, n=29383, sd=51}
Kb8 {-0.39/15 0.059s, n=34926, sd=24} 430. Bc5 {+0.33/15 0.064s, n=27664, sd=49}
Ka8 {-0.65/11 0.063s, n=26501, sd=19} 431. a7 {+0.27/18 0.075s, n=50412, sd=69}
Kb7 {-0.41/12 0.078s, n=32504, sd=36} 432. Bf2 {+0.27/16 0.066s, n=44427, sd=61}
Ka8 {-0.41/14 0.066s, n=33122, sd=36} 433. Bb6 {+0.42/16 0.099s, n=68800, sd=78}
Kb7 {-0.47/15 0.052s, n=12529, sd=36} 434. Kd7 {+0.32/12 0.132s, n=53535, sd=34}
Ka8 {-0.47/15 0.061s, n=19543, sd=50} 435. Bd4 {+0.32/13 0.079s, n=37424, sd=69}
Kb7 {-0.57/13 0.059s, n=10662, sd=69} 436. Be3 {+0.28/14 0.202s, n=87823, sd=69}
Ka8 {-0.58/17 0.069s, n=44068, sd=60} 437. Kd6 {+0.28/14 0.058s, n=36927, sd=47}
Kb7 {-0.58/18 0.062s, n=20816, sd=54}
438. Bf2 {+0.85/15 0.177s, n=120329, sd=77}
Ka8 {-0.58/23 0.061s, n=39257, sd=66} 439. Ke6 {+0.44/15 0.069s, n=49437, sd=55}
Kb7 {-0.58/23 0.071s, n=38047, sd=74} 440. Bb6 {+0.44/13 0.047s, n=16445, sd=37}
Ka8 {-0.58/19 0.068s, n=23613, sd=80}
441. Ke7 {+0.43/15 0.148s, n=100096, sd=57}
Kb7 {-0.58/21 0.066s, n=28036, sd=66} 442. Be3 {+0.46/13 0.044s, n=27372, sd=45}
Ka8 {-0.58/17 0.074s, n=23765, sd=70} 443. Ke8 {+0.46/13 0.049s, n=16549, sd=61}
Kb7 {-0.60/21 0.068s, n=47198, sd=76} 444. Kd7 {+0.46/12 0.048s, n=14850, sd=41}
Ka8 {-0.62/24 0.076s, n=49327, sd=74} 445. Bb6 {+0.37/12 0.158s, n=66329, sd=61}
Kb7 {-0.62/19 0.069s, n=24425, sd=66} 446. Bg1 {+0.76/14 0.102s, n=35132, sd=71}
Ka8 {-0.62/19 0.081s, n=28119, sd=70} 447. Bc5 {+0.56/15 0.054s, n=37901, sd=49}
Kb7 {-0.62/23 0.079s, n=53735, sd=68} 448. Bd4 {+0.56/13 0.079s, n=32910, sd=43}
Ka8 {-0.62/23 0.075s, n=40020, sd=66} 449. Bf2 {+0.45/13 0.087s, n=34952, sd=47}
Kb7 {-0.62/23 0.094s, n=47302, sd=64} 450. Kd6 {+0.45/15 0.050s, n=30775, sd=65}
Ka8 {-0.62/24 0.121s, n=79671, sd=64} 451. Ke7 {+0.46/12 0.044s, n=15987, sd=49}
Kb7 {-0.62/22 0.077s, n=51133, sd=62} 452. Bc5 {+0.45/15 0.069s, n=23428, sd=49}
Ka8 {-0.62/22 0.111s, n=36884, sd=60} 453. Bb6 {+0.45/17 0.054s, n=29610, sd=49}
Kb7 {-0.62/21 0.099s, n=64011, sd=66} 454. Ke8 {+0.45/14 0.054s, n=18802, sd=43}
Ka8 {-0.62/21 0.146s, n=68205, sd=56} 455. Kd8 {+0.44/14 0.104s, n=35004, sd=38}
Kb7 {-0.62/20 0.076s, n=25639, sd=52} 456. Kd7 {+0.47/15 0.120s, n=53097, sd=65}
Ka8 {-0.62/20 0.089s, n=53340, sd=59} 457. Bc5 {+0.37/14 0.128s, n=45404, sd=59}
Kb7 {-0.62/20 0.096s, n=58611, sd=50} 458. Bg1 {+0.31/13 0.077s, n=40340, sd=43}
Ka8 {-0.62/19 0.093s, n=30369, sd=46} 459. Bd4 {+0.48/18 0.052s, n=33430, sd=45}
