[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.11"]
[Round "1894"]
[White "PZChessBot-base"]
[Black "PZChessBot-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r3k1nr/1pp1q1pp/p3p1p1/3B4/1n1P2P1/b1P4P/PP1NPP2/R1BQ1RK1 b kq - 2 5"]
[GameDuration "00:00:10"]
[GameStartTime "2026-04-11T16:27:50 +0000"]
[GameEndTime "2026-04-11T16:28:01 +0000"]
[PlyCount "1024"]
[Termination "abandoned"]
[TimeControl "-"]

5... Nxd5 {-1.18/9 0.005s, n=5232, sd=10}
6. Qa4+ {+2.18/9 0.001s, n=5245, sd=11} b5 {-1.42/9 0.009s, n=9062, sd=15}
7. Qxa3 {+1.86/10 0.010s, n=10732, sd=16} Qxa3 {-1.58/9 0.009s, n=9069, sd=15}
8. bxa3 {+1.36/10 0.012s, n=12254, sd=15} Nf4 {-2.11/10 0.011s, n=11726, sd=17}
9. Re1 {+1.89/11 0.021s, n=20382, sd=15} h5 {-2.61/11 0.045s, n=45593, sd=17}
10. gxh5 {+2.07/10 0.009s, n=9682, sd=14} Nxh3+ {-2.21/11 0.005s, n=5480, sd=14}
11. Kg2 {+2.45/10 0.008s, n=8944, sd=16} Nf4+ {-1.79/10 0.005s, n=5433, sd=17}
12. Kf3 {+2.43/9 0.014s, n=13481, sd=17} Nd5 {-1.59/10 0.007s, n=7211, sd=14}
13. hxg6 {+2.43/10 0.017s, n=17031, sd=17} Nxc3 {-1.32/10 0.007s, n=7126, sd=13}
14. Nb3 {+2.13/10 0.012s, n=12248, sd=16} Ne7 {-2.30/9 0.021s, n=20759, sd=16}
15. Nc5 {+1.44/9 0.010s, n=10276, sd=17} O-O+ {-1.71/11 0.010s, n=10122, sd=14}
16. Kg2 {+1.36/10 0.008s, n=8607, sd=14} Rf6 {-2.19/10 0.022s, n=23082, sd=17}
17. f3 {+2.25/10 0.012s, n=12930, sd=14} Rxg6+ {-2.44/9 0.006s, n=9546, sd=19}
18. Kf2 {+1.57/9 0.013s, n=14072, sd=16} Rd8 {-2.61/10 0.013s, n=14638, sd=16}
19. Bb2 {+1.13/9 0.008s, n=9594, sd=15} Na4 {-1.33/9 0.005s, n=5662, sd=13}
20. Nxa4 {+0.88/9 0.011s, n=11573, sd=16} bxa4 {-1.79/9 0.012s, n=12843, sd=12}
21. Rad1 {+1.15/9 0.002s, n=5568, sd=10} Rh6 {-1.58/9 0.015s, n=17079, sd=13}
22. Rh1 {+1.23/10 0.032s, n=33038, sd=16} Rxh1 {-1.67/9 0.007s, n=7890, sd=12}
23. Rxh1 {+1.25/11 0.012s, n=14757, sd=14} Rb8 {-1.87/10 0.015s, n=16774, sd=14}
24. Bc3 {+1.10/11 0.003s, n=8203, sd=15} Rb5 {-1.43/9 0.008s, n=8833, sd=13}
25. Rc1 {+1.92/9 0.019s, n=20120, sd=13} c5 {-1.28/9 0.006s, n=6825, sd=11}
26. Ba1 {+2.55/9 0.008s, n=8000, sd=12} cxd4 {-2.77/9 0.018s, n=19213, sd=15}
27. Bxd4 {+2.82/10 0.009s, n=9584, sd=13} Nf5 {-3.04/9 0.008s, n=9516, sd=11}
28. Rc8+ {+3.22/10 0.012s, n=12980, sd=13} Kf7 {-3.57/10 0.023s, n=28071, sd=20}
29. Bc3 {+2.85/9 0.006s, n=7399, sd=14} Rb1 {-4.21/9 0.010s, n=10437, sd=17}
30. Rc7+ {+3.76/12 0.008s, n=9005, sd=18} Kg8 {-4.42/10 0.006s, n=6929, sd=17}
31. e4 {+9.29/12 0.009s, n=10193, sd=18} Nd6 {-6.48/9 0.006s, n=7168, sd=21}
32. Rxg7+ {+9.61/11 0.006s, n=6613, sd=16} Kf8 {-8.65/10 0.027s, n=29954, sd=22}
33. Ra7 {+9.50/10 0.007s, n=8349, sd=14} Rb6 {-7.50/10 0.005s, n=5977, sd=10}
34. Bb4 {+7.78/8 0.004s, n=5346, sd=9} Ke8 {-6.90/9 0.007s, n=7008, sd=14}
35. Kg3 {+7.00/8 0.006s, n=7335, sd=9} Nb5 {-6.54/10 0.008s, n=10405, sd=14}
36. Ra8+ {+7.19/9 0.008s, n=8580, sd=11} Kd7 {-5.93/10 0.011s, n=11482, sd=18}
37. Kf4 {+5.93/10 0.017s, n=18833, sd=18} Rc6 {-5.90/10 0.007s, n=11954, sd=17}
38. Ke5 {+6.88/10 0.014s, n=15813, sd=15} Nc7 {-5.92/11 0.007s, n=8574, sd=14}
39. Rh8 {+6.97/10 0.004s, n=5330, sd=15} Rc1 {-7.93/10 0.023s, n=24425, sd=19}
40. Rh2 {+8.97/9 0.011s, n=11922, sd=14} Rd1 {-7.35/9 0.008s, n=9014, sd=13}
41. f4 {+9.63/10 0.010s, n=11415, sd=13} Rc1 {-8.64/10 0.016s, n=17860, sd=14}
42. Rd2+ {+9.10/10 0.002s, n=6525, sd=16} Ke8 {-8.47/10 0.006s, n=6773, sd=15}
43. Bd6 {+8.35/9 0.007s, n=7742, sd=16} Kf7 {-10.84/11 0.020s, n=23250, sd=19}
44. Rh2 {+9.46/10 0.015s, n=18109, sd=20} Ne8 {-10.19/10 0.001s, n=5281, sd=16}
45. Rh7+ {+10.24/11 0.013s, n=14631, sd=18}
Ng7 {-9.19/10 0.010s, n=11034, sd=16} 46. Rh8 {+10.70/10 0.006s, n=10532, sd=14}
Rb1 {-9.44/10 0.006s, n=6635, sd=15} 47. Ra8 {+9.70/10 0.010s, n=11645, sd=16}
Rb6 {-8.51/11 0.007s, n=8477, sd=14} 48. Bc5 {+10.05/10 0.010s, n=11359, sd=16}
Rb5 {-8.87/9 0.010s, n=10466, sd=17} 49. Ra7+ {+9.37/10 0.017s, n=18256, sd=17}
Kg6 {-8.75/10 0.007s, n=7708, sd=16} 50. Kd4 {+7.21/11 0.044s, n=47306, sd=24}
Nh5 {-7.80/10 0.001s, n=5803, sd=15} 51. Bd6 {+7.92/12 0.006s, n=8020, sd=20}
Rb6 {-6.37/11 0.005s, n=6736, sd=15} 52. Ke5 {+7.97/12 0.007s, n=8899, sd=21}
Ng3 {-7.01/8 0.004s, n=5371, sd=8} 53. Bc7 {+8.09/10 0.006s, n=6616, sd=15}
Rc6 {-5.66/10 0.004s, n=5148, sd=13} 54. Bd8 {+7.83/9 0.009s, n=9910, sd=15}
Rc5+ {-6.55/9 0.008s, n=8136, sd=16} 55. Kxe6 {+9.05/9 0.006s, n=10218, sd=16}
Nxe4 {-5.42/10 0.005s, n=5318, sd=23} 56. Rxa6 {+6.27/11 0.034s, n=35771, sd=20}
Rf5 {-5.04/10 0.007s, n=7509, sd=18} 57. Ke7+ {+4.99/9 0.006s, n=6702, sd=18}
Rf6 {-5.54/11 0.033s, n=33787, sd=18} 58. Rxf6+ {+5.59/9 0.003s, n=7431, sd=18}
Nxf6 {-5.20/11 0.004s, n=5953, sd=20} 59. Ke6 {+5.31/10 0.020s, n=23581, sd=21}
Ne4 {-5.93/10 0.008s, n=9574, sd=14} 60. f5+ {+5.61/11 0.006s, n=9153, sd=22}
Kg7 {-5.83/11 0.007s, n=8154, sd=16} 61. Bc7 {+4.54/12 0.031s, n=42710, sd=28}
Kf8 {-4.99/11 0.011s, n=14584, sd=16} 62. Bf4 {+4.51/9 0.008s, n=15850, sd=15}
Ke8 {-4.28/10 0.008s, n=9671, sd=14} 63. Bh6 {+6.22/11 0.009s, n=11702, sd=14}
Kd8 {-6.55/9 0.010s, n=11729, sd=15} 64. Kd5 {+6.75/11 0.006s, n=7911, sd=16}
Nc3+ {-5.36/10 0.010s, n=12897, sd=16} 65. Ke6 {+6.75/9 0.004s, n=5652, sd=16}
Ne4 {-5.64/11 0.004s, n=6568, sd=16} 66. Kd5 {+6.54/10 0.007s, n=9907, sd=16}
Nc3+ {-4.39/11 0.011s, n=15247, sd=23} 67. Kc4 {+4.51/11 0.031s, n=39899, sd=24}
Ne2 {-4.09/10 0.003s, n=5154, sd=14} 68. Bg5+ {+4.51/9 0.003s, n=5022, sd=19}
Ke8 {-3.97/10 0.005s, n=6473, sd=17} 69. Bh4 {+3.46/9 0.004s, n=5588, sd=17}
Kf7 {-3.03/11 0.009s, n=12068, sd=15} 70. Kd3 {+3.64/9 0.008s, n=11156, sd=18}
Nf4+ {-2.91/10 0.005s, n=6170, sd=11} 71. Kd2 {+2.77/9 0.006s, n=6962, sd=17}
Ne6 {-2.92/9 0.010s, n=13687, sd=23} 72. fxe6+ {+4.03/9 0.006s, n=7541, sd=16}
Kxe6 {-2.73/10 0.003s, n=5604, sd=19} 73. Ke2 {+3.02/10 0.010s, n=14675, sd=27}
Kd7 {-4.26/9 0.008s, n=11739, sd=19} 74. Be1 {+4.21/11 0.003s, n=6043, sd=16}
Kc7 {-4.45/10 0.003s, n=5796, sd=19} 75. Bb4 {+3.82/11 0.004s, n=6615, sd=21}
Kc6 {-3.68/13 0.007s, n=12113, sd=22} 76. Kf1 {+2.44/11 0.008s, n=12564, sd=25}
Kb6 {-3.68/11 0.004s, n=7705, sd=22} 77. Kg1 {+2.44/10 0.004s, n=7087, sd=17}
Kc7 {-3.56/13 0.003s, n=11265, sd=38} 78. Kh1 {+3.12/9 0.003s, n=5415, sd=19}
Kc6 {-3.54/13 0.003s, n=6082, sd=43} 79. Bf8 {+2.40/11 0.005s, n=10381, sd=19}
Kc7 {-3.54/14 0.004s, n=6788, sd=31} 80. Bc5 {+2.40/9 0.003s, n=7221, sd=21}
Kc6 {-3.54/15 0.003s, n=5572, sd=36} 81. Bb4 {+2.39/12 0.003s, n=6057, sd=21}
Kc7 {-3.54/15 0.003s, n=5392, sd=36} 82. Be7 {+2.37/10 0.004s, n=7906, sd=25}
Kc6 {-3.54/14 0.003s, n=5835, sd=32} 83. Bb4 {+2.33/10 0.003s, n=5551, sd=21}
Kc7 {-3.54/17 0.003s, n=5233, sd=25} 84. Be7 {+2.24/11 0.002s, n=5139, sd=21}
Kc6 {-3.54/16 0.004s, n=6444, sd=28} 85. Bf8 {+2.23/12 0.003s, n=5080, sd=27}
Kc7 {-3.54/15 0.003s, n=5028, sd=22} 86. Bg7 {+2.23/14 0.005s, n=8469, sd=25}
Kb6 {-3.54/14 0.003s, n=5266, sd=23} 87. Bc3 {+2.18/12 0.008s, n=11150, sd=33}
Kc7 {-3.54/16 0.003s, n=6091, sd=22} 88. Bg7 {+2.22/12 0.003s, n=5515, sd=25}
Kb6 {-3.54/16 0.003s, n=6124, sd=27} 89. Bc3 {+2.13/15 0.006s, n=10660, sd=31}
Kc7 {-3.54/17 0.004s, n=6605, sd=27} 90. Ba5+ {+2.20/11 0.000s, n=5030, sd=23}
Kb7 {-3.54/15 0.003s, n=6119, sd=25} 91. Kh2 {+2.13/12 0.003s, n=5573, sd=23}
Ka6 {-3.54/16 0.003s, n=5510, sd=17} 92. Bb4 {+2.09/13 0.004s, n=7203, sd=22}
Kb6 {-3.54/17 0.003s, n=5864, sd=23} 93. Kg1 {+2.11/12 0.005s, n=9060, sd=33}
Kc7 {-3.54/16 0.003s, n=5772, sd=25} 94. Kh1 {+2.11/11 0.003s, n=6460, sd=25}
Kc6 {-3.53/15 0.005s, n=10126, sd=28} 95. Be1 {+2.11/13 0.004s, n=8370, sd=23}
Kb6 {-3.53/14 0.008s, n=12713, sd=28} 96. Kg1 {+2.31/11 0.003s, n=5619, sd=25}
Kb5 {-3.53/12 0.003s, n=5514, sd=20} 97. Kg2 {+2.40/12 0.004s, n=5825, sd=24}
Kb6 {-3.53/14 0.003s, n=5573, sd=22} 98. Kf3 {+3.47/10 0.003s, n=5382, sd=12}
Kc6 {-3.53/13 0.004s, n=6110, sd=19} 99. Ke4 {+3.89/11 0.004s, n=6210, sd=19}
Kc5 {-3.53/8 0.004s, n=5929, sd=23} 100. Bb4+ {+3.83/13 0.004s, n=6148, sd=20}
Kc6 {-4.29/9 0.004s, n=5330, sd=16} 101. Kd4 {+4.30/12 0.004s, n=6454, sd=20}
Kb6 {-5.15/10 0.005s, n=7093, sd=17} 102. Kd5 {+4.67/12 0.004s, n=5309, sd=21}
Kc7 {-5.06/12 0.004s, n=6502, sd=23} 103. Kc5 {+4.90/15 0.003s, n=5485, sd=22}
Kb7 {-5.07/15 0.004s, n=7044, sd=31} 104. Ba5 {+4.90/16 0.003s, n=5586, sd=22}
Ka6 {-5.09/13 0.003s, n=5101, sd=23} 105. Bc3 {+4.89/14 0.002s, n=5188, sd=25}
Kb7 {-5.18/13 0.004s, n=6525, sd=22} 106. Be5 {+4.88/14 0.003s, n=5010, sd=22}
Kc8 {-5.18/11 0.004s, n=7368, sd=24} 107. Kc6 {+5.12/10 0.004s, n=5954, sd=16}
Kd8 {-5.10/13 0.003s, n=5289, sd=24} 108. Bd6 {+4.88/10 0.003s, n=5125, sd=18}
Kc8 {-5.13/15 0.003s, n=5568, sd=25} 109. Be7 {+4.88/13 0.003s, n=5961, sd=21}
Kb8 {-5.13/17 0.003s, n=5386, sd=27} 110. Bb4 {+4.88/13 0.003s, n=6131, sd=23}
Kc8 {-5.13/18 0.003s, n=5828, sd=25} 111. Be7 {+4.83/11 0.004s, n=7428, sd=24}
Kb8 {-5.13/19 0.003s, n=6156, sd=23} 112. Bh4 {+4.83/10 0.003s, n=5589, sd=21}
Kc8 {-5.13/16 0.003s, n=5509, sd=21} 113. Bf6 {+4.83/12 0.003s, n=5642, sd=19}
Kb8 {-4.99/15 0.004s, n=8613, sd=19} 114. Be5+ {+4.80/12 0.004s, n=8366, sd=18}
Kc8 {-5.13/14 0.003s, n=5329, sd=17} 115. Bd6 {+4.78/12 0.005s, n=10065, sd=16}
Kd8 {-5.13/13 0.003s, n=5403, sd=15} 116. Kb7 {+4.72/11 0.003s, n=5692, sd=14}
Kd7 {-4.59/12 0.005s, n=9796, sd=13} 117. Bf4 {+4.62/11 0.010s, n=15933, sd=12}
Kd8 {-4.59/11 0.003s, n=6050, sd=11} 118. Kc6 {+3.67/8 0.004s, n=6650, sd=11}
Ke8 {-3.84/10 0.007s, n=10508, sd=9} 119. Be5 {+4.37/8 0.006s, n=8803, sd=9}
Kd8 {-2.82/10 0.005s, n=7211, sd=14} 120. Bh2 {+2.81/9 0.005s, n=6794, sd=13}
Kc8 {-3.17/10 0.007s, n=8997, sd=25} 121. Kb5 {+2.55/10 0.004s, n=5229, sd=20}
Kb7 {-3.17/12 0.004s, n=5486, sd=27} 122. Kxa4 {+3.66/12 0.005s, n=7308, sd=18}
Ka6 {-3.16/13 0.006s, n=8309, sd=18} 123. Bg1 {+3.65/11 0.003s, n=5077, sd=31}
Kb7 {-3.27/12 0.005s, n=7026, sd=28} 124. Kb5 {+3.78/11 0.004s, n=6514, sd=22}
Kb8 {-3.34/11 0.007s, n=10605, sd=24} 125. Kc6 {+3.77/10 0.005s, n=8505, sd=24}
Ka8 {-3.34/14 0.003s, n=5346, sd=21} 126. Bb6 {+3.76/11 0.003s, n=5592, sd=35}
Kb8 {-3.34/12 0.006s, n=8947, sd=18} 127. Kb5 {+3.76/10 0.005s, n=8535, sd=21}
Kb7 {-3.34/14 0.003s, n=5543, sd=24} 128. Bf2 {+3.76/12 0.005s, n=8219, sd=23}
Kc7 {-3.34/11 0.004s, n=6010, sd=27} 129. Ka6 {+3.69/10 0.003s, n=6624, sd=29}
Kb8 {-3.34/13 0.003s, n=6190, sd=33} 130. Kb6 {+3.69/10 0.004s, n=7300, sd=29}
Ka8 {-3.34/13 0.003s, n=5367, sd=28} 131. Bg1 {+3.75/12 0.006s, n=10622, sd=31}
Kb8 {-3.34/14 0.003s, n=5062, sd=32} 132. Ka6 {+3.75/13 0.003s, n=5755, sd=31}
Ka8 {-3.34/16 0.003s, n=5060, sd=34} 133. Kb6 {+3.78/13 0.003s, n=5285, sd=33}
Kb8 {-3.34/16 0.003s, n=5286, sd=34} 134. Bd4 {+3.78/12 0.002s, n=5364, sd=31}
Ka8 {-3.34/16 0.004s, n=7250, sd=32} 135. Bf2 {+3.69/13 0.006s, n=11375, sd=35}
Kb8 {-3.34/17 0.003s, n=6226, sd=36} 136. Ka6 {+3.69/11 0.003s, n=5010, sd=23}
Ka8 {-3.34/14 0.003s, n=5942, sd=28} 137. Bg1 {+3.70/12 0.003s, n=6144, sd=30}
Kb8 {-3.34/16 0.003s, n=5160, sd=32} 138. Bh2+ {+3.73/10 0.006s, n=9983, sd=21}
Ka8 {-3.35/16 0.003s, n=5154, sd=40} 139. Bg1 {+3.71/12 0.004s, n=7658, sd=39}
Kb8 {-3.34/16 0.002s, n=5221, sd=30} 140. Bf2 {+3.71/10 0.003s, n=5163, sd=35}
Ka8 {-3.34/16 0.004s, n=6742, sd=30} 141. Bd4 {+3.66/11 0.003s, n=5556, sd=27}
Kb8 {-3.34/15 0.003s, n=5726, sd=34} 142. Bg1 {+3.66/9 0.003s, n=6409, sd=25}
Ka8 {-3.34/15 0.003s, n=5494, sd=24} 143. Bf2 {+2.95/9 0.011s, n=17958, sd=25}
Kb8 {-3.34/15 0.003s, n=5982, sd=44} 144. Bg3+ {+2.99/10 0.007s, n=10105, sd=17}
Ka8 {-3.34/15 0.003s, n=5690, sd=38} 145. Ka5 {+2.83/11 0.006s, n=9441, sd=33}
Ka7 {-3.34/14 0.004s, n=6207, sd=28} 146. Kb5 {+2.83/12 0.003s, n=5310, sd=24}
Ka8 {-3.34/16 0.004s, n=6890, sd=36} 147. Kc6 {+2.83/10 0.005s, n=7363, sd=23}
Ka7 {-3.34/15 0.003s, n=5252, sd=32} 148. Be5 {+2.97/9 0.005s, n=7242, sd=18}
Ka8 {-3.34/17 0.003s, n=5180, sd=37} 149. Bd4 {+3.10/10 0.004s, n=6292, sd=19}
Kb8 {-3.34/16 0.003s, n=5763, sd=33} 150. Bg7 {+3.25/11 0.006s, n=9456, sd=19}
Ka8 {-3.34/13 0.003s, n=5403, sd=43} 151. Bd4 {+3.25/11 0.003s, n=5224, sd=13}
Kb8 {-3.79/15 0.002s, n=5155, sd=37} 152. Bg7 {+3.11/11 0.007s, n=11539, sd=17}
Ka7 {-3.81/14 0.003s, n=5398, sd=33} 153. Kc7 {+3.39/11 0.003s, n=5905, sd=25}
Ka8 {-3.62/14 0.003s, n=6767, sd=27} 154. Kc8 {+3.32/13 0.003s, n=5790, sd=23}
Ka7 {-3.67/13 0.004s, n=6429, sd=33} 155. Bd4+ {+3.47/14 0.003s, n=5978, sd=25}
Ka8 {-3.66/12 0.005s, n=7744, sd=24} 156. Bf6 {+3.60/15 0.002s, n=5339, sd=25}
Ka7 {-3.67/13 0.003s, n=6166, sd=27} 157. Kc7 {+3.60/15 0.002s, n=5005, sd=25}
Ka8 {-3.67/14 0.003s, n=5337, sd=30} 158. Bh8 {+3.60/15 0.003s, n=6527, sd=25}
Ka7 {-3.67/13 0.003s, n=5777, sd=28} 159. Kc8 {+3.60/15 0.003s, n=6193, sd=25}
Ka8 {-3.67/16 0.003s, n=5028, sd=26} 160. Be5 {+3.45/14 0.003s, n=5808, sd=25}
Ka7 {-3.39/14 0.010s, n=17771, sd=24} 161. Kc7 {+3.45/14 0.003s, n=5165, sd=21}
Ka8 {-3.81/14 0.003s, n=6483, sd=22} 162. Bf6 {+3.45/13 0.003s, n=5827, sd=21}
Ka7 {-3.53/12 0.003s, n=5310, sd=20} 163. Bd4+ {+3.45/12 0.003s, n=5767, sd=19}
Ka8 {-3.42/12 0.005s, n=8310, sd=18} 164. Bg7 {+3.38/12 0.004s, n=6880, sd=17}
Ka7 {-3.40/11 0.005s, n=6953, sd=16} 165. Bh8 {+3.38/11 0.003s, n=5069, sd=15}
Ka8 {-3.24/13 0.010s, n=16069, sd=14} 166. Be5 {+3.33/11 0.004s, n=7547, sd=13}
Ka7 {-2.92/11 0.009s, n=13167, sd=28} 167. Kc8 {+2.54/9 0.009s, n=12778, sd=11}
Ka8 {-3.33/11 0.004s, n=5953, sd=10} 168. Bg3 {+1.92/9 0.009s, n=12576, sd=11}
Ka7 {-2.54/12 0.011s, n=15014, sd=20} 169. Kc7 {+2.45/11 0.008s, n=9913, sd=19}
Ka8 {-2.83/11 0.010s, n=12855, sd=22} 170. Be5 {+2.45/10 0.008s, n=9952, sd=23}
Ka7 {-2.90/9 0.004s, n=5534, sd=19} 171. a4 {+2.36/9 0.005s, n=8136, sd=23}
Ka8 {-3.32/11 0.005s, n=6895, sd=26} 172. Bh8 {+2.36/10 0.006s, n=8451, sd=18}
Ka7 {-3.32/11 0.005s, n=7403, sd=23} 173. Bc3 {+2.36/10 0.012s, n=15276, sd=23}
Ka8 {-3.32/13 0.005s, n=6679, sd=24} 174. Be1 {+2.36/10 0.003s, n=5127, sd=21}
Ka7 {-3.32/12 0.004s, n=6257, sd=32} 175. Bc3 {+2.77/11 0.006s, n=8419, sd=23}
Ka8 {-3.45/12 0.004s, n=5959, sd=26} 176. Be5 {+2.57/11 0.005s, n=7323, sd=29}
Ka7 {-3.45/12 0.003s, n=5061, sd=26} 177. Bh8 {+2.57/11 0.004s, n=6480, sd=29}
Ka8 {-3.45/15 0.004s, n=5707, sd=30} 178. Ba1 {+2.61/12 0.005s, n=8102, sd=25}
Ka7 {-3.45/15 0.004s, n=6090, sd=30} 179. Be5 {+2.73/13 0.007s, n=10988, sd=31}
Ka8 {-3.45/15 0.005s, n=7190, sd=34} 180. Bg7 {+2.82/13 0.004s, n=6292, sd=31}
Ka7 {-4.26/17 0.003s, n=5437, sd=32} 181. Kc8 {+2.82/13 0.004s, n=5876, sd=25}
Ka8 {-3.53/14 0.003s, n=5534, sd=38} 182. Be5 {+2.81/14 0.005s, n=7901, sd=27}
Ka7 {-3.53/14 0.004s, n=6790, sd=33} 183. Bc3 {+2.81/14 0.004s, n=5957, sd=37}
Ka8 {-3.57/16 0.004s, n=6214, sd=38} 184. Bg7 {+2.81/17 0.003s, n=5491, sd=33}
Ka7 {-3.85/15 0.003s, n=5323, sd=46} 185. Ba1 {+2.81/17 0.004s, n=6169, sd=37}
Ka8 {-3.77/15 0.003s, n=5553, sd=34} 186. Bh8 {+2.81/17 0.004s, n=7051, sd=35}
Ka7 {-3.77/14 0.003s, n=5101, sd=33} 187. Kc7 {+2.81/16 0.003s, n=5255, sd=41}
Ka8 {-3.62/14 0.004s, n=7702, sd=32} 188. Bg7 {+2.81/15 0.003s, n=5038, sd=35}
Ka7 {-3.61/13 0.004s, n=7130, sd=34} 189. Bb2 {+2.81/13 0.003s, n=5938, sd=33}
Ka8 {-3.61/17 0.003s, n=5479, sd=42} 190. Be5 {+2.81/14 0.003s, n=5724, sd=29}
Ka7 {-3.63/16 0.003s, n=5169, sd=40} 191. Ba1 {+2.78/13 0.005s, n=8534, sd=29}
Ka8 {-3.61/17 0.003s, n=6119, sd=42} 192. Bf6 {+2.78/12 0.003s, n=5128, sd=23}
Ka7 {-3.61/18 0.004s, n=6313, sd=42} 193. Bg7 {+2.78/12 0.003s, n=5382, sd=25}
Ka8 {-4.24/17 0.000s, n=5604, sd=44} 194. Bb2 {+2.78/12 0.003s, n=5315, sd=25}
Ka7 {-3.66/13 0.003s, n=6467, sd=32} 195. Bf6 {+3.19/14 0.004s, n=6461, sd=35}
Ka8 {-3.66/14 0.003s, n=5039, sd=30} 196. Bb2 {+2.92/11 0.006s, n=8985, sd=25}
Ka7 {-3.37/15 0.011s, n=17484, sd=34} 197. Kc8 {+2.91/10 0.004s, n=6267, sd=19}
Ka8 {-3.37/13 0.003s, n=5476, sd=38} 198. Bh8 {+2.96/11 0.000s, n=5752, sd=33}
Ka7 {-3.37/13 0.003s, n=5733, sd=30} 199. Bc3 {+2.94/11 0.004s, n=5954, sd=29}
Ka8 {-3.37/14 0.005s, n=6957, sd=28} 200. Be5 {+2.92/13 0.004s, n=5951, sd=41}
Ka7 {-3.37/15 0.004s, n=6504, sd=38} 201. Bf6 {+2.92/11 0.004s, n=6163, sd=29}
Ka8 {-3.37/17 0.005s, n=7561, sd=40} 202. Kc7 {+2.92/13 0.004s, n=5830, sd=36}
Ka7 {-3.37/14 0.003s, n=5237, sd=36} 203. Bb2 {+2.92/12 0.005s, n=7665, sd=39}
Ka8 {-3.37/15 0.003s, n=5006, sd=36} 204. Kc8 {+2.92/13 0.004s, n=6982, sd=41}
Ka7 {-3.37/16 0.005s, n=8688, sd=34} 205. Be5 {+2.95/12 0.003s, n=5231, sd=43}
Ka8 {-3.37/14 0.003s, n=5826, sd=32} 206. Bf6 {+2.93/11 0.004s, n=6787, sd=26}
Ka7 {-3.37/13 0.003s, n=5388, sd=34} 207. Bb2 {+2.92/9 0.004s, n=6411, sd=43}
Ka8 {-3.72/16 0.004s, n=6368, sd=80} 208. Bf6 {+2.92/11 0.008s, n=11921, sd=45}
Ka7 {-3.72/12 0.001s, n=6730, sd=26} 209. Be7 {+2.92/11 0.005s, n=7868, sd=43}
Ka8 {-3.72/13 0.004s, n=5804, sd=44} 210. Bd6 {+2.92/10 0.006s, n=9966, sd=31}
Ka7 {-3.71/12 0.000s, n=6089, sd=28} 211. Kc7 {+2.92/11 0.007s, n=10160, sd=37}
Ka8 {-3.71/13 0.003s, n=5013, sd=28} 212. Bf8 {+2.92/11 0.003s, n=5277, sd=27}
Ka7 {-3.71/13 0.004s, n=6149, sd=36} 213. Kc8 {+2.83/12 0.010s, n=14720, sd=27}
Ka8 {-3.71/13 0.005s, n=6501, sd=50} 214. Bd6 {+2.77/10 0.003s, n=5176, sd=23}
Ka7 {-3.71/13 0.004s, n=6341, sd=36} 215. Kc7 {+2.70/10 0.005s, n=6885, sd=23}
Ka8 {-3.71/14 0.005s, n=8561, sd=42} 216. a5 {+2.83/11 0.006s, n=8803, sd=27}
Ka7 {-3.71/13 0.003s, n=6019, sd=44} 217. Bg3 {+2.83/10 0.004s, n=5946, sd=27}
Ka8 {-3.71/13 0.003s, n=5754, sd=40} 218. Kc8 {+2.83/11 0.005s, n=6785, sd=27}
Ka7 {-3.71/13 0.003s, n=5068, sd=41} 219. Bb8+ {+2.83/11 0.007s, n=10067, sd=37}
Ka8 {-3.71/15 0.004s, n=6706, sd=40} 220. Be5 {+2.83/12 0.004s, n=6232, sd=45}
Ka7 {-3.71/15 0.004s, n=7061, sd=40} 221. Bd6 {+2.83/12 0.006s, n=7708, sd=43}
Ka8 {-3.71/15 0.004s, n=5774, sd=46} 222. Bf8 {+2.83/13 0.004s, n=5937, sd=27}
Ka7 {-3.71/17 0.004s, n=6759, sd=48} 223. Be7 {+2.83/14 0.004s, n=5047, sd=29}
Ka8 {-3.71/16 0.004s, n=5796, sd=46} 224. Kc7 {+2.83/16 0.004s, n=5513, sd=45}
Ka7 {-3.71/16 0.003s, n=5224, sd=44} 225. Bf6 {+2.87/17 0.005s, n=8144, sd=47}
Ka8 {-3.71/14 0.003s, n=5109, sd=34} 226. Be5 {+2.87/13 0.003s, n=5176, sd=61}
Ka7 {-3.71/15 0.003s, n=5453, sd=40} 227. Bg3 {+2.87/13 0.005s, n=8246, sd=51}
Ka8 {-3.71/14 0.004s, n=5987, sd=48} 228. Kc8 {+2.87/13 0.004s, n=6561, sd=41}
Ka7 {-3.71/14 0.003s, n=5228, sd=60} 229. Bd6 {+2.87/12 0.004s, n=5868, sd=49}
Ka8 {-3.71/16 0.003s, n=5251, sd=40} 230. Bf8 {+2.87/12 0.004s, n=5939, sd=39}
Ka7 {-3.71/17 0.004s, n=6046, sd=50} 231. Kc7 {+2.87/10 0.005s, n=6884, sd=61}
Ka8 {-3.71/18 0.004s, n=5937, sd=48} 232. Bg7 {+2.87/11 0.004s, n=5928, sd=65}
Ka7 {-3.71/16 0.003s, n=5659, sd=46} 233. Bf6 {+2.87/10 0.003s, n=5159, sd=33}
Ka8 {-3.71/18 0.003s, n=5333, sd=46} 234. Bh4 {+2.87/12 0.004s, n=6029, sd=33}
Ka7 {-3.71/16 0.003s, n=5377, sd=50} 235. Kc8 {+2.87/11 0.004s, n=6244, sd=33}
Ka8 {-3.71/17 0.004s, n=6072, sd=48} 236. Bd8 {+2.87/12 0.005s, n=7901, sd=31}
Ka7 {-3.71/16 0.004s, n=5607, sd=50} 237. Bf6 {+2.87/12 0.005s, n=6562, sd=25}
Ka8 {-3.71/17 0.004s, n=5898, sd=54} 238. Be5 {+2.87/14 0.004s, n=6323, sd=35}
Ka7 {-3.71/16 0.003s, n=5193, sd=55} 239. Bg7 {+2.87/14 0.003s, n=5289, sd=39}
Ka8 {-3.71/18 0.003s, n=5591, sd=44} 240. Bf6 {+2.87/15 0.004s, n=5803, sd=41}
Ka7 {-3.71/15 0.004s, n=5589, sd=46} 241. Be7 {+2.87/13 0.003s, n=5338, sd=35}
Ka8 {-3.71/17 0.004s, n=5990, sd=40} 242. Bd6 {+2.87/15 0.004s, n=5497, sd=39}
Ka7 {-3.71/15 0.003s, n=5083, sd=38} 243. Kc7 {+2.87/14 0.004s, n=6277, sd=35}
Ka8 {-3.71/18 0.003s, n=5181, sd=46} 244. Bf8 {+2.87/13 0.003s, n=5064, sd=35}
Ka7 {-3.71/16 0.003s, n=5246, sd=44} 245. Be7 {+2.87/11 0.004s, n=5767, sd=43}
Ka8 {-3.71/14 0.004s, n=5481, sd=38} 246. Ba3 {+2.87/15 0.004s, n=6413, sd=41}
Ka7 {-3.71/15 0.004s, n=5657, sd=38} 247. Bc5+ {+2.94/16 0.035s, n=45545, sd=49}
Ka8 {-3.71/17 0.003s, n=5047, sd=38} 248. Be7 {+2.94/12 0.004s, n=5341, sd=33}
Ka7 {-3.91/16 0.012s, n=17011, sd=36} 249. Bh4 {+3.06/10 0.005s, n=7132, sd=33}
Ka8 {-3.91/12 0.004s, n=5879, sd=34} 250. Bg3 {+2.94/10 0.004s, n=5926, sd=21}
Ka7 {-4.03/14 0.004s, n=6187, sd=32} 251. Bd6 {+2.94/10 0.004s, n=6052, sd=31}
Ka8 {-3.91/14 0.005s, n=7150, sd=30} 252. Ba3 {+2.91/12 0.007s, n=10106, sd=29}
Ka7 {-3.91/14 0.004s, n=5368, sd=28} 253. Bb4 {+2.91/10 0.004s, n=5564, sd=27}
Ka8 {-3.48/13 0.007s, n=9616, sd=26} 254. Be1 {+3.21/11 0.005s, n=7205, sd=25}
Ka7 {-3.61/11 0.005s, n=6741, sd=24} 255. Kc8 {+2.93/11 0.003s, n=5211, sd=23}
Ka8 {-3.11/13 0.004s, n=10206, sd=22} 256. Bb4 {+2.93/12 0.006s, n=9015, sd=21}
Ka7 {-3.11/11 0.004s, n=5382, sd=20} 257. Ba3 {+2.83/11 0.004s, n=6029, sd=19}
Ka8 {-2.87/12 0.006s, n=8346, sd=18} 258. Be7 {+2.97/11 0.007s, n=9517, sd=17}
Ka7 {-2.87/11 0.004s, n=5233, sd=16} 259. Bd8 {+2.91/11 0.006s, n=9041, sd=15}
Ka8 {-3.82/11 0.004s, n=5627, sd=14} 260. Bg5 {+2.84/11 0.004s, n=5498, sd=13}
Ka7 {-2.67/12 0.004s, n=5616, sd=12} 261. Bc1 {+1.72/9 0.009s, n=10746, sd=13}
Ka8 {-2.06/11 0.005s, n=6567, sd=10} 262. a6 {+1.77/12 0.008s, n=9232, sd=19}
Ka7 {-2.84/10 0.005s, n=5904, sd=10} 263. Bg5 {+2.41/10 0.005s, n=5043, sd=17}
Ka8 {-2.84/12 0.007s, n=8198, sd=14} 264. Bc1 {+2.60/11 0.006s, n=5900, sd=18}
Ka7 {-2.84/10 0.005s, n=6147, sd=16} 265. Be3+ {+2.66/10 0.007s, n=7641, sd=19}
Ka8 {-3.09/11 0.004s, n=5231, sd=17} 266. Kd7 {+2.63/9 0.005s, n=5785, sd=23}
Kb8 {-3.09/10 0.004s, n=5094, sd=20} 267. Ke6 {+4.83/13 0.009s, n=8380, sd=25}
Ka8 {-3.48/10 0.005s, n=5252, sd=14} 268. Ke5 {+4.13/13 0.008s, n=9197, sd=27}
Kb8 {-3.40/12 0.007s, n=6663, sd=20} 269. Ke4 {+4.06/10 0.004s, n=5090, sd=25}
Ka8 {-2.68/13 0.010s, n=10869, sd=20} 270. Kd3 {+3.33/12 0.009s, n=10597, sd=25}
Kb8 {-2.94/10 0.006s, n=6202, sd=21} 271. Ke2 {+3.53/11 0.004s, n=5032, sd=27}
Ka8 {-2.79/11 0.006s, n=5865, sd=14} 272. Ke1 {+3.33/10 0.004s, n=5281, sd=23}
Kb8 {-2.72/11 0.009s, n=8873, sd=22} 273. Kd1 {+3.33/11 0.005s, n=5734, sd=31}
Ka8 {-2.72/12 0.007s, n=7199, sd=25} 274. Ke2 {+3.33/12 0.007s, n=6896, sd=27}
Kb8 {-2.72/12 0.007s, n=6782, sd=30} 275. Ke1 {+3.33/12 0.006s, n=6715, sd=29}
Ka8 {-2.72/13 0.006s, n=5869, sd=26} 276. Kd1 {+3.33/12 0.005s, n=5616, sd=29}
Kb8 {-2.72/13 0.006s, n=6669, sd=28} 277. Kc1 {+3.33/11 0.005s, n=5375, sd=25}
Ka8 {-2.72/13 0.005s, n=5748, sd=42} 278. Kd2 {+3.33/12 0.005s, n=5743, sd=29}
Kb8 {-2.72/12 0.008s, n=8399, sd=32} 279. Ke2 {+3.33/12 0.005s, n=5493, sd=27}
Ka8 {-2.72/14 0.007s, n=7345, sd=30} 280. Ke1 {+3.33/13 0.004s, n=5594, sd=31}
Kb8 {-2.72/13 0.006s, n=6668, sd=26} 281. Bf2 {+3.33/11 0.004s, n=5179, sd=27}
Ka8 {-2.72/14 0.007s, n=7124, sd=44} 282. Kd2 {+3.33/12 0.004s, n=5181, sd=25}
Kb8 {-2.72/12 0.007s, n=7562, sd=46} 283. Bb6 {+3.33/12 0.004s, n=5478, sd=33}
Ka8 {-2.72/14 0.006s, n=6696, sd=46} 284. Kc1 {+3.33/13 0.005s, n=6111, sd=29}
Kb8 {-2.72/13 0.006s, n=6063, sd=44} 285. Bf2 {+3.33/13 0.005s, n=6217, sd=39}
Ka8 {-2.72/14 0.004s, n=5446, sd=38} 286. Kd2 {+3.33/13 0.005s, n=6470, sd=37}
Kb8 {-2.72/12 0.004s, n=5337, sd=42} 287. Kd1 {+3.33/11 0.005s, n=5650, sd=23}
Ka8 {-2.72/13 0.007s, n=7335, sd=38} 288. Kc1 {+3.71/12 0.007s, n=7528, sd=33}
Kb8 {-2.72/14 0.004s, n=5014, sd=38} 289. Kd1 {+3.48/11 0.003s, n=7327, sd=21}
Ka8 {-2.72/14 0.005s, n=5616, sd=44} 290. Kc1 {+3.35/10 0.010s, n=11771, sd=37}
Kb8 {-2.72/12 0.005s, n=5352, sd=30} 291. Kd2 {+3.28/11 0.008s, n=9757, sd=29}
Ka8 {-2.72/14 0.001s, n=5388, sd=34} 292. Kd1 {+3.35/11 0.008s, n=9585, sd=33}
Kb8 {-2.72/12 0.005s, n=5906, sd=32} 293. Kd2 {+3.35/10 0.005s, n=5641, sd=29}
Ka8 {-2.72/16 0.007s, n=7452, sd=38} 294. Be3 {+3.35/11 0.005s, n=5484, sd=27}
Kb8 {-2.72/13 0.006s, n=6276, sd=34} 295. Bd4 {+3.35/11 0.006s, n=6344, sd=35}
Ka8 {-2.72/14 0.006s, n=6211, sd=34} 296. Kd1 {+3.35/10 0.004s, n=5038, sd=27}
Kb8 {-2.72/14 0.005s, n=6250, sd=30} 297. Bb6 {+3.35/11 0.009s, n=8171, sd=41}
Ka8 {-2.89/16 0.008s, n=9595, sd=40} 298. Kc1 {+3.35/12 0.007s, n=7012, sd=35}
Kb8 {-2.78/13 0.007s, n=7622, sd=28} 299. Kd2 {+3.35/12 0.011s, n=6834, sd=37}
Ka8 {-2.78/14 0.011s, n=11175, sd=34} 300. Ke2 {+3.40/11 0.005s, n=6163, sd=27}
Kb8 {-2.78/12 0.005s, n=5374, sd=24} 301. Kd1 {+3.43/12 0.006s, n=7305, sd=33}
Ka8 {-2.78/13 0.003s, n=7121, sd=28} 302. Bg1 {+3.40/10 0.006s, n=6506, sd=21}
Kb8 {-2.78/12 0.008s, n=8571, sd=20} 303. Bc5 {+3.43/10 0.009s, n=9427, sd=31}
Ka8 {-2.75/12 0.010s, n=10075, sd=18} 304. Bb6 {+2.92/10 0.008s, n=8138, sd=23}
Kb8 {-2.85/11 0.007s, n=7007, sd=16} 305. Be3 {+2.72/10 0.007s, n=7049, sd=24}
Ka8 {-2.61/11 0.008s, n=7920, sd=22} 306. Bc5 {+2.71/11 0.009s, n=9570, sd=25}
Kb8 {-2.61/11 0.007s, n=7561, sd=24} 307. Bd4 {+2.71/10 0.007s, n=6689, sd=27}
Ka8 {-2.50/10 0.007s, n=6720, sd=18} 308. Bb6 {+2.98/11 0.007s, n=6620, sd=29}
Kb8 {-2.01/10 0.009s, n=8863, sd=16} 309. Bg1 {+2.69/9 0.006s, n=6166, sd=19}
Ka8 {-1.87/11 0.006s, n=5961, sd=18} 310. Be3 {+2.55/10 0.008s, n=8176, sd=21}
Kb8 {-1.69/11 0.010s, n=9793, sd=24} 311. a3 {+2.39/9 0.010s, n=9380, sd=19}
Ka8 {-1.71/11 0.006s, n=6025, sd=18} 312. Bb6 {+2.39/10 0.006s, n=5681, sd=35}
Kb8 {-1.71/11 0.006s, n=5920, sd=24} 313. Kc1 {+2.39/10 0.009s, n=8654, sd=39}
Ka8 {-1.71/12 0.006s, n=5568, sd=26} 314. Bd4 {+2.39/11 0.006s, n=6427, sd=29}
Kb8 {-1.71/12 0.009s, n=8506, sd=26} 315. Bc5 {+2.39/13 0.006s, n=6776, sd=37}
Ka8 {-1.71/13 0.009s, n=8349, sd=32} 316. Kd1 {+2.39/12 0.008s, n=8594, sd=29}
Kb8 {-1.71/12 0.005s, n=5104, sd=36} 317. Bf2 {+2.39/11 0.008s, n=8039, sd=59}
Ka8 {-1.71/13 0.007s, n=7338, sd=30} 318. Be3 {+2.39/11 0.005s, n=5618, sd=39}
Kb8 {-1.71/13 0.005s, n=5679, sd=28} 319. Bd4 {+2.39/11 0.006s, n=6034, sd=41}
Ka8 {-1.71/14 0.007s, n=7168, sd=32} 320. Bg1 {+2.39/12 0.005s, n=5006, sd=29}
Kb8 {-1.71/14 0.007s, n=7036, sd=32} 321. Bb6 {+2.39/12 0.005s, n=5577, sd=35}
Ka8 {-1.71/15 0.005s, n=5526, sd=41} 322. Kc1 {+2.39/12 0.005s, n=5149, sd=39}
Kb8 {-1.71/14 0.005s, n=5163, sd=38} 323. Bf2 {+2.39/13 0.005s, n=5523, sd=45}
Ka8 {-1.71/15 0.005s, n=5707, sd=37} 324. Bd4 {+2.39/12 0.005s, n=6059, sd=43}
Kb8 {-1.71/14 0.006s, n=6215, sd=38} 325. Bc5 {+2.39/12 0.006s, n=6509, sd=35}
Ka8 {-1.71/14 0.007s, n=7327, sd=36} 326. Kd1 {+2.39/13 0.007s, n=7461, sd=33}
Kb8 {-1.71/13 0.008s, n=7871, sd=30} 327. Be3 {+2.39/12 0.007s, n=7558, sd=33}
Ka8 {-1.71/15 0.006s, n=6366, sd=38} 328. Bd4 {+2.39/11 0.005s, n=5928, sd=29}
Kb8 {-1.71/14 0.007s, n=7269, sd=40} 329. Bc5 {+2.39/11 0.007s, n=7199, sd=53}
Ka8 {-1.71/14 0.004s, n=5100, sd=37} 330. Bb6 {+2.39/13 0.008s, n=7683, sd=51}
Kb8 {-1.71/14 0.006s, n=6330, sd=32} 331. Kc1 {+2.39/13 0.006s, n=6358, sd=41}
Ka8 {-1.71/15 0.005s, n=5310, sd=32} 332. Be3 {+2.39/13 0.005s, n=5468, sd=35}
Kb8 {-1.71/15 0.005s, n=6001, sd=40} 333. Bd4 {+2.39/12 0.005s, n=5359, sd=36}
Ka8 {-1.71/15 0.005s, n=6001, sd=34} 334. Kd1 {+2.39/12 0.010s, n=10996, sd=45}
Kb8 {-1.71/14 0.006s, n=5838, sd=32} 335. Bf2 {+2.39/11 0.009s, n=9329, sd=43}
Ka8 {-1.71/15 0.006s, n=6274, sd=38} 336. Be3 {+2.51/11 0.005s, n=5509, sd=33}
Kb8 {-1.71/15 0.005s, n=5962, sd=41} 337. Kc1 {+2.38/10 0.010s, n=10895, sd=35}
Ka8 {-1.71/16 0.005s, n=5440, sd=42} 338. Kd2 {+2.38/10 0.006s, n=5729, sd=19}
Kb8 {-1.71/11 0.005s, n=5256, sd=24} 339. Bg1 {+2.38/11 0.008s, n=7873, sd=23}
Ka8 {-1.71/13 0.008s, n=7483, sd=34} 340. Bf2 {+2.38/12 0.006s, n=5899, sd=25}
Kb8 {-1.71/13 0.006s, n=6625, sd=39} 341. Kc1 {+2.38/12 0.007s, n=6876, sd=29}
Ka8 {-1.71/15 0.006s, n=6304, sd=40} 342. Bb6 {+2.38/12 0.007s, n=7219, sd=31}
Kb8 {-1.71/16 0.005s, n=5942, sd=38} 343. Bg1 {+2.38/11 0.005s, n=5562, sd=25}
Ka8 {-1.71/16 0.007s, n=7917, sd=36} 344. Kd2 {+2.38/13 0.006s, n=6490, sd=34}
Kb8 {-1.71/12 0.006s, n=5447, sd=28} 345. Bf2 {+2.38/12 0.005s, n=5175, sd=33}
Ka8 {-1.71/14 0.007s, n=6828, sd=28} 346. Kd1 {+2.38/13 0.006s, n=6284, sd=31}
Kb8 {-1.71/14 0.005s, n=5123, sd=30} 347. Bb6 {+2.38/13 0.007s, n=7138, sd=31}
Ka8 {-1.71/14 0.012s, n=12294, sd=28} 348. Kc2 {+2.38/14 0.009s, n=8723, sd=39}
Kb8 {-1.71/13 0.013s, n=12778, sd=35} 349. Be3 {+2.38/12 0.006s, n=5807, sd=39}
Ka8 {-1.71/13 0.007s, n=7178, sd=34} 350. Bf2 {+2.38/12 0.016s, n=15829, sd=37}
Kb8 {-1.71/13 0.004s, n=7375, sd=32} 351. Bb6 {+2.38/11 0.006s, n=5657, sd=21}
Ka8 {-1.71/12 0.005s, n=5152, sd=28} 352. Kd2 {+2.38/12 0.008s, n=7748, sd=27}
Kb8 {-1.71/12 0.009s, n=8433, sd=30} 353. Kd3 {+2.38/11 0.006s, n=5447, sd=27}
Ka8 {-1.71/12 0.011s, n=9803, sd=26} 354. Be3 {+2.38/10 0.007s, n=6918, sd=27}
Kb8 {-1.71/11 0.007s, n=6427, sd=26} 355. Kd2 {+2.38/10 0.007s, n=6682, sd=35}
Ka8 {-1.71/12 0.010s, n=9374, sd=36} 356. Bb6 {+2.38/9 0.007s, n=6522, sd=25}
Kb8 {-1.64/12 0.018s, n=17164, sd=40} 357. Ke3 {+2.51/10 0.010s, n=9427, sd=31}
Ka8 {-1.64/11 0.008s, n=7584, sd=36} 358. Kd3 {+2.75/13 0.008s, n=8420, sd=53}
Kb8 {-1.64/10 0.008s, n=7004, sd=20} 359. Be3 {+2.61/9 0.006s, n=5966, sd=37}
Ka8 {-1.64/11 0.007s, n=6423, sd=24} 360. a4 {+2.51/10 0.009s, n=8929, sd=29}
Kb8 {-1.64/11 0.009s, n=7798, sd=30} 361. Ke2 {+2.51/9 0.006s, n=5200, sd=27}
Ka8 {-1.64/12 0.009s, n=8481, sd=38} 362. Ke1 {+2.51/11 0.008s, n=7904, sd=21}
Kb8 {-1.64/10 0.007s, n=6263, sd=52} 363. Bf2 {+2.51/11 0.007s, n=6793, sd=37}
Ka8 {-1.64/12 0.006s, n=5212, sd=42} 364. Kd1 {+2.51/12 0.007s, n=7268, sd=39}
Kb8 {-1.64/12 0.008s, n=7503, sd=36} 365. Bb6 {+2.51/12 0.005s, n=5620, sd=39}
Ka8 {-1.64/12 0.006s, n=5247, sd=36} 366. Bg1 {+2.51/13 0.006s, n=5957, sd=33}
Kb8 {-1.64/13 0.006s, n=5735, sd=38} 367. Be3 {+2.51/11 0.006s, n=5913, sd=33}
Ka8 {-1.64/13 0.005s, n=5034, sd=42} 368. Bc5 {+2.51/10 0.005s, n=5214, sd=29}
Kb8 {-1.64/13 0.005s, n=5189, sd=42} 369. Kc1 {+2.51/12 0.005s, n=5353, sd=29}
Ka8 {-1.64/13 0.006s, n=6486, sd=46} 370. Bb6 {+2.51/12 0.006s, n=6207, sd=53}
Kb8 {-1.64/11 0.006s, n=6147, sd=54} 371. Be3 {+2.51/12 0.005s, n=5346, sd=43}
Ka8 {-1.64/12 0.005s, n=5462, sd=44} 372. Kd2 {+2.51/12 0.006s, n=6269, sd=39}
Kb8 {-1.64/12 0.009s, n=6864, sd=50} 373. Ke1 {+2.51/11 0.009s, n=6041, sd=41}
Ka8 {-1.64/11 0.001s, n=5332, sd=54} 374. Bf2 {+2.51/11 0.006s, n=6194, sd=47}
Kb8 {-1.64/11 0.007s, n=6818, sd=56} 375. Bg1 {+2.51/11 0.005s, n=5588, sd=25}
Ka8 {-1.64/11 0.005s, n=5537, sd=62} 376. Be3 {+2.51/12 0.005s, n=5731, sd=39}
Kb8 {-1.64/12 0.003s, n=6614, sd=42} 377. Bd4 {+2.51/12 0.006s, n=6651, sd=49}
Ka8 {-1.64/14 0.008s, n=8073, sd=47} 378. Ke2 {+2.51/13 0.007s, n=7260, sd=43}
Kb8 {-1.64/13 0.007s, n=6957, sd=42} 379. Bf2 {+2.51/11 0.005s, n=5610, sd=41}
Ka8 {-1.64/13 0.005s, n=5141, sd=44} 380. Ke1 {+2.51/12 0.005s, n=5109, sd=28}
Kb8 {-1.64/12 0.005s, n=5220, sd=38} 381. Kd1 {+2.51/12 0.006s, n=6151, sd=29}
Ka8 {-1.64/15 0.003s, n=7066, sd=40} 382. Bb6 {+2.51/11 0.005s, n=5612, sd=27}
Kb8 {-1.73/14 0.007s, n=7088, sd=34} 383. Kd2 {+2.51/13 0.006s, n=6015, sd=27}
Ka8 {-1.73/16 0.007s, n=6813, sd=41} 384. Ke2 {+2.51/13 0.005s, n=5012, sd=43}
Kb8 {-1.73/14 0.006s, n=6107, sd=38} 385. Ke1 {+2.51/12 0.005s, n=5221, sd=39}
Ka8 {-1.73/15 0.006s, n=6881, sd=50} 386. Kd1 {+2.51/14 0.007s, n=7809, sd=39}
Kb8 {-1.73/13 0.006s, n=6275, sd=44} 387. Kd2 {+2.51/12 0.005s, n=5470, sd=39}
Ka8 {-1.73/13 0.005s, n=5353, sd=40} 388. Be3 {+2.51/12 0.005s, n=5853, sd=41}
Kb8 {-1.73/13 0.005s, n=5371, sd=30} 389. Bf2 {+2.51/12 0.005s, n=5903, sd=43}
Ka8 {-1.73/14 0.006s, n=6713, sd=42} 390. Kc2 {+2.51/13 0.006s, n=6632, sd=41}
Kb8 {-1.73/14 0.006s, n=5979, sd=40} 391. Kd3 {+2.51/11 0.006s, n=6153, sd=33}
Ka8 {-1.73/13 0.005s, n=5381, sd=34} 392. Ke2 {+2.51/12 0.005s, n=5424, sd=37}
Kb8 {-1.73/13 0.006s, n=6380, sd=36} 393. Bb6 {+2.51/13 0.005s, n=5056, sd=35}
Ka8 {-1.76/15 0.005s, n=5025, sd=34} 394. Kd2 {+2.51/14 0.007s, n=7459, sd=33}
Kb8 {-1.76/14 0.003s, n=6151, sd=32} 395. Bc5 {+2.51/13 0.005s, n=5424, sd=31}
Ka8 {-1.76/15 0.012s, n=11782, sd=30} 396. Kd1 {+2.63/14 0.032s, n=28085, sd=34}
Kb8 {-1.76/12 0.006s, n=5885, sd=28} 397. Bd4 {+2.51/11 0.007s, n=6442, sd=27}
Ka8 {-1.76/14 0.013s, n=11672, sd=28} 398. Bg1 {+2.51/13 0.014s, n=13418, sd=25}
Kb8 {-1.76/13 0.019s, n=17130, sd=28} 399. Bf2 {+2.53/11 0.003s, n=6709, sd=23}
Ka8 {-1.76/13 0.012s, n=11157, sd=30} 400. Ke2 {+2.49/11 0.006s, n=5879, sd=21}
Kb8 {-1.76/12 0.011s, n=10580, sd=30} 401. Bd4 {+1.50/11 0.025s, n=22466, sd=25}
Ka8 {-1.76/12 0.008s, n=7580, sd=30} 402. Be3 {+1.50/10 0.010s, n=9050, sd=23}
Kb8 {-1.73/11 0.012s, n=10903, sd=28} 403. Kf2 {+1.65/10 0.009s, n=10885, sd=17}
Ka8 {-1.75/11 0.011s, n=9606, sd=24} 404. Kg1 {+1.65/9 0.006s, n=5456, sd=15}
Kb8 {-1.74/10 0.008s, n=6882, sd=14} 405. Kf2 {+1.45/10 0.025s, n=21433, sd=32}
Ka8 {-1.66/11 0.009s, n=7598, sd=15} 406. Kg1 {+1.45/10 0.013s, n=10007, sd=23}
Kb8 {-1.66/11 0.008s, n=6213, sd=20} 407. Kg2 {+1.45/11 0.008s, n=6936, sd=27}
Ka8 {-1.74/12 0.008s, n=6511, sd=26} 408. a5 {+1.45/12 0.009s, n=7230, sd=29}
Kb8 {-1.74/11 0.007s, n=6138, sd=22} 409. Kh1 {+1.45/11 0.007s, n=5803, sd=25}
Ka8 {-1.74/13 0.008s, n=7021, sd=28} 410. Bb6 {+1.45/12 0.011s, n=9042, sd=45}
Kb8 {-1.74/12 0.007s, n=5870, sd=30} 411. Kg2 {+1.45/12 0.008s, n=6700, sd=45}
Ka8 {-1.74/13 0.006s, n=5352, sd=32} 412. Be3 {+1.45/11 0.008s, n=6416, sd=41}
Kb8 {-1.74/11 0.006s, n=5282, sd=40} 413. Kh1 {+1.45/11 0.007s, n=5938, sd=35}
Ka8 {-1.74/15 0.008s, n=7240, sd=32} 414. Bf2 {+1.45/12 0.006s, n=5636, sd=33}
Kb8 {-1.74/14 0.007s, n=6152, sd=38} 415. Bb6 {+1.45/12 0.009s, n=7245, sd=29}
Ka8 {-1.74/15 0.007s, n=6347, sd=40} 416. Bd4 {+1.45/13 0.009s, n=7495, sd=49}
Kb8 {-1.74/15 0.009s, n=7947, sd=48} 417. Kg1 {+1.45/15 0.009s, n=8174, sd=43}
Ka8 {-1.74/13 0.006s, n=5190, sd=46} 418. Bf2 {+1.45/14 0.006s, n=5416, sd=45}
Kb8 {-1.74/14 0.007s, n=6217, sd=42} 419. Bb6 {+1.45/13 0.006s, n=5357, sd=41}
Ka8 {-1.74/14 0.006s, n=5173, sd=42} 420. Kg2 {+1.45/14 0.008s, n=6945, sd=43}
Kb8 {-1.74/12 0.006s, n=5406, sd=34} 421. Kf2 {+1.45/11 0.007s, n=6220, sd=43}
Ka8 {-1.74/14 0.006s, n=5803, sd=38} 422. Ke3 {+1.45/12 0.006s, n=5828, sd=43}
Kb8 {-1.74/12 0.006s, n=5231, sd=32} 423. Kd3 {+1.51/13 0.006s, n=5507, sd=41}
Ka8 {-1.74/15 0.007s, n=6077, sd=44} 424. Kd2 {+1.63/12 0.008s, n=7291, sd=49}
Kb8 {-1.74/14 0.007s, n=5999, sd=38} 425. Kd1 {+1.49/11 0.010s, n=8142, sd=35}
Ka8 {-1.74/15 0.006s, n=5123, sd=38} 426. Be3 {+1.49/12 0.007s, n=6223, sd=35}
Kb8 {-1.74/16 0.006s, n=5490, sd=38} 427. Bd4 {+1.49/10 0.007s, n=5399, sd=29}
Ka8 {-1.74/17 0.006s, n=5133, sd=34} 428. Bc5 {+1.49/12 0.006s, n=5262, sd=25}
Kb8 {-1.82/16 0.007s, n=6373, sd=48} 429. Kd2 {+1.50/11 0.006s, n=5269, sd=27}
Ka8 {-1.82/15 0.006s, n=5515, sd=48} 430. Bf2 {+1.50/12 0.007s, n=5986, sd=45}
Kb8 {-1.82/14 0.006s, n=5932, sd=38} 431. Ke1 {+1.57/12 0.010s, n=8718, sd=51}
Ka8 {-1.82/15 0.006s, n=5907, sd=38} 432. Bb6 {+1.42/12 0.035s, n=30063, sd=53}
Kb8 {-1.82/15 0.007s, n=6010, sd=34} 433. Kd2 {+1.42/10 0.007s, n=5920, sd=41}
Ka8 {-1.82/16 0.006s, n=5010, sd=44} 434. Bc5 {+1.42/10 0.007s, n=5669, sd=37}
Kb8 {-1.82/14 0.006s, n=5178, sd=46} 435. Bf2 {+1.42/10 0.009s, n=7804, sd=37}
Ka8 {-1.82/15 0.006s, n=5391, sd=38} 436. Kd1 {+1.42/10 0.007s, n=5981, sd=41}
Kb8 {-1.82/17 0.007s, n=6125, sd=44} 437. Kd2 {+1.42/11 0.006s, n=5676, sd=43}
Ka8 {-1.86/16 0.006s, n=5476, sd=42} 438. Kd1 {+1.42/11 0.007s, n=6946, sd=33}
Kb8 {-1.86/15 0.002s, n=5402, sd=40} 439. Bd4 {+1.42/10 0.006s, n=5491, sd=23}
Ka8 {-1.86/16 0.006s, n=5456, sd=38} 440. Kd2 {+1.31/9 0.011s, n=10050, sd=25}
Kb8 {-1.86/15 0.006s, n=5023, sd=36} 441. Bc5 {+1.31/9 0.008s, n=6584, sd=25}
Ka8 {-1.86/14 0.006s, n=5537, sd=34} 442. Bf2 {+1.31/10 0.006s, n=5003, sd=19}
Kb8 {-1.86/15 0.011s, n=9883, sd=32} 443. Bb6 {+1.31/9 0.008s, n=7066, sd=31}
Ka8 {-1.86/13 0.006s, n=5425, sd=24} 444. Ke3 {+1.31/11 0.008s, n=6713, sd=25}
Kb8 {-1.86/14 0.012s, n=10077, sd=28} 445. Kf2 {+1.31/11 0.008s, n=6426, sd=27}
Ka8 {-1.86/14 0.009s, n=8080, sd=26} 446. Kg1 {+0.93/10 0.039s, n=33166, sd=25}
Kb8 {-1.86/13 0.008s, n=6402, sd=24} 447. Bd4 {+0.93/9 0.008s, n=6701, sd=23}
Ka8 {-1.86/13 0.007s, n=5714, sd=22} 448. Bc5 {+0.87/11 0.042s, n=33435, sd=21}
Kb8 {-1.86/12 0.014s, n=11424, sd=20} 449. Bb6 {+0.87/10 0.005s, n=7410, sd=19}
Ka8 {-1.86/12 0.015s, n=12760, sd=18} 450. Bc5 {+0.80/10 0.008s, n=6145, sd=17}
Kb8 {-1.79/11 0.012s, n=10326, sd=16} 451. Kh1 {+0.81/10 0.010s, n=7902, sd=17}
Ka8 {-1.72/12 0.022s, n=17386, sd=18} 452. Bb6 {+0.82/10 0.011s, n=8717, sd=19}
Kb8 {-1.79/11 0.021s, n=15802, sd=12} 453. Bg1 {+0.79/10 0.026s, n=19141, sd=17}
Ka8 {-1.40/11 0.007s, n=8086, sd=11} 454. Bd4 {+0.91/10 0.008s, n=6067, sd=22}
Kb8 {-0.72/9 0.008s, n=6230, sd=12} 455. Bb6 {+1.89/13 0.012s, n=8545, sd=28}
Ka8 {-1.38/10 0.008s, n=6296, sd=18} 456. a7 {+2.34/14 0.006s, n=5309, sd=26}
Kb7 {-2.08/11 0.010s, n=7426, sd=15} 457. Kh2 {+2.34/10 0.009s, n=7331, sd=30}
Ka8 {-2.16/11 0.009s, n=6897, sd=19} 458. Kg2 {+2.33/10 0.007s, n=5531, sd=33}
Kb7 {-2.47/12 0.012s, n=8934, sd=18} 459. Kf3 {+2.33/10 0.011s, n=8360, sd=35}
Ka8 {-2.08/11 0.006s, n=5210, sd=18} 460. Be3 {+2.34/11 0.007s, n=5407, sd=25}
Kb7 {-2.46/11 0.020s, n=15442, sd=22} 461. Bg1 {+2.33/10 0.008s, n=6331, sd=29}
Ka8 {-2.46/12 0.009s, n=7978, sd=32} 462. Bb6 {+2.39/11 0.007s, n=5784, sd=31}
Kb7 {-2.46/13 0.009s, n=7508, sd=50} 463. Be3 {+2.39/11 0.011s, n=9095, sd=25}
Ka8 {-2.46/12 0.002s, n=5134, sd=30} 464. Bb6 {+1.82/11 0.042s, n=37151, sd=39}
Kb7 {-2.46/11 0.007s, n=5693, sd=28} 465. Be3 {+1.82/9 0.013s, n=10925, sd=31}
Ka8 {-2.46/12 0.008s, n=6446, sd=38} 466. Kg2 {+1.70/10 0.018s, n=16369, sd=29}
Kb7 {-2.46/13 0.009s, n=7736, sd=44} 467. Bg1 {+1.70/9 0.014s, n=11474, sd=22}
Ka8 {-2.46/13 0.006s, n=5438, sd=38} 468. Kg3 {+1.70/9 0.017s, n=13935, sd=21}
Kb7 {-2.46/11 0.007s, n=5612, sd=40} 469. Kh2 {+1.70/10 0.008s, n=6413, sd=19}
Ka8 {-2.46/13 0.008s, n=7159, sd=52} 470. Be3 {+1.70/12 0.009s, n=7357, sd=29}
Kb7 {-2.46/13 0.006s, n=5506, sd=28} 471. Kg2 {+1.70/11 0.006s, n=5441, sd=33}
Ka8 {-2.46/14 0.007s, n=6547, sd=32} 472. Bb6 {+1.70/12 0.007s, n=6182, sd=37}
Kb7 {-2.46/13 0.008s, n=7021, sd=32} 473. Kg1 {+1.70/11 0.009s, n=7229, sd=23}
Ka8 {-2.46/14 0.007s, n=6037, sd=32} 474. Be3 {+1.70/12 0.010s, n=8317, sd=31}
Kb7 {-2.46/13 0.008s, n=6721, sd=38} 475. Kh2 {+1.70/11 0.007s, n=6113, sd=31}
Ka8 {-2.46/14 0.007s, n=6619, sd=42} 476. Kg2 {+1.70/13 0.007s, n=6311, sd=31}
Kb7 {-2.46/12 0.016s, n=14107, sd=49} 477. Kh3 {+1.70/12 0.008s, n=7041, sd=37}
Ka8 {-2.46/12 0.008s, n=6592, sd=32} 478. Kg4 {+1.70/12 0.006s, n=5296, sd=41}
Kb7 {-2.46/12 0.008s, n=6661, sd=28} 479. Kg3 {+1.70/11 0.006s, n=5603, sd=43}
Ka8 {-2.46/13 0.006s, n=5103, sd=24} 480. Kh3 {+1.70/11 0.006s, n=5252, sd=41}
Kb7 {-2.46/14 0.012s, n=10321, sd=46} 481. Kg4 {+1.70/11 0.006s, n=5232, sd=29}
Ka8 {-2.46/14 0.007s, n=5974, sd=50} 482. Kg3 {+1.70/13 0.006s, n=5163, sd=37}
Kb7 {-2.46/14 0.009s, n=8056, sd=48} 483. Kh2 {+1.70/13 0.006s, n=5510, sd=37}
Ka8 {-2.46/14 0.006s, n=5300, sd=42} 484. Bg1 {+1.70/13 0.006s, n=5040, sd=35}
Kb7 {-2.46/14 0.007s, n=5985, sd=44} 485. Kg2 {+1.70/13 0.005s, n=7212, sd=37}
Ka8 {-2.46/15 0.007s, n=6592, sd=42} 486. Kh3 {+1.70/13 0.006s, n=5261, sd=35}
Kb7 {-2.46/14 0.006s, n=5588, sd=40} 487. Kg4 {+1.70/13 0.008s, n=6756, sd=33}
Ka8 {-2.46/14 0.006s, n=5558, sd=38} 488. Bb6 {+1.70/14 0.008s, n=6399, sd=37}
Kb7 {-2.46/13 0.006s, n=5174, sd=26} 489. Kg3 {+1.70/12 0.006s, n=5400, sd=35}
Ka8 {-2.46/15 0.006s, n=5804, sd=34} 490. Kh2 {+1.70/13 0.008s, n=6798, sd=29}
Kb7 {-2.35/15 0.031s, n=25281, sd=32} 491. Kg1 {+1.70/14 0.018s, n=14953, sd=31}
Ka8 {-2.35/11 0.002s, n=5065, sd=30} 492. Be3 {+1.70/12 0.011s, n=9540, sd=29}
Kb7 {-2.35/12 0.006s, n=6800, sd=28} 493. Kