[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.20"]
[Round "6550"]
[White "PZChessBot-base"]
[Black "PZChessBot-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r1bqk1nr/ppp2p1p/8/3pp1pP/1n2P3/P4N2/P1PP1PP1/1RBQKB1R b Kkq - 0 5"]
[GameDuration "00:01:45"]
[GameStartTime "2026-05-20T09:17:34 +0000"]
[GameEndTime "2026-05-20T09:19:20 +0000"]
[PlyCount "1024"]
[Termination "abandoned"]
[TimeControl "-"]

5... Nc6 {-1.75/11 0.075s, n=23141, sd=18}
6. d4 {+1.85/10 0.060s, n=45925, sd=20} dxe4 {-1.84/11 0.064s, n=20217, sd=16}
7. Nxg5 {+2.62/10 0.036s, n=24053, sd=17} Qxd4 {-3.04/10 0.077s, n=30154, sd=15}
8. Qxd4 {+2.82/12 0.026s, n=22426, sd=20} Nxd4 {-2.35/11 0.031s, n=25350, sd=18}
9. Bc4 {+3.43/12 0.060s, n=26304, sd=17} f6 {-2.15/11 0.107s, n=47233, sd=19}
10. c3 {+2.33/11 0.061s, n=32488, sd=16} Nc6 {-2.27/11 0.119s, n=43474, sd=17}
11. Nxe4 {+2.48/11 0.044s, n=21506, sd=15} Bf5 {-2.52/10 0.079s, n=35383, sd=17}
12. f3 {+2.49/11 0.047s, n=21481, sd=14} Na5 {-2.33/11 0.027s, n=21766, sd=17}
13. Bb5+ {+2.66/11 0.083s, n=42249, sd=16}
Bd7 {-2.58/12 0.144s, n=106311, sd=18} 14. f4 {+3.55/11 0.056s, n=46754, sd=19}
O-O-O {-3.48/11 0.052s, n=33120, sd=18}
15. fxe5 {+2.97/11 0.054s, n=34523, sd=20} Re8 {-3.16/11 0.129s, n=64093, sd=20}
16. Bxd7+ {+2.71/13 0.175s, n=96812, sd=27}
Kxd7 {-2.69/12 0.046s, n=22301, sd=20} 17. Rb5 {+3.14/11 0.075s, n=42418, sd=25}
Nc6 {-2.38/12 0.058s, n=35032, sd=20} 18. O-O {+2.36/10 0.051s, n=35604, sd=23}
Rxe5 {-3.17/12 0.025s, n=21757, sd=20}
19. Rxe5 {+2.55/12 0.045s, n=21364, sd=23}
Nxe5 {-2.94/12 0.048s, n=23342, sd=18}
20. Nxf6+ {+2.71/10 0.034s, n=22420, sd=23}
Nxf6 {-2.53/12 0.046s, n=37169, sd=17}
21. Rxf6 {+2.06/11 0.044s, n=33254, sd=23} Re8 {-1.99/12 0.094s, n=68530, sd=23}
22. Bf4 {+2.77/11 0.046s, n=24144, sd=24} Ng4 {-2.39/12 0.070s, n=43428, sd=23}
23. Rf7+ {+2.16/11 0.053s, n=29989, sd=24} Re7 {-2.21/11 0.042s, n=22343, sd=23}
24. Rxe7+ {+2.64/14 0.065s, n=30224, sd=20}
Kxe7 {-2.46/12 0.033s, n=34184, sd=20}
25. Bxc7 {+2.96/13 0.032s, n=31863, sd=19} a6 {-2.30/12 0.024s, n=28442, sd=17}
26. Bb6 {+2.39/12 0.077s, n=61969, sd=25} Nf6 {-2.68/11 0.030s, n=28868, sd=18}
27. Bd4 {+2.44/12 0.029s, n=28884, sd=21} Nxh5 {-2.58/12 0.036s, n=23760, sd=21}
28. Kf2 {+2.54/13 0.025s, n=23885, sd=20} Nf4 {-2.83/14 0.047s, n=46504, sd=25}
29. Kf3 {+2.66/12 0.023s, n=21366, sd=19} Ne6 {-1.90/13 0.053s, n=29552, sd=22}
30. Ke4 {+3.39/13 0.036s, n=40925, sd=28} Kd6 {-3.37/10 0.049s, n=40598, sd=20}
31. Be5+ {+3.48/12 0.028s, n=29847, sd=16} Kc6 {-2.25/11 0.019s, n=21490, sd=19}
32. Kf5 {+4.27/12 0.050s, n=30456, sd=16} Nc5 {-3.21/11 0.037s, n=21266, sd=17}
33. Bd4 {+4.08/11 0.069s, n=25195, sd=19} a5 {-4.84/11 0.023s, n=25968, sd=20}
34. g4 {+5.28/11 0.018s, n=21037, sd=20} Nd7 {-4.48/11 0.025s, n=29951, sd=20}
35. Ke6 {+6.11/12 0.021s, n=27611, sd=21} a4 {-7.08/11 0.062s, n=40942, sd=26}
36. g5 {+6.82/13 0.037s, n=37987, sd=29} Kc7 {-7.46/14 0.019s, n=26927, sd=21}
37. Kf7 {+6.60/13 0.027s, n=21922, sd=25} Kd6 {-7.46/14 0.021s, n=24308, sd=29}
38. Kg8 {+7.46/15 0.072s, n=69558, sd=41} Ke6 {-7.43/13 0.022s, n=25165, sd=31}
39. Kxh7 {+6.10/10 0.012s, n=20867, sd=37} Kf5 {-7.95/13 0.023s, n=22012, sd=27}
40. Kh6 {+5.56/11 0.042s, n=33469, sd=32} Nf8 {-7.63/14 0.029s, n=22035, sd=26}
41. Bb6 {+5.38/12 0.022s, n=32108, sd=25} Ng6 {-6.33/13 0.043s, n=48999, sd=37}
42. Bd8 {+6.46/15 0.028s, n=35204, sd=25} b5 {-7.37/14 0.043s, n=37469, sd=30}
43. Kg7 {+6.38/12 0.023s, n=21180, sd=25} Nf4 {-6.14/14 0.016s, n=26183, sd=28}
44. Bf6 {+6.40/13 0.028s, n=28216, sd=24} Ne6+ {-5.85/16 0.042s, n=31334, sd=38}
45. Kh6 {+6.16/15 0.025s, n=20436, sd=28} Nf4 {-6.50/15 0.043s, n=33216, sd=40}
46. Bd8 {+6.44/16 0.025s, n=30482, sd=42} Ng6 {-7.12/15 0.016s, n=25895, sd=37}
47. Kg7 {+6.99/17 0.029s, n=31639, sd=39} Nf4 {-8.02/16 0.052s, n=56013, sd=41}
48. Be7 {+6.76/13 0.019s, n=23531, sd=32} Ne6+ {-5.85/15 0.058s, n=59671, sd=50}
49. Kh6 {+5.62/13 0.042s, n=31483, sd=40} Nf4 {-5.39/13 0.017s, n=24255, sd=33}
50. Bc5 {+5.45/12 0.013s, n=20165, sd=42} Ng6 {-7.00/12 0.047s, n=30415, sd=32}
51. Bd4 {+5.37/13 0.028s, n=21886, sd=37} Nf8 {-7.66/13 0.016s, n=24110, sd=34}
52. Be3 {+4.93/13 0.026s, n=39595, sd=35} Ng6 {-7.55/16 0.040s, n=20227, sd=31}
53. Kg7 {+4.93/14 0.024s, n=25672, sd=41} Ne5 {-7.84/15 0.035s, n=28647, sd=33}
54. Bc1 {+7.60/15 0.064s, n=34027, sd=57} Nc4 {-7.88/16 0.028s, n=24679, sd=49}
55. Kh6 {+7.52/14 0.025s, n=20656, sd=31} Ne5 {-7.68/16 0.023s, n=21918, sd=34}
56. Kh7 {+7.08/12 0.025s, n=21707, sd=36} Nd7 {-7.48/15 0.012s, n=21390, sd=35}
57. Kg7 {+7.60/16 0.024s, n=22955, sd=39} Ne5 {-7.19/12 0.020s, n=20829, sd=38}
58. Kf8 {+6.84/14 0.038s, n=33633, sd=43} Kg6 {-7.01/12 0.027s, n=26317, sd=30}
59. Ke7 {+6.27/17 0.047s, n=69522, sd=41} Nd3 {-6.84/11 0.013s, n=22517, sd=34}
60. Be3 {+6.25/14 0.019s, n=31431, sd=41} Nb2 {-6.69/12 0.027s, n=22883, sd=32}
61. Ke6 {+8.01/17 0.056s, n=102248, sd=49} Nd1 {-6.46/12 0.015s, n=23715, sd=40}
62. Bd2 {+7.17/16 0.009s, n=20707, sd=54} Nxc3 {-6.38/12 0.026s, n=20410, sd=40}
63. Bxc3 {+9.02/18 0.016s, n=32520, sd=67}
Kxg5 {-6.44/14 0.011s, n=20009, sd=31}
64. Bd2+ {+9.02/18 0.009s, n=23041, sd=51} Kg6 {-6.30/16 0.014s, n=21146, sd=38}
65. Bf4 {+9.50/16 0.008s, n=25772, sd=58} Kg7 {-8.04/17 0.030s, n=39227, sd=46}
66. Be5+ {+7.95/15 0.031s, n=24279, sd=50} Kf8 {-8.55/16 0.023s, n=21076, sd=50}
67. Bf6 {+9.09/13 0.057s, n=25077, sd=49} Kg8 {-8.55/20 0.033s, n=26520, sd=38}
68. Ke7 {+9.34/15 0.029s, n=22235, sd=46} Kh7 {-8.55/21 0.012s, n=20244, sd=44}
69. Kf7 {+9.56/15 0.043s, n=22985, sd=38} Kh6 {-8.40/23 0.028s, n=26490, sd=48}
70. Be7 {+9.65/16 0.012s, n=20677, sd=39} Kh5 {-8.58/21 0.013s, n=23033, sd=50}
71. Kf6 {+9.92/15 0.012s, n=20941, sd=35} Kg4 {-8.58/21 0.051s, n=62372, sd=60}
72. Ke5 {+10.00/18 0.030s, n=21061, sd=40} Kf3 {-9.10/16 0.036s, n=29399, sd=37}
73. Bg5 {+9.98/21 0.030s, n=22838, sd=35} Kg4 {-9.70/14 0.029s, n=21799, sd=31}
74. Be3 {+9.79/21 0.058s, n=25359, sd=41} Kf3 {-9.60/18 0.024s, n=21830, sd=31}
75. Kd4 {+8.57/19 0.078s, n=62538, sd=37} Ke2 {-9.70/18 0.014s, n=20645, sd=39}
76. Bf4 {+8.01/16 0.039s, n=54790, sd=55} Kf3 {-9.43/18 0.036s, n=22210, sd=40}
77. Bc1 {+9.03/16 0.031s, n=24597, sd=58} Kg4 {-9.43/18 0.017s, n=21253, sd=39}
78. Ke4 {+9.07/15 0.040s, n=30584, sd=44} Kg3 {-8.51/19 0.040s, n=43084, sd=37}
79. Be3 {+9.07/16 0.026s, n=24719, sd=57} Kg4 {-8.11/13 0.013s, n=21558, sd=37}
80. Bc1 {+8.10/16 0.037s, n=22130, sd=39} Kg3 {-7.47/14 0.043s, n=50747, sd=48}
81. Be3 {+6.98/13 0.048s, n=39704, sd=49} Kg4 {-7.79/15 0.028s, n=20550, sd=44}
82. Bf4 {+6.97/14 0.023s, n=24703, sd=31} Kh3 {-7.49/15 0.014s, n=21180, sd=40}
83. Bd6 {+7.79/12 0.042s, n=29660, sd=35} Kg4 {-7.49/20 0.014s, n=20431, sd=42}
84. Bf4 {+6.70/12 0.032s, n=24908, sd=37} Kh3 {-7.49/20 0.018s, n=26323, sd=48}
85. Kf5 {+6.68/15 0.015s, n=21688, sd=37} Kg2 {-7.49/21 0.022s, n=21707, sd=42}
86. Ke5 {+6.68/19 0.017s, n=22375, sd=39} Kf3 {-7.49/20 0.015s, n=20309, sd=38}
87. Bg5 {+6.68/19 0.025s, n=20097, sd=39} Kg3 {-7.49/20 0.016s, n=21588, sd=50}
88. Bh6 {+6.66/18 0.043s, n=25566, sd=35} Kf3 {-7.49/23 0.017s, n=24669, sd=34}
89. Kf5 {+6.45/15 0.040s, n=34342, sd=42} Kg3 {-7.49/21 0.024s, n=21548, sd=42}
90. Ke4 {+5.97/14 0.136s, n=72281, sd=48} Kh4 {-7.49/22 0.019s, n=20681, sd=38}
91. Kf5 {+5.97/16 0.029s, n=24321, sd=45} Kg3 {-7.49/25 0.016s, n=22306, sd=42}
92. Ke4 {+5.93/14 0.021s, n=22249, sd=44} Kh4 {-7.49/23 0.025s, n=20164, sd=42}
93. Bd2 {+5.93/15 0.047s, n=27351, sd=42} Kg3 {-7.49/22 0.025s, n=21067, sd=41}
94. Bg5 {+5.34/16 0.135s, n=124607, sd=40} Kg4 {-7.49/21 0.028s, n=23246, sd=39}
95. Bd8 {+5.34/16 0.027s, n=27747, sd=38} Kg3 {-7.49/20 0.033s, n=23494, sd=37}
96. Kf5 {+5.20/15 0.054s, n=40613, sd=36} Kf3 {-7.49/21 0.014s, n=20860, sd=35}
97. Bb6 {+5.20/16 0.020s, n=28361, sd=34} Kg3 {-7.49/23 0.027s, n=28616, sd=33}
98. Be3 {+5.20/19 0.040s, n=23191, sd=32} Kf3 {-7.30/22 0.022s, n=33357, sd=31}
99. Bf4 {+5.20/20 0.019s, n=26981, sd=30} Kg2 {-7.02/17 0.035s, n=26034, sd=29}
100. Bb8 {+5.07/21 0.050s, n=52768, sd=32} Kf3 {-5.98/14 0.050s, n=52313, sd=32}
101. Ba7 {+5.07/22 0.050s, n=33910, sd=26} Kg3 {-5.28/13 0.034s, n=35811, sd=26}
102. Ke4 {+5.07/19 0.050s, n=33514, sd=24} Kg4 {-5.28/14 0.033s, n=33496, sd=28}
103. Be3 {+4.95/14 0.024s, n=33021, sd=31} Kg3 {-5.04/14 0.048s, n=47682, sd=22}
104. Kf5 {+4.98/14 0.021s, n=21996, sd=25} Kf3 {-4.90/14 0.029s, n=33253, sd=19}
105. Bb6 {+4.80/16 0.036s, n=37418, sd=18} Kg3 {-4.55/12 0.031s, n=32953, sd=18}
106. Bd4 {+4.68/15 0.086s, n=85014, sd=19} Kf3 {-4.27/14 0.039s, n=37729, sd=15}
107. Bc5 {+3.81/14 0.030s, n=37328, sd=35} Kg3 {-3.57/13 0.030s, n=38021, sd=16}
108. Bb6 {+3.48/12 0.078s, n=49952, sd=29} Kf3 {-3.85/13 0.019s, n=20738, sd=17}
109. Ba7 {+3.81/15 0.020s, n=22566, sd=33} Kg3 {-4.70/13 0.024s, n=26709, sd=32}
110. Ke4 {+3.86/16 0.018s, n=20638, sd=40} Kg4 {-4.71/15 0.027s, n=20448, sd=36}
111. Kd4 {+4.33/16 0.018s, n=21121, sd=29} Kf4 {-4.69/17 0.030s, n=27697, sd=40}
112. Kc5 {+4.33/19 0.017s, n=21752, sd=34} Ke5 {-5.03/16 0.018s, n=21008, sd=38}
113. Kxb5 {+4.57/20 0.045s, n=26438, sd=35}
Kd6 {-4.65/19 0.017s, n=21814, sd=34}
114. Bb8+ {+4.51/20 0.017s, n=20303, sd=39}
Kd7 {-4.60/19 0.014s, n=20100, sd=31} 115. Bf4 {+4.45/20 0.018s, n=23596, sd=53}
Kc8 {-4.59/19 0.034s, n=26153, sd=37} 116. Kc6 {+4.53/20 0.021s, n=25459, sd=40}
Kd8 {-4.59/23 0.019s, n=28745, sd=44} 117. Kb7 {+4.51/19 0.036s, n=22464, sd=35}
Kd7 {-4.70/20 0.035s, n=20446, sd=39} 118. Bc7 {+4.51/20 0.013s, n=20310, sd=49}
Ke6 {-4.69/20 0.015s, n=20346, sd=39} 119. Kc6 {+4.63/21 0.016s, n=21040, sd=51}
Ke7 {-4.69/22 0.036s, n=21664, sd=35} 120. Ba5 {+4.52/20 0.032s, n=24753, sd=39}
Kf6 {-4.99/14 0.019s, n=22361, sd=34} 121. Kd6 {+5.47/13 0.024s, n=21670, sd=26}
Kf5 {-5.75/15 0.057s, n=34965, sd=41} 122. Bc3 {+5.48/14 0.052s, n=22033, sd=29}
Kf4 {-6.19/12 0.017s, n=21972, sd=33}
123. Be5+ {+5.48/17 0.037s, n=25878, sd=31}
Kg4 {-5.58/15 0.030s, n=27564, sd=43} 124. Kc5 {+5.48/17 0.018s, n=20723, sd=33}
Kf5 {-5.42/14 0.024s, n=20832, sd=35} 125. Kd5 {+5.48/17 0.076s, n=28833, sd=31}
Kg5 {-7.58/13 0.017s, n=23390, sd=39} 126. Ke6 {+5.48/15 0.024s, n=22490, sd=34}
Kg6 {-8.29/18 0.048s, n=41025, sd=39} 127. Bf6 {+5.49/17 0.019s, n=25393, sd=33}
Kh6 {-8.29/19 0.016s, n=25521, sd=43} 128. Kf7 {+5.48/15 0.019s, n=21144, sd=41}
Kh5 {-8.66/20 0.036s, n=26529, sd=37} 129. Bd8 {+5.37/16 0.018s, n=27279, sd=53}
Kh6 {-9.28/16 0.019s, n=25229, sd=49} 130. Be7 {+8.54/15 0.017s, n=22263, sd=42}
Kh5 {-9.28/22 0.014s, n=22127, sd=50} 131. Kf6 {+7.47/15 0.032s, n=34693, sd=41}
Kg4 {-9.10/21 0.028s, n=20907, sd=41} 132. Ke5 {+6.88/13 0.040s, n=39313, sd=51}
Kh5 {-8.48/25 0.043s, n=50405, sd=47} 133. Kf5 {+6.88/15 0.019s, n=23782, sd=61}
Kh6 {-7.64/17 0.034s, n=35843, sd=54}
134. Bf8+ {+6.88/16 0.019s, n=25651, sd=51}
Kh5 {-7.88/16 0.029s, n=22779, sd=44} 135. Bg7 {+6.74/16 0.028s, n=20351, sd=57}
Kh4 {-7.32/16 0.027s, n=23323, sd=51} 136. Be5 {+6.68/17 0.026s, n=26297, sd=47}
Kh5 {-8.23/15 0.023s, n=21428, sd=52} 137. Bf4 {+6.67/19 0.041s, n=30369, sd=47}
Kh4 {-7.09/16 0.022s, n=29315, sd=44} 138. Bd6 {+6.86/20 0.037s, n=26532, sd=41}
Kh5 {-6.83/14 0.024s, n=21074, sd=43} 139. Be7 {+6.54/17 0.079s, n=39860, sd=47}
Kh6 {-6.61/16 0.039s, n=34588, sd=36}
140. Bf8+ {+6.54/18 0.031s, n=21680, sd=47}
Kh5 {-6.60/16 0.018s, n=21957, sd=46} 141. Bc5 {+6.54/20 0.045s, n=20371, sd=45}
Kh6 {-6.60/19 0.017s, n=21056, sd=42} 142. Bd4 {+6.54/21 0.025s, n=20551, sd=37}
Kh5 {-6.56/18 0.034s, n=30765, sd=42} 143. Be3 {+6.54/21 0.045s, n=27315, sd=41}
Kh4 {-6.56/17 0.036s, n=21430, sd=40} 144. Bf4 {+6.54/21 0.029s, n=22712, sd=39}
Kh5 {-6.56/21 0.031s, n=21082, sd=38} 145. Bd2 {+6.54/22 0.017s, n=21263, sd=37}
Kh4 {-6.56/19 0.045s, n=22157, sd=36}
146. Be1+ {+6.54/24 0.019s, n=23963, sd=35}
Kh5 {-6.35/22 0.051s, n=44365, sd=34} 147. Bg3 {+6.54/26 0.017s, n=22494, sd=33}
Kh6 {-6.32/18 0.037s, n=43731, sd=32} 148. Kf6 {+6.54/26 0.038s, n=23817, sd=31}
Kh5 {-6.27/20 0.038s, n=23645, sd=30} 149. Bf4 {+6.44/25 0.044s, n=27811, sd=29}
Kh4 {-6.27/18 0.052s, n=29617, sd=28} 150. Bc1 {+6.44/24 0.042s, n=25986, sd=27}
Kg4 {-5.99/18 0.029s, n=32741, sd=26} 151. Ke5 {+6.30/20 0.031s, n=31951, sd=27}
Kh5 {-5.99/18 0.024s, n=27542, sd=24} 152. Kf5 {+6.30/16 0.055s, n=20693, sd=23}
Kh4 {-5.99/16 0.057s, n=35421, sd=22} 153. Bf4 {+5.43/18 0.076s, n=73692, sd=30}
Kh5 {-5.15/15 0.034s, n=37832, sd=20} 154. Bd2 {+5.18/12 0.032s, n=24320, sd=23}
Kh4 {-5.17/14 0.036s, n=41389, sd=18} 155. Ba5 {+4.48/14 0.124s, n=78793, sd=19}
Kh5 {-4.73/13 0.029s, n=21233, sd=16} 156. Bc3 {+3.92/10 0.048s, n=46645, sd=16}
Kh6 {-3.88/12 0.062s, n=34156, sd=18} 157. Bd4 {+3.01/11 0.041s, n=44437, sd=15}
Kh5 {-3.21/12 0.033s, n=35161, sd=12} 158. Be3 {+2.73/11 0.037s, n=35685, sd=17}
Kh4 {-3.10/12 0.040s, n=26147, sd=18} 159. Ke4 {+2.45/11 0.032s, n=30782, sd=22}
Kh5 {-4.77/14 0.086s, n=37087, sd=27} 160. Kd3 {+4.35/13 0.037s, n=21597, sd=26}
Kg6 {-3.23/17 0.065s, n=31641, sd=38} 161. Kc4 {+4.47/16 0.019s, n=21638, sd=31}
Kf5 {-3.23/17 0.020s, n=22092, sd=41} 162. Kb4 {+4.47/19 0.022s, n=27262, sd=31}
Ke5 {-3.23/18 0.058s, n=28543, sd=41}
163. Kxa4 {+3.75/20 0.081s, n=41235, sd=44}
Kd6 {-3.23/23 0.031s, n=26209, sd=40} 164. Kb3 {+3.75/20 0.018s, n=23344, sd=45}
Kc6 {-3.20/19 0.022s, n=20924, sd=32} 165. a4 {+3.73/22 0.024s, n=22906, sd=35}
Kb7 {-2.32/20 0.048s, n=35144, sd=33} 166. Kb2 {+3.74/23 0.035s, n=22062, sd=33}
Ka6 {-2.07/13 0.028s, n=27543, sd=31} 167. Bd2 {+3.72/23 0.016s, n=20779, sd=36}
Kb7 {-2.07/16 0.040s, n=22736, sd=37} 168. Ka1 {+3.72/21 0.020s, n=21170, sd=30}
Ka7 {-2.07/21 0.018s, n=23012, sd=28} 169. Ba5 {+3.72/24 0.025s, n=22341, sd=31}
Ka6 {-2.07/24 0.021s, n=22625, sd=39} 170. Bc3 {+3.64/22 0.018s, n=21486, sd=35}
Ka7 {-2.07/24 0.032s, n=23004, sd=29} 171. Bd2 {+3.64/22 0.045s, n=21727, sd=37}
Ka6 {-2.07/26 0.037s, n=21804, sd=33} 172. Kb2 {+3.64/24 0.023s, n=20091, sd=35}
Kb7 {-2.07/23 0.026s, n=22607, sd=38} 173. Ka1 {+3.64/25 0.039s, n=22277, sd=40}
Ka7 {-2.07/25 0.023s, n=23482, sd=29} 174. Ba5 {+3.60/22 0.052s, n=22521, sd=32}
Ka6 {-2.07/26 0.024s, n=23133, sd=35} 175. Bc3 {+3.58/23 0.042s, n=25690, sd=29}
Ka7 {-2.07/27 0.024s, n=23020, sd=34} 176. Bd2 {+3.58/22 0.030s, n=21297, sd=32}
Ka6 {-2.07/23 0.028s, n=22069, sd=39}
177. Kb1 {+1.92/25 0.189s, n=120745, sd=33}
Kb6 {-2.07/24 0.039s, n=22926, sd=32} 178. Kc1 {+1.92/23 0.022s, n=21244, sd=26}
Ka7 {-2.07/23 0.025s, n=20658, sd=29} 179. Kc2 {+1.92/24 0.032s, n=20892, sd=33}
Kb7 {-2.07/22 0.046s, n=21682, sd=28} 180. Be3 {+3.45/16 0.022s, n=20363, sd=30}
Ka6 {-2.07/21 0.022s, n=20441, sd=38} 181. Kb3 {+2.79/16 0.079s, n=35194, sd=42}
Ka5 {-2.07/24 0.026s, n=21906, sd=30} 182. Ka3 {+2.79/16 0.061s, n=31715, sd=43}
Ka6 {-2.07/28 0.022s, n=21551, sd=35} 183. Kb4 {+2.82/15 0.080s, n=46780, sd=39}
Kb7 {-2.07/26 0.040s, n=22106, sd=45} 184. Kb5 {+2.82/13 0.054s, n=42794, sd=25}
Ka8 {-3.24/11 0.032s, n=28669, sd=32} 185. Ka6 {+2.79/12 0.080s, n=71844, sd=41}
Kb8 {-3.25/12 0.044s, n=21917, sd=25} 186. Bc5 {+2.79/13 0.028s, n=29085, sd=43}
Ka8 {-3.25/14 0.043s, n=28622, sd=33} 187. Be3 {+2.78/13 0.060s, n=31502, sd=33}
Kb8 {-3.25/15 0.037s, n=32877, sd=46} 188. Bc5 {+2.73/9 0.021s, n=25144, sd=23}
Ka8 {-3.25/15 0.036s, n=22754, sd=42} 189. Bf2 {+2.77/13 0.061s, n=34861, sd=42}
Kb8 {-3.25/16 0.059s, n=29767, sd=58} 190. Be3 {+3.04/13 0.060s, n=28063, sd=39}
Ka8 {-3.56/18 0.047s, n=47273, sd=50} 191. Bc5 {+2.79/11 0.062s, n=48065, sd=37}
Kb8 {-3.56/19 0.020s, n=22820, sd=48} 192. Kb6 {+2.78/10 0.024s, n=25252, sd=32}
Ka8 {-3.45/20 0.028s, n=21887, sd=46} 193. Be3 {+2.79/11 0.067s, n=31847, sd=30}
Kb8 {-4.39/19 0.016s, n=24245, sd=44} 194. Bf2 {+2.79/15 0.038s, n=38969, sd=37}
Ka8 {-3.56/20 0.037s, n=29763, sd=50} 195. Kc6 {+2.77/15 0.078s, n=74151, sd=33}
Kb8 {-3.56/18 0.017s, n=20463, sd=60} 196. Kb5 {+2.77/13 0.030s, n=28614, sd=35}
Kb7 {-4.39/14 0.023s, n=22372, sd=38} 197. Bc5 {+2.77/16 0.018s, n=22428, sd=37}
Ka8 {-3.58/15 0.018s, n=21377, sd=32}
198. Kb6 {+2.68/16 0.136s, n=105944, sd=41}
Kb8 {-3.56/14 0.029s, n=22594, sd=32} 199. Bf2 {+2.68/12 0.027s, n=26577, sd=40}
Ka8 {-3.58/15 0.018s, n=21167, sd=36} 200. Ka6 {+2.68/13 0.038s, n=36044, sd=49}
Kb8 {-3.01/14 0.075s, n=56927, sd=36} 201. Bb6 {+2.68/13 0.033s, n=28731, sd=31}
Ka8 {-3.01/12 0.050s, n=35822, sd=28} 202. Ba5 {+2.74/14 0.070s, n=69972, sd=39}
Kb8 {-3.01/13 0.043s, n=30811, sd=52} 203. Bb6 {+2.72/11 0.024s, n=24798, sd=25}
Ka8 {-3.01/11 0.071s, n=44012, sd=54} 204. Bc5 {+2.68/10 0.049s, n=43574, sd=21}
Kb8 {-3.06/13 0.038s, n=39314, sd=34} 205. Kb6 {+2.71/13 0.092s, n=76968, sd=37}
Ka8 {-3.06/14 0.023s, n=21073, sd=28} 206. a3 {+2.59/11 0.022s, n=22096, sd=33}
Kb8 {-3.28/13 0.019s, n=20638, sd=33} 207. Ka6 {+2.71/12 0.050s, n=33168, sd=27}
Ka8 {-3.28/17 0.023s, n=29750, sd=49} 208. Bb6 {+2.80/13 0.138s, n=87409, sd=31}
Kb8 {-3.28/17 0.015s, n=21166, sd=56}
209. Ba7+ {+2.80/14 0.037s, n=22486, sd=37}
Ka8 {-4.06/19 0.032s, n=20222, sd=58} 210. Bc5 {+2.85/15 0.079s, n=45738, sd=61}
Kb8 {-3.31/18 0.024s, n=24668, sd=49} 211. Be3 {+3.14/14 0.021s, n=23325, sd=97}
Ka8 {-3.42/19 0.018s, n=20027, sd=52} 212. Kb6 {+3.04/16 0.034s, n=28154, sd=81}
Kb8 {-3.30/21 0.040s, n=25245, sd=56} 213. Bf2 {+3.04/20 0.068s, n=36796, sd=56}
Ka8 {-3.30/20 0.041s, n=21068, sd=66} 214. Be3 {+3.12/15 0.032s, n=20198, sd=53}
Kb8 {-3.30/22 0.047s, n=20136, sd=60} 215. Bf2 {+3.04/15 0.037s, n=22411, sd=37}
Ka8 {-3.30/21 0.059s, n=24549, sd=56} 216. Bc5 {+2.90/16 0.086s, n=36555, sd=61}
Kb8 {-3.30/23 0.060s, n=21164, sd=64} 217. Bd4 {+2.90/14 0.032s, n=24824, sd=55}
Ka8 {-3.30/23 0.036s, n=23601, sd=61} 218. Ka6 {+2.98/15 0.042s, n=34732, sd=55}
Kb8 {-3.30/20 0.031s, n=20968, sd=68} 219. Bf2 {+2.98/14 0.021s, n=20455, sd=55}
Ka8 {-3.30/20 0.029s, n=20625, sd=54}
220. Bb6 {+2.17/13 0.186s, n=134572, sd=57}
Kb8 {-3.70/20 0.016s, n=20249, sd=68}
221. Ba7+ {+2.17/11 0.029s, n=26011, sd=51}
Ka8 {-3.53/16 0.030s, n=23587, sd=52} 222. Bd4 {+2.17/11 0.026s, n=22764, sd=49}
Kb8 {-3.30/18 0.026s, n=20587, sd=46} 223. Bf2 {+2.17/11 0.058s, n=49636, sd=81}
Ka8 {-3.30/20 0.033s, n=20533, sd=68} 224. Be3 {+2.32/13 0.059s, n=46840, sd=61}
Kb8 {-3.30/18 0.066s, n=22605, sd=70} 225. Bb6 {+2.31/13 0.047s, n=29874, sd=47}
Ka8 {-3.30/18 0.031s, n=24307, sd=52} 226. a5 {+2.30/12 0.044s, n=33543, sd=59}
Kb8 {-3.74/13 0.025s, n=20864, sd=42} 227. Bg1 {+2.30/14 0.042s, n=20658, sd=53}
Ka8 {-3.31/18 0.034s, n=22467, sd=49} 228. Be3 {+2.30/13 0.045s, n=29331, sd=53}
Kb8 {-4.28/20 0.030s, n=33179, sd=57}
229. Ba7+ {+2.15/13 0.149s, n=98888, sd=45}
Ka8 {-4.31/17 0.047s, n=26206, sd=53} 230. Bc5 {+2.76/11 0.040s, n=35003, sd=69}
Kb8 {-4.99/23 0.026s, n=37866, sd=86} 231. Bb6 {+2.46/12 0.157s, n=98158, sd=37}
Ka8 {-4.58/20 0.039s, n=29102, sd=56} 232. Bd4 {+2.57/14 0.016s, n=20283, sd=61}
Kb8 {-3.38/20 0.044s, n=44755, sd=60} 233. Kb6 {+2.43/12 0.069s, n=66036, sd=65}
Ka8 {-3.38/20 0.019s, n=23830, sd=57} 234. Bb2 {+2.43/14 0.033s, n=20014, sd=65}
Kb8 {-3.38/18 0.018s, n=20289, sd=54} 235. Bc3 {+3.35/17 0.032s, n=25919, sd=71}
Ka8 {-3.38/20 0.047s, n=22435, sd=62} 236. Ka6 {+3.41/19 0.024s, n=23269, sd=57}
Kb8 {-3.38/22 0.069s, n=22069, sd=66} 237. Bd2 {+3.93/17 0.028s, n=20329, sd=73}
Ka8 {-3.38/25 0.031s, n=20851, sd=68} 238. Be1 {+3.93/18 0.015s, n=23283, sd=61}
Kb8 {-4.24/26 0.018s, n=22380, sd=70} 239. Kb6 {+3.41/16 0.028s, n=22110, sd=47}
Ka8 {-3.38/20 0.048s, n=23007, sd=49} 240. Bf2 {+3.48/20 0.030s, n=23288, sd=57}
Kb8 {-3.38/23 0.049s, n=22050, sd=70} 241. Bd4 {+3.48/20 0.016s, n=23574, sd=61}
Ka8 {-3.38/22 0.032s, n=21724, sd=68} 242. Ka6 {+2.80/16 0.042s, n=25263, sd=53}
Kb8 {-3.38/23 0.026s, n=20768, sd=68} 243. Bb2 {+2.91/12 0.021s, n=22155, sd=47}
Ka8 {-3.91/25 0.022s, n=22485, sd=66} 244. Bf6 {+4.39/16 0.066s, n=37746, sd=75}
Kb8 {-3.91/18 0.024s, n=23618, sd=61} 245. Bd4 {+3.44/12 0.023s, n=25137, sd=53}
Ka8 {-3.91/19 0.028s, n=21293, sd=57} 246. Kb6 {+4.57/14 0.029s, n=26885, sd=79}
Kb8 {-3.91/22 0.036s, n=21577, sd=58} 247. Be3 {+3.02/12 0.040s, n=25862, sd=57}
Ka8 {-3.38/21 0.029s, n=30466, sd=58} 248. Ka6 {+2.61/13 0.084s, n=41238, sd=89}
Kb8 {-3.38/20 0.022s, n=20606, sd=56} 249. Bd2 {+2.59/14 0.051s, n=37205, sd=79}
Ka8 {-3.38/21 0.028s, n=22239, sd=84} 250. Be1 {+2.59/12 0.042s, n=21367, sd=45}
Kb8 {-3.38/16 0.036s, n=27487, sd=50} 251. Bc3 {+2.72/16 0.047s, n=20803, sd=55}
Ka8 {-3.41/17 0.021s, n=21050, sd=50} 252. Bd2 {+3.69/17 0.020s, n=20044, sd=49}
Kb8 {-3.93/19 0.039s, n=21055, sd=48} 253. Be1 {+2.64/19 0.030s, n=26689, sd=47}
Ka8 {-3.41/18 0.021s, n=21528, sd=46} 254. Kb6 {+2.64/13 0.053s, n=25811, sd=37}
Kb8 {-3.93/18 0.026s, n=30803, sd=52} 255. Bb4 {+2.67/14 0.031s, n=30375, sd=49}
Ka8 {-3.42/16 0.022s, n=22238, sd=44} 256. Be7 {+2.70/16 0.037s, n=25267, sd=51}
Kb8 {-3.47/17 0.039s, n=23934, sd=40} 257. Ka6 {+3.53/16 0.047s, n=38530, sd=59}
Ka8 {-3.47/18 0.056s, n=22335, sd=38} 258. Bb4 {+2.90/13 0.030s, n=30360, sd=41}
Kb8 {-3.42/18 0.047s, n=24146, sd=40} 259. Be7 {+3.48/9 0.029s, n=24091, sd=43}
Ka8 {-4.34/15 0.032s, n=20577, sd=96} 260. Bf6 {+2.76/15 0.085s, n=38068, sd=54}
Kb8 {-3.42/14 0.026s, n=27421, sd=42} 261. Bg7 {+2.73/11 0.024s, n=21036, sd=71}
Ka8 {-3.42/16 0.044s, n=20202, sd=42} 262. Bf8 {+2.72/13 0.054s, n=46058, sd=47}
Kb8 {-3.98/19 0.033s, n=24123, sd=84} 263. Bg7 {+2.72/12 0.027s, n=24633, sd=55}
Ka8 {-4.69/18 0.064s, n=44758, sd=80} 264. Kb6 {+2.72/13 0.057s, n=43993, sd=53}
Kb8 {-4.69/15 0.058s, n=34955, sd=40} 265. Bb2 {+3.46/14 0.017s, n=21064, sd=59}
Ka8 {-2.63/15 0.019s, n=20423, sd=28} 266. Bf6 {+2.83/14 0.055s, n=27470, sd=41}
Kb8 {-2.62/14 0.078s, n=36299, sd=66} 267. Bg7 {+3.74/16 0.030s, n=26853, sd=77}
Ka8 {-1.41/13 0.093s, n=63634, sd=44} 268. a6 {+3.16/14 0.046s, n=20121, sd=65}
Kb8 {-1.83/11 0.055s, n=20462, sd=14}
269. Be5+ {+3.74/17 0.028s, n=21842, sd=51}
Ka8 {-1.84/14 0.059s, n=37073, sd=22} 270. Bc3 {+3.07/15 0.059s, n=21954, sd=41}
Kb8 {-2.30/14 0.033s, n=22775, sd=25}
271. Be5+ {+3.85/16 0.023s, n=23245, sd=59}
Ka8 {-1.81/13 0.056s, n=44657, sd=30} 272. Bc3 {+3.01/16 0.032s, n=21374, sd=39}
Kb8 {-1.23/10 0.071s, n=47348, sd=18} 273. Bb4 {+3.07/20 0.030s, n=28207, sd=55}
Ka8 {-1.67/11 0.035s, n=21632, sd=26} 274. Kc7 {+3.07/16 0.047s, n=21081, sd=49}
Ka7 {-1.67/11 0.078s, n=33244, sd=40} 275. Bd6 {+3.07/18 0.021s, n=20688, sd=47}
Ka8 {-1.67/13 0.070s, n=30720, sd=38} 276. Bg3 {+3.14/19 0.021s, n=20141, sd=55}
Ka7 {-1.67/13 0.060s, n=25765, sd=36} 277. Bh4 {+3.79/21 0.034s, n=23904, sd=71}
Ka8 {-2.07/15 0.027s, n=25355, sd=34} 278. Bg5 {+3.07/17 0.089s, n=30605, sd=53}
Ka7 {-1.83/17 0.035s, n=28563, sd=42} 279. Bf6 {+3.10/18 0.036s, n=20722, sd=55}
Ka8 {-2.11/18 0.052s, n=22297, sd=40} 280. Be7 {+3.45/19 0.027s, n=22188, sd=51}
Ka7 {-2.11/15 0.056s, n=25585, sd=40} 281. Bf8 {+3.27/17 0.043s, n=20181, sd=63}
Ka8 {-2.11/17 0.071s, n=31705, sd=34} 282. Be7 {+3.11/16 0.059s, n=23073, sd=65}
Ka7 {-2.03/18 0.069s, n=37699, sd=46} 283. Bf8 {+3.22/14 0.057s, n=22508, sd=57}
Ka8 {-2.09/16 0.039s, n=21663, sd=38} 284. Bg7 {+3.27/13 0.065s, n=25109, sd=45}
Ka7 {-2.55/20 0.028s, n=21330, sd=58} 285. Be5 {+3.27/16 0.021s, n=20317, sd=47}
Ka8 {-2.14/20 0.052s, n=21109, sd=42} 286. Bc3 {+3.27/18 0.020s, n=24958, sd=57}
Ka7 {-2.14/25 0.039s, n=30673, sd=45} 287. Bb4 {+3.27/17 0.029s, n=20943, sd=47}
Ka8 {-2.14/25 0.025s, n=21972, sd=54} 288. Bf8 {+3.27/15 0.027s, n=24219, sd=49}
Ka7 {-2.14/27 0.053s, n=22363, sd=48} 289. Be7 {+3.27/15 0.024s, n=21264, sd=59}
Ka8 {-2.14/26 0.030s, n=20538, sd=52} 290. Kb6 {+3.27/17 0.023s, n=20681, sd=57}
Kb8 {-2.14/22 0.042s, n=20273, sd=56} 291. Bf8 {+3.33/17 0.044s, n=21392, sd=53}
Ka8 {-2.14/24 0.029s, n=23517, sd=54} 292. Bc5 {+3.33/21 0.037s, n=22561, sd=53}
Kb8 {-2.14/24 0.051s, n=24547, sd=52} 293. Bb4 {+3.54/22 0.037s, n=33200, sd=51}
Ka8 {-2.14/22 0.041s, n=22825, sd=50} 294. Kc7 {+3.25/15 0.046s, n=27661, sd=39}
Ka7 {-2.14/22 0.025s, n=21592, sd=56} 295. Bd2 {+3.65/14 0.053s, n=25089, sd=43}
Ka8 {-3.39/22 0.026s, n=21974, sd=46} 296. Bf4 {+3.73/15 0.023s, n=20666, sd=45}
Ka7 {-3.84/21 0.057s, n=25617, sd=44} 297. Bh2 {+3.54/14 0.024s, n=21255, sd=41}
Ka8 {-2.14/19 0.025s, n=22704, sd=42} 298. Bg3 {+2.05/18 0.131s, n=92422, sd=49}
Ka7 {-2.14/20 0.043s, n=21104, sd=40} 299. Kc6 {+2.47/13 0.035s, n=27324, sd=39}
Ka8 {-2.44/18 0.055s, n=20979, sd=38} 300. a7 {+2.45/14 0.053s, n=22399, sd=35}
Kxa7 {-2.08/13 0.050s, n=22128, sd=16}
301. Be5 {+3.41/12 0.030s, n=20884, sd=59} Ka8 {-2.08/17 0.052s, n=33257, sd=40}
302. Kc7 {+3.47/14 0.048s, n=28709, sd=83} Ka7 {-2.44/20 0.015s, n=20189, sd=44}
303. Kc6 {+3.47/12 0.015s, n=20761, sd=71} Ka8 {-2.56/19 0.041s, n=20899, sd=52}
304. Kc7 {+2.86/12 0.068s, n=27937, sd=49} Ka7 {-2.09/16 0.054s, n=30571, sd=40}
305. Bf6 {+2.86/14 0.051s, n=26100, sd=59} Ka8 {-3.54/20 0.028s, n=22689, sd=62}
306. Kb6 {+2.87/17 0.060s, n=21969, sd=89} Kb8 {-3.17/21 0.023s, n=20978, sd=66}
307. Bh4 {+2.87/17 0.026s, n=20209, sd=55} Ka8 {-2.44/17 0.022s, n=20720, sd=48}
308. Ka6 {+2.89/18 0.043s, n=20108, sd=63} Kb8 {-2.43/19 0.042s, n=21378, sd=57}
309. Be7 {+2.92/16 0.043s, n=21340, sd=55} Ka8 {-2.87/22 0.023s, n=21895, sd=69}
310. Bg5 {+2.92/15 0.022s, n=20186, sd=55} Kb8 {-2.30/19 0.099s, n=39570, sd=54}
311. Bh4 {+3.55/18 0.036s, n=28845, sd=57} Ka8 {-3.82/25 0.051s, n=21240, sd=79}
312. Be1 {+3.55/14 0.023s, n=22469, sd=65} Kb8 {-3.23/17 0.036s, n=20761, sd=68}
313. Kb6 {+3.68/16 0.056s, n=28523, sd=76} Ka8 {-2.37/19 0.024s, n=20040, sd=50}
314. Bb4 {+3.75/15 0.037s, n=20931, sd=69} Kb8 {-3.44/22 0.031s, n=22040, sd=46}
315. Be7 {+3.17/14 0.067s, n=20911, sd=53} Ka8 {-2.71/17 0.022s, n=20751, sd=50}
316. Bh4 {+2.32/13 0.062s, n=30586, sd=78} Kb8 {-2.85/21 0.068s, n=25072, sd=50}
317. Ka6 {+2.18/12 0.046s, n=25219, sd=51} Ka8 {-2.74/18 0.033s, n=21228, sd=54}
318. Be7 {+2.63/13 0.076s, n=25508, sd=51} Kb8 {-3.95/18 0.021s, n=21119, sd=48}
319. Kb6 {+2.63/13 0.042s, n=23239, sd=64} Ka8 {-2.75/20 0.051s, n=22339, sd=58}
320. Bb4 {+2.63/16 0.024s, n=23887, sd=53} Kb8 {-4.44/18 0.026s, n=20979, sd=50}
321. Bc3 {+2.87/15 0.033s, n=29638, sd=47} Ka8 {-2.75/21 0.044s, n=24361, sd=48}
322. Bb2 {+2.79/19 0.044s, n=24317, sd=55} Kb8 {-3.96/21 0.027s, n=22872, sd=52}
323. Bd4 {+2.91/16 0.029s, n=22461, sd=53} Ka8 {-3.52/19 0.040s, n=21113, sd=54}
324. Bc5 {+2.87/15 0.052s, n=25544, sd=53} Kb8 {-2.89/21 0.030s, n=23874, sd=53}
325. Ka6 {+2.79/12 0.058s, n=23129, sd=59} Ka8 {-4.03/22 0.048s, n=22615, sd=51}
326. Kb6 {+2.59/12 0.056s, n=36485, sd=35} Kb8 {-2.50/16 0.044s, n=24511, sd=48}
327. Ka6 {+2.77/14 0.038s, n=33156, sd=55} Ka8 {-4.03/18 0.038s, n=29698, sd=40}
328. Bd4 {+2.83/14 0.034s, n=33418, sd=46} Kb8 {-2.67/17 0.043s, n=20899, sd=45}
329. Kb6 {+3.69/13 0.070s, n=37564, sd=39} Ka8 {-2.67/18 0.035s, n=21212, sd=43}
330. Bf6 {+2.27/14 0.040s, n=23895, sd=39} Kb8 {-4.03/18 0.035s, n=27770, sd=41}
331. Bg5 {+2.81/12 0.034s, n=28318, sd=40} Ka8 {-2.58/18 0.038s, n=25921, sd=39}
332. Kc7 {+1.96/11 0.030s, n=21005, sd=35} Ka7 {-2.58/21 0.036s, n=26023, sd=37}
333. Bf6 {+2.94/13 0.063s, n=25678, sd=36} Ka8 {-2.58/17 0.036s, n=20460, sd=35}
334. Bh4 {+1.78/13 0.051s, n=20910, sd=34} Ka7 {-2.07/15 0.050s, n=22808, sd=38}
335. Be7 {+1.80/14 0.040s, n=30999, sd=39} Ka8 {-2.07/17 0.061s, n=42682, sd=42}
336. Bf6 {+2.35/14 0.029s, n=20918, sd=33} Ka7 {-3.52/15 0.042s, n=22624, sd=29}
337. Bg5 {+3.55/15 0.023s, n=21332, sd=35} Ka8 {-1.82/17 0.073s, n=36074, sd=46}
338. Kb6 {+3.09/13 0.031s, n=24567, sd=31} Kb8 {-1.82/15 0.044s, n=32900, sd=32}
339. Bf6 {+3.41/14 0.062s, n=39362, sd=33} Ka8 {-2.63/17 0.046s, n=36632, sd=50}
340. Bg5 {+3.55/12 0.035s, n=24918, sd=41}
Kb8 {-1.27/15 0.159s, n=106361, sd=37}
341. Bf6 {+1.96/14 0.040s, n=22594, sd=39} Ka8 {-1.27/13 0.035s, n=26724, sd=62}
342. Be7 {+1.91/14 0.045s, n=24720, sd=39} Kb8 {-1.27/15 0.029s, n=23220, sd=60}
343. Bg5 {+2.38/16 0.031s, n=25802, sd=47} Ka8 {-1.27/16 0.165s, n=75918, sd=46}
344. Be3 {+1.69/14 0.097s, n=73529, sd=57} Kb8 {-1.27/14 0.058s, n=41029, sd=64}
345. Bc1 {+1.69/13 0.029s, n=20436, sd=53} Ka8 {-1.27/15 0.044s, n=21004, sd=62}
346. Bb2 {+1.69/14 0.043s, n=23645, sd=77} Kb8 {-1.27/18 0.048s, n=21900, sd=56}
347. Bc3 {+1.69/15 0.056s, n=22152, sd=77} Ka8 {-1.27/19 0.046s, n=22532, sd=62}
348. a4 {+1.69/17 0.071s, n=22371, sd=73} Kb8 {-2.06/19 0.062s, n=21373, sd=82}
349. Ka6 {+1.69/16 0.044s, n=22255, sd=55} Ka8 {-2.11/23 0.029s, n=21478, sd=66}
350. Bg7 {+1.81/17 0.032s, n=28667, sd=63} Kb8 {-3.06/22 0.062s, n=20338, sd=62}
351. Bb2 {+1.81/15 0.045s, n=23753, sd=53} Ka8 {-2.40/18 0.034s, n=20247, sd=50}
352. Kb6 {+1.81/16 0.025s, n=28280, sd=93} Kb8 {-2.11/19 0.057s, n=27616, sd=52}
353. Bc1 {+1.81/16 0.036s, n=20437, sd=85} Ka8 {-2.81/23 0.047s, n=20796, sd=70}
354. Bg5 {+1.81/20 0.028s, n=22816, sd=73} Kb8 {-2.11/21 0.019s, n=21969, sd=58}
355. Bd2 {+1.81/16 0.020s, n=22267, sd=79} Ka8 {-2.11/24 0.036s, n=23948, sd=72}
356. Bc3 {+1.92/18 0.027s, n=21682, sd=73} Kb8 {-2.11/22 0.041s, n=20072, sd=64}
357. Ka6 {+1.86/17 0.025s, n=24214, sd=55} Ka8 {-2.16/22 0.024s, n=23625, sd=72}
358. Bg7 {+1.85/16 0.056s, n=22351, sd=57} Kb8 {-2.11/19 0.038s, n=21057, sd=54}
359. Bh6 {+1.81/17 0.026s, n=22883, sd=59} Ka8 {-2.11/24 0.024s, n=21557, sd=65}
360. Bf8 {+1.44/19 0.165s, n=94774, sd=199}
Kb8 {-2.11/23 0.030s, n=22332, sd=72}
361. Kb6 {+1.44/15 0.049s, n=22389, sd=115}
Ka8 {-2.11/22 0.025s, n=22318, sd=74}
362. Bh6 {+1.44/16 0.045s, n=26892, sd=105}
Kb8 {-3.48/19 0.043s, n=20129, sd=70}
363. Ka6 {+0.32/11 0.256s, n=178539, sd=181}
Ka8 {-2.15/19 0.072s, n=20671, sd=50}
364. Bf8 {+0.32/12 0.054s, n=27051, sd=111}
Kb8 {-1.48/16 0.033s, n=28431, sd=50} 365. Kb6 {+0.32/14 0.036s, n=25786, sd=87}
Ka8 {-3.34/17 0.042s, n=21247, sd=78} 366. Bc5 {+0.32/16 0.089s, n=58784, sd=75}
Kb8 {-3.34/18 0.024s, n=22624, sd=56} 367. Bd4 {+0.37/12 0.035s, n=24084, sd=55}
Ka8 {-3.34/23 0.046s, n=20236, sd=62}
368. Ka6 {+2.37/14 0.037s, n=28660, sd=165}
Kb8 {-3.35/20 0.026s, n=23732, sd=60} 369. Bf6 {+1.26/12 0.049s, n=21116, sd=61}
Ka8 {-3.48/21 0.036s, n=20404, sd=58} 370. Kb6 {+1.26/14 0.026s, n=25493, sd=48}
Kb8 {-3.48/21 0.045s, n=21973, sd=60} 371. a5 {+0.42/14 0.085s, n=32187, sd=50}
Ka8 {-3.21/18 0.025s, n=21109, sd=49} 372. Bb2 {+0.42/18 0.022s, n=22471, sd=55}
Kb8 {-3.21/20 0.019s, n=20862, sd=61} 373. Ba3 {+0.51/18 0.038s, n=21502, sd=67}
Ka8 {-3.21/24 0.041s, n=21932, sd=93} 374. Bc5 {+1.16/17 0.035s, n=20600, sd=67}
Kb8 {-3.46/21 0.024s, n=20006, sd=74} 375. Bd4 {+0.52/17 0.055s, n=20413, sd=57}
Ka8 {-3.21/21 0.035s, n=30578, sd=74} 376. Ka6 {+0.52/18 0.045s, n=21628, sd=59}
Kb8 {-3.21/19 0.040s, n=21866, sd=69} 377. Bb2 {+0.52/17 0.030s, n=20353, sd=81}
Ka8 {-3.21/23 0.018s, n=22048, sd=64} 378. Ba3 {+0.52/18 0.044s, n=22239, sd=81}
Kb8 {-3.21/24 0.049s, n=21969, sd=64} 379. Bc1 {+0.52/15 0.036s, n=23067, sd=83}
Ka8 {-3.21/25 0.030s, n=20988, sd=82} 380. Bd2 {+0.52/19 0.031s, n=22619, sd=81}
Kb8 {-3.21/26 0.049s, n=21148, sd=72} 381. Be1 {+0.52/18 0.028s, n=20057, sd=61}
Ka8 {-3.21/28 0.018s, n=20865, sd=76} 382. Kb6 {+0.52/21 0.044s, n=21318, sd=71}
Kb8 {-3.21/27 0.041s, n=22003, sd=78} 383. Bd2 {+0.52/20 0.038s, n=21826, sd=69}
Ka8 {-3.21/29 0.026s, n=21977, sd=76} 384. Bg5 {+0.52/21 0.040s, n=22920, sd=75}
Kb8 {-3.21/27 0.035s, n=20236, sd=74} 385. Bc1 {+0.60/19 0.041s, n=30083, sd=67}
Ka8 {-3.21/28 0.033s, n=21727, sd=72} 386. Bb2 {+0.60/20 0.018s, n=21051, sd=61}
Kb8 {-3.34/25 0.056s, n=26771, sd=70} 387. Bg7 {+0.60/20 0.020s, n=20410, sd=63}
Ka8 {-3.34/24 0.034s, n=20032, sd=68} 388. Bf6 {+0.60/18 0.054s, n=24209, sd=67}
Kb8 {-3.54/26 0.033s, n=22168, sd=66} 389. Bd8 {+0.60/17 0.030s, n=20218, sd=65}
Ka8 {-3.50/20 0.028s, n=25509, sd=54} 390. Ka6 {+0.60/18 0.047s, n=24155, sd=61}
Kb8 {-3.50/20 0.032s, n=21155, sd=58} 391. Bh4 {+0.60/19 0.041s, n=20335, sd=61}
Ka8 {-1.48/22 0.065s, n=38872, sd=60}
392. Bf6 {+0.66/18 0.054s, n=25154, sd=103}
Kb8 {-1.48/18 0.027s, n=20842, sd=58} 393. Bb2 {+0.66/16 0.031s, n=21068, sd=57}
Ka8 {-1.48/19 0.047s, n=21703, sd=56} 394. Bc3 {+0.66/16 0.026s, n=20209, sd=55}
Kb8 {-1.48/20 0.049s, n=22284, sd=54} 395. Bd2 {+0.66/18 0.051s, n=20009, sd=53}
Ka8 {-1.48/20 0.038s, n=20996, sd=52} 396. Bc1 {+0.66/19 0.030s, n=20855, sd=51}
Kb8 {-1.48/20 0.072s, n=20485, sd=50} 397. Kb6 {+1.19/19 0.062s, n=21979, sd=49}
Ka8 {-1.48/21 0.036s, n=21521, sd=48} 398. Bh6 {+0.98/18 0.031s, n=22870, sd=47}
Kb8 {-1.48/19 0.057s, n=20291, sd=46} 399. Bd2 {+0.56/18 0.078s, n=49353, sd=77}
Ka8 {-1.48/21 0.049s, n=22110, sd=44} 400. Ka6 {+0.46/15 0.036s, n=24711, sd=79}
Kb8 {-1.48/20 0.080s, n=30359, sd=42} 401. Be1 {+2.66/13 0.040s, n=23276, sd=89}
Ka8 {-1.48/19 0.055s, n=22380, sd=40} 402. Bf2 {+0.69/14 0.032s, n=24434, sd=55}
Kb8 {-3.08/18 0.080s, n=32955, sd=49} 403. Bd4 {+0.69/14 0.038s, n=24774, sd=61}
Ka8 {-2.40/16 0.070s, n=28652, sd=36} 404. Kb6 {+0.69/15 0.026s, n=22932, sd=65}
Kb8 {-1.04/16 0.111s, n=55459, sd=74} 405. Bf6 {+0.69/15 0.058s, n=22463, sd=39}
Ka8 {-1.58/15 0.079s, n=32709, sd=54} 406. Bg7 {+0.58/12 0.062s, n=39427, sd=97}
Kb8 {-1.04/17 0.038s, n=25278, sd=30} 407. Ba1 {+0.50/13 0.067s, n=44655, sd=77}
Ka8 {-1.06/15 0.082s, n=23174, sd=28} 408. Bd4 {+0.50/12 0.048s, n=23504, sd=39}
Kb8 {-0.92/14 0.079s, n=37671, sd=42} 409. Bg1 {+0.50/12 0.098s, n=41841, sd=47}
Ka8 {-1.61/15 0.037s, n=24417, sd=46} 410. Bf2 {+0.50/14 0.041s, n=27702, sd=69}
Kb8 {-1.44/12 0.032s, n=23800, sd=34} 411. Bc5 {+0.50/15 0.046s, n=21222, sd=55}
Ka8 {-0.92/14 0.106s, n=69718, sd=40} 412. Be3 {+0.54/14 0.065s, n=21034, sd=96}
Kb8 {-0.92/12 0.038s, n=26687, sd=42} 413. Bh6 {+0.54/15 0.072s, n=23389, sd=57}
Ka8 {-0.92/14 0.106s, n=23870, sd=42} 414. Bg7 {+2.66/11 0.120s, n=45851, sd=49}
Kb8 {-0.92/13 0.089s, n=24251, sd=50} 415. Bb2 {+0.47/12 0.075s, n=22819, sd=55}
Ka8 {-0.92/15 0.047s, n=24678, sd=48} 416. Ba3 {+0.47/16 0.054s, n=23538, sd=45}
Kb8 {-0.92/20 0.054s, n=20436, sd=46} 417. Bc5 {+0.49/17 0.031s, n=20271, sd=61}
Ka8 {-0.92/20 0.051s, n=20712, sd=36} 418. Be3 {+0.47/16 0.052s, n=20699, sd=51}
Kb8 {-0.92/25 0.039s, n=20139, sd=47}
419. Bf4+ {+0.47/20 0.039s, n=25206, sd=71}
Ka8 {-0.92/26 0.039s, n=24789, sd=46} 420. Bh6 {+0.87/21 0.049s, n=24139, sd=63}
Kb8 {-0.92/25 0.047s, n=20418, sd=36} 421. a6 {+0.51/19 0.047s, n=21368, sd=39}
Ka8 {-0.92/30 0.032s, n=21630, sd=44} 422. Be3 {+0.92/18 0.034s, n=22157, sd=54}
Kb8 {-0.92/27 0.022s, n=21596, sd=42} 423. Ka5 {+0.55/19 0.049s, n=24388, sd=43}
Ka8 {-0.92/29 0.030s, n=22061, sd=47} 424. Bf4 {+0.55/20 0.045s, n=20625, sd=53}
Ka7 {-0.92/28 0.035s, n=21798, sd=37} 425. Kb5 {+0.55/21 0.059s, n=21228, sd=53}
Ka8 {-0.92/30 0.048s, n=21097, sd=50} 426. Bg3 {+0.55/21 0.043s, n=20139, sd=55}
Ka7 {-0.92/28 0.024s, n=20318, sd=42} 427. Ka5 {+0.55/22 0.024s, n=20892, sd=61}
Ka8 {-0.92/31 0.023s, n=23104, sd=48} 428. Bf2 {+0.55/25 0.044s, n=21987, sd=55}
Kb8 {-0.92/26 0.032s, n=22175, sd=54} 429. Bc5 {+0.55/25 0.027s, n=22707, sd=57}
Ka8 {-0.92/27 0.025s, n=21063, sd=50} 430. Kb5 {+0.55/22 0.025s, n=24175, sd=63}
Kb8 {-0.92/27 0.035s, n=21551, sd=48} 431. Be3 {+0.55/21 0.038s, n=21173, sd=63}
Ka8 {-0.92/28 0.059s, n=22366, sd=46} 432. Ka4 {+0.55/22 0.030s, n=20097, sd=61}
Kb8 {-0.92/24 0.039s, n=21185, sd=54} 433. Bc5 {+1.95/22 0.032s, n=20589, sd=61}
Ka8 {-0.92/25 0.023s, n=21638, sd=53} 434. Bf2 {+1.81/15 0.039s, n=24089, sd=55}
Kb8 {-0.92/27 0.021s, n=20921, sd=51} 435. Ka5 {+1.04/15 0.026s, n=21350, sd=45}
Ka8 {-0.92/26 0.038s, n=21002, sd=50} 436. Bd4 {+1.54/18 0.035s, n=23683, sd=51}
Kb8 {-0.92/28 0.022s, n=21904, sd=43} 437. Bc5 {+0.95/16 0.040s, n=25723, sd=47}
Ka8 {-0.92/28 0.023s, n=21912, sd=53} 438. Kb5 {+0.95/20 0.050s, n=21039, sd=51}
Kb8 {-0.92/27 0.045s, n=20270, sd=55} 439. Ka4 {+0.60/15 0.043s, n=25450, sd=49}
Ka8 {-0.92/28 0.044s, n=22367, sd=51} 440. Bf2 {+0.64/14 0.034s, n=24805, sd=49}
Kb8 {-0.92/28 0.027s, n=21654, sd=62} 441. Ka5 {+0.76/18 0.052s, n=20841, sd=51}
Ka8 {-0.92/26 0.025s, n=20166, sd=60} 442. Bd4 {+1.08/16 0.035s, n=21280, sd=53}
Kb8 {-0.92/27 0.049s, n=22483, sd=44} 443. Kb5 {+0.80/17 0.029s, n=20481, sd=45}
Ka8 {-0.92/27 0.043s, n=21143, sd=42} 444. Bf2 {+0.80/17 0.031s, n=21294, sd=53}
Kb8 {-0.92/29 0.027s, n=21005, sd=50} 445. Bg1 {+0.80/17 0.048s, n=21015, sd=47}
Ka8 {-0.92/30 0.071s, n=21774, sd=52} 446. Ka5 {+0.80/16 0.052s, n=20255, sd=51}
Kb8 {-0.92/29 0.042s, n=21649, sd=50} 447. Be3 {+0.80/19 0.040s, n=26632, sd=49}
Ka8 {-0.92/28 0.092s, n=45004, sd=48}
448. Kb6 {+0.24/19 0.195s, n=111245, sd=47}
Kb8 {-0.92/23 0.058s, n=21666, sd=46} 449. Bf2 {+0.24/17 0.035s, n=21829, sd=45}
Ka8 {-0.92/28 0.083s, n=46949, sd=44} 450. Bd4 {+0.24/18 0.073s, n=25052, sd=43}
Kb8 {-0.92/27 0.028s, n=20885, sd=42} 451. Ka5 {+2.24/16 0.071s, n=26446, sd=41}
Ka8 {-0.92/26 0.150s, n=67171, sd=40} 452. Kb5 {+0.46/15 0.084s, n=28146, sd=39}
Kb8 {-0.96/20 0.039s, n=23959, sd=38} 453. Bg1 {+0.32/15 0.092s, n=23455, sd=37}
Ka8 {-1.00/21 0.106s, n=34947, sd=36} 454. Bd4 {+0.47/12 0.054s, n=22921, sd=35}
Kb8 {-1.00/23 0.072s, n=39651, sd=34} 455. Kb6 {+0.74/14 0.088s, n=30462, sd=31}
Ka8 {-1.00/21 0.059s, n=27196, sd=32} 456. Bg7 {+1.23/12 0.104s, n=49209, sd=31}
Kb8 {-1.00/20 0.039s, n=20435, sd=30} 457. Bb2 {+0.11/13 0.144s, n=62370, sd=29}
Ka8 {-1.00/19 0.054s, n=23126, sd=28} 458. Bd4 {+0.96/14 0.088s, n=31870, sd=27}
Kb8 {-1.00/18 0.049s, n=20604, sd=26} 459. Be3 {+0.11/14 0.108s, n=46777, sd=25}
Ka8 {-1.00/18 0.033s, n=20886, sd=24} 460. Ka5 {+0.11/15 0.071s, n=20551, sd=37}
Kb8 {-1.00/16 0.042s, n=24802, sd=22} 461. Kb5 {+0.28/14 0.055s, n=34554, sd=43}
Ka8 {-1.25/14 0.045s, n=25194, sd=20} 462. Kb4 {+0.75/15 0.055s, n=26515, sd=54}
Kb8 {-1.00/13 0.028s, n=23329, sd=18} 463. Bf2 {+1.69/20 0.040s, n=21349, sd=54}
Ka8 {-0.31/13 0.102s, n=41495, sd=16} 464. Ka5 {+0.85/15 0.040s, n=21249, sd=52}
Kb8 {-0.09/11 0.039s, n=23997, sd=14} 465. Kb6 {+1.00/15 0.082s, n=34272, sd=50}
Ka8 {0.00/14 0.069s, n=26499, sd=12} 466. Be1 {+0.36/14 0.132s, n=69827, sd=57}
Kb8 {0.00/26 0.061s, n=20009, sd=5} 467. Bc3 {+0.36/14 0.058s, n=20523, sd=55}
Ka8 {0.00/35 0.029s, n=21143, sd=8} 468. Bd2 {+0.08/11 1.554s, n=110391, sd=49}
Kb8 {0.00/36 0.040s, n=22026, sd=6} 469. Bb4 {+0.08/12 0.066s, n=25492, sd=38}
Ka8 {0.00/45 0.074s, n=28217, sd=4} 470. Bc5 {+0.14/15 0.101s, n=24517, sd=51}
Kb8 {-1.12/41 2.110s, n=199997, sd=54}
471. a7+ {+0.14/17 0.067s, n=25135, sd=64} Ka8 {-1.85/21 0.186s, n=21978, sd=72}
472. Ka5 {+0.14/16 0.063s, n=24461, sd=66} Kb7 {-1.18/18 0.025s, n=22200, sd=62}
473. Bf2 {+0.14/16 0.041s, n=21635, sd=57} Ka8 {-1.16/19 0.051s, n=20743, sd=76}
474. Kb5 {+0.14/15 0.023s, n=20699, sd=73} Kb7 {-1.16/19 0.047s, n=20719, sd=82}
475. Ka4 {+0.14/15 0.053s, n=23453, sd=73} Ka8 {-1.16/20 0.040s, n=20252, sd=68}
476. Kb3 {+0.14/16 0.044s, n=22563, sd=64} Kb7 {-1.16/22 0.447s, n=21110, sd=86}
477. Kb4 {+0.14/17 0.068s, n=21741, sd=55} Ka8 {-1.16/25 0.658s, n=21268, sd=88}
478. Bc5 {+0.14/16 0.142s, n=21631, sd=57} Kb7 {-1.16/24 0.475s, n=22341, sd=82}
479. Kb5 {+0.14/15 0.258s, n=21381, sd=61} Ka8 {-1.16/22 0.049s, n=20318, sd=70}
480. Bd4 {+0.14/15 0.901s, n=23788, sd=81} Kb7 {-1.16/24 1.134s, n=20744, sd=82}
481. Bg1 {+0.14/16 0.269s, n=20405, sd=59} Ka8 {-1.16/26 1.032s, n=23406, sd=78}
482. Kb4 {+0.14/15 0.197s, n=20204, sd=59} Kb7 {-1.16/22 0.032s, n=20037, sd=60}
483. Ka5 {+0.14/16 0.027s, n=21701, sd=59} Ka8 {-1.16/25 0.025s, n=21825, sd=62}
484. Ka4 {+0.14/16 0.087s, n=20561, sd=55} Kb7 {-1.16/22 0.295s, n=20021, sd=74}
485. Kb4 {+0.14/14 0.102s, n=21440, sd=61} Ka8 {-1.16/25 0.683s, n=20954, sd=71}
486. Kb3 {0.00/16 1.289s, n=37300, sd=47} Kb7 {-1.16/24 0.658s, n=20907, sd=70}
487. Bd4 {+0.39/15 0.027s, n=23746, sd=58} Ka8 {-1.16/20 0.346s, n=20896, sd=66}
488. Ka4 {+0.39/13 0.249s, n=25807, sd=49} Kb7 {0.00/199 0.022s, n=628, sd=58}
489. Bc5 {+0.25/16 0.804s, n=20206, sd=47} Ka8 {-0.88/25 1.434s, n=34675, sd=64}
490. Ka3 {+0.32/20 0.703s, n=22260, sd=41} Kb7 {-1.16/19 0.251s, n=24182, sd=56}
491. Kb3 {+0.32/15 0.562s, n=25961, sd=47} Ka8 {-1.16/21 0.888s, n=22168, sd=59}
492. Kc2 {+0.52/21 0.988s, n=24058, sd=53} Kb7 {-1.16/18 1.385s, n=22011, sd=58}
493. Kc3 {+0.39/15 0.190s, n=23549, sd=47} Ka8 {-1.16/20 0.321s, n=21800, sd=56}
494. Bb6 {+0.39/16 0.971s, n=22019, sd=53} Kb7 {0.00/199 0.016s, n=558, sd=48}
495. Kd2 {+0.39/18 1.451s, n=20416, sd=52} Ka8 {-0.88/22 0.893s, n=44864, sd=52}
496. Be3 {+0.39/16 0.937s, n=22322, sd=51} Kb7 {-0.88/19 0.234s, n=32892, sd=50}
497. Kc3 {+0.39/15 1.622s, n=21471, sd=45} Ka8 {0.00/80 0.621s, n=21560, sd=42}
498. Kc2 {+0.39/13 0.788s, n=20727, sd=47} Kb7 {-0.88/18 1.285s, n=23311, sd=46}
499. Bf2 {+0.39/15 0.263s, n=21275, sd=45} Ka8 {-0.88/18 0.838s, n=25442, sd=44}
500. Bb6 {+0.39/15 0.150s, n=21228, sd=43} Kb7 {-0.24/18 2.251s, n=58436, sd=42}
501. Kd1 {+0.32/14 0.514s, n=38911, sd=41} Ka8 {-0.24/17 0.638s, n=21618, sd=40}
502. Kc1 {+0.13/16 0.521s, n=64395, sd=39} Kb7 {-0.24/18 1.685s, n=27734, sd=38}
503. Bc5 {+0.13/16 1.788s, n=28030, sd=37} Ka8 {-0.24/17 0.677s, n=22307, sd=36}
504. Kd2 {+0.13/16 0.668s, n=27157, sd=35} Kb7 {0.00/199 0.024s, n=1506, sd=34}
505. Kd3 {+0.13/16 2.325s, n=37506, sd=33} Ka8 {-0.24/17 0.525s, n=20175, sd=32}
506. Bg1 {+0.13/16 1.455s, n=31505, sd=32} Kb7 {0.00/199 0.009s, n=477, sd=24}
507. Ke4 {+0.67/15 1.522s, n=20676, sd=30} Ka8 {-0.24/16 1.381s, n=22558, sd=28}
508. Bc5 {+0.20/14 0.387s, n=22071, sd=28} Kb7 {-0.25/15 0.144s, n=20818, sd=26}
509. Kf4 {+0.13/13 0.968s, n=22312, sd=26} Ka8 {-0.43/15 0.640s, n=21455, sd=24}
510. Kf3 {+0.10/14 2.568s, n=55718, sd=24} Kb7 {0.00/199 0.014s, n=453, sd=22}
511. Ke2 {+0.10/12 0.916s, n=24619, sd=21} Ka8 {-0.24/15 1.427s, n=35078, sd=21}
512. Be3 {+0.14/15 0.608s, n=51245, sd=19} Kb7 {-0.38/13 1.021s, n=21432, sd=18}
513. Kd3 {0.00/15 0.229s, n=24943, sd=17} Ka8 {0.00/14 1.386s, n=20186, sd=16}
514. Kc3 {0.00/33 1.285s, n=20246, sd=7} Kb7 {0.00/199 0.011s, n=463, sd=3}
515. Kc4 {0.00/38 1.687s, n=26286, sd=5} Ka8 {0.00/15 0.358s, n=24155, sd=12}
516. Kb4 {0.00/42 1.327s, n=20392, sd=3} Kb7 {0.00/199 0.006s, n=406, sd=2}
517. Kb3 {0.00/44 1.288s, n=20040, sd=1, Black disconnects} 1-0