Kb7 {-0.62/19 0.087s, n=56559, sd=49} 460. Bf2 {+0.44/13 0.066s, n=42006, sd=83}
Ka8 {-0.62/19 0.100s, n=43085, sd=42} 461. Bg1 {+0.33/17 0.097s, n=60378, sd=51}
Kb7 {-0.62/18 0.089s, n=46502, sd=40}
462. a8=Q+ {+0.54/15 0.127s, n=63037, sd=71}
Kxa8 {-0.34/14 0.152s, n=62564, sd=34}
463. Kc6 {+0.38/12 0.071s, n=30561, sd=58} Kb8 {-0.34/17 0.047s, n=28232, sd=44}
464. Kb6 {+0.33/12 0.107s, n=45290, sd=67} Ka8 {-0.34/19 0.081s, n=37925, sd=58}
465. Ka6 {+0.33/14 0.053s, n=22628, sd=77} Kb8 {-0.34/23 0.054s, n=36875, sd=58}
466. Bc5 {+0.33/13 0.060s, n=19272, sd=53} Ka8 {-0.34/21 0.061s, n=22891, sd=49}
467. Bf2 {+0.33/15 0.063s, n=27925, sd=83} Kb8 {-0.34/23 0.052s, n=28460, sd=66}
468. Kb6 {+0.47/13 0.315s, n=29569, sd=109}
Ka8 {-0.40/20 0.065s, n=21254, sd=77} 469. Bd4 {+0.34/11 0.068s, n=21367, sd=43}
Kb8 {-0.53/25 0.101s, n=38584, sd=74} 470. Kc6 {+0.34/18 0.077s, n=46862, sd=73}
Ka8 {-1.22/28 0.490s, n=43020, sd=70} 471. Be3 {+0.34/20 0.066s, n=28500, sd=71}
Kb8 {-0.88/15 0.094s, n=28529, sd=46} 472. Kb6 {+0.51/22 0.359s, n=82982, sd=83}
Ka8 {-1.30/16 0.127s, n=56571, sd=44} 473. a6 {+0.52/10 0.106s, n=8012, sd=38}
Kb8 {-0.85/21 0.105s, n=57697, sd=69} 474. Bc5 {+0.53/13 0.442s, n=11984, sd=55}
Ka8 {-0.58/25 0.143s, n=74658, sd=92} 475. Kb5 {+0.36/9 0.103s, n=11249, sd=55}
Kb8 {-0.58/21 0.068s, n=47647, sd=80} 476. Kc4 {+0.36/10 0.251s, n=9042, sd=57}
Ka8 {-0.58/22 0.074s, n=33795, sd=68} 477. Bd4 {+0.36/10 0.078s, n=9497, sd=53}
Kb8 {-0.58/25 0.254s, n=31073, sd=92} 478. Bc5 {+0.36/10 0.164s, n=8173, sd=53}
Ka8 {-0.58/24 0.071s, n=23386, sd=66} 479. Kb5 {+0.36/9 0.184s, n=11760, sd=27}
Kb8 {0.00/199 0.052s, n=28404, sd=88} 480. Kb6 {+0.32/8 0.302s, n=4470, sd=31}
Ka8 {-0.61/17 0.081s, n=28490, sd=58} 481. Kc6 {+0.22/9 0.200s, n=5412, sd=27}
Kb8 {-0.61/25 0.071s, n=50727, sd=72} 482. Be3 {+0.24/10 0.043s, n=14259, sd=47}
Ka8 {-0.61/26 0.123s, n=35183, sd=82} 483. Bd4 {+0.24/9 0.225s, n=2090, sd=25}
Kb8 {-0.61/15 0.091s, n=6471, sd=80} 484. Kd7 {+0.24/12 0.071s, n=21545, sd=37}
Ka8 {-0.61/14 0.098s, n=2132, sd=78} 485. Be3 {+0.24/13 0.037s, n=10396, sd=29}
Kb8 {-0.61/24 0.110s, n=31495, sd=76} 486. Ke8 {+0.24/12 0.041s, n=5643, sd=37}
Ka8 {-0.61/16 0.089s, n=7349, sd=74} 487. Ke7 {+0.24/15 0.035s, n=19680, sd=39}
Kb8 {-0.61/15 0.102s, n=7498, sd=69} 488. Kd7 {+0.24/19 0.037s, n=25287, sd=59}
Ka8 {-0.61/21 0.502s, n=20809, sd=62} 489. Bb6 {+0.24/18 0.039s, n=19204, sd=49}
Kb8 {-0.61/23 0.408s, n=22664, sd=55} 490. Bf2 {+0.24/22 0.042s, n=26518, sd=39}
Ka8 {-0.61/17 0.056s, n=8820, sd=44} 491. Bc5 {+0.24/24 0.036s, n=23194, sd=48}
Kb8 {-0.61/16 0.084s, n=8299, sd=64} 492. Bb6 {+0.24/23 0.035s, n=24374, sd=55}
Ka8 {-0.61/15 0.075s, n=3102, sd=62} 493. Kd8 {+0.24/20 0.164s, n=19834, sd=49}
Kb8 {-0.61/16 0.057s, n=3507, sd=57} 494. Bf2 {+0.24/22 0.040s, n=24659, sd=51}
Ka8 {-0.61/15 0.070s, n=3132, sd=53} 495. Be3 {+0.26/16 0.050s, n=15244, sd=39}
Kb8 {-0.61/15 0.154s, n=3819, sd=52} 496. Bd4 {+0.28/19 0.052s, n=25121, sd=41}
Ka8 {0.00/16 0.050s, n=5653, sd=50} 497. Ke8 {+0.28/20 0.076s, n=21459, sd=44}
Kb8 {-0.61/14 0.082s, n=4620, sd=46} 498. Kd8 {+0.29/18 0.188s, n=22468, sd=41}
Ka8 {0.00/16 0.050s, n=4552, sd=50} 499. Ke8 {+0.28/20 0.074s, n=24899, sd=41}
Kb8 {0.00/62 0.050s, n=3439, sd=44} 500. Bc5 {+0.28/19 0.184s, n=16919, sd=47}
Ka8 {-0.61/15 0.143s, n=4736, sd=46} 501. Kf8 {+0.28/13 0.159s, n=3298, sd=40}
Kb8 {-0.61/14 0.153s, n=9366, sd=41} 502. Be3 {+0.28/18 0.064s, n=10932, sd=43}
Ka8 {-0.61/11 0.120s, n=1794, sd=50} 503. Bf2 {+0.32/17 0.108s, n=8416, sd=41}
Kb8 {-0.61/14 0.065s, n=6296, sd=40} 504. Ke7 {+0.28/14 0.053s, n=2595, sd=39}
Ka8 {-0.61/9 0.104s, n=1100, sd=38} 505. Kd6 {+0.28/13 0.180s, n=5820, sd=26}
Kb8 {-0.61/12 0.086s, n=4368, sd=26} 506. Be3 {+0.28/13 0.068s, n=2401, sd=34}
Ka8 {-0.61/15 0.168s, n=5970, sd=26} 507. Bg1 {+0.28/10 0.177s, n=2832, sd=29}
Kb8 {-0.61/10 0.066s, n=1357, sd=32} 508. Bc5 {+0.28/11 0.036s, n=1739, sd=26}
Ka8 {0.00/71 0.139s, n=2866, sd=28} 509. Ke7 {+0.28/12 0.103s, n=2366, sd=24}
Kb8 {0.00/199 0.012s, n=654, sd=24} 510. Kd7 {+0.28/11 0.059s, n=1565, sd=27}
Ka8 {-0.61/11 0.104s, n=1546, sd=22} 511. Kc6 {+0.28/10 0.061s, n=1920, sd=23}
Kb8 {0.00/199 0.010s, n=480, sd=24} 512. Kd5 {+0.28/10 0.084s, n=3826, sd=19}
Ka8 {-0.61/13 0.191s, n=7876, sd=22} 513. Be3 {+0.28/10 0.040s, n=1996, sd=21}
Kb8 {-0.40/13 0.065s, n=28171, sd=26} 514. Ke6 {+0.25/8 0.216s, n=3601, sd=17}
Ka8 {-0.57/8 0.079s, n=1374, sd=14} 515. Ke7 {+0.25/10 0.143s, n=3365, sd=15}
Kb8 {0.00/199 0.008s, n=428, sd=13} 516. Kf6 {+0.21/10 0.145s, n=3185, sd=15}
Kc7 {-0.57/9 0.094s, n=2382, sd=13} 517. Ke6 {+0.24/8 0.123s, n=2188, sd=13}
Kb8 {-0.57/9 0.078s, n=1281, sd=12} 518. Kd7 {+0.12/10 0.173s, n=8816, sd=14}
Ka8 {0.00/199 0.014s, n=447, sd=10} 519. Ke8 {0.00/9 0.226s, n=7976, sd=10}
Kb8 {-0.17/8 0.116s, n=1640, sd=8} 520. Bf2 {0.00/10 0.131s, n=1794, sd=7}
Ka8 {-0.21/6 0.052s, n=431, sd=6, White disconnects} 0-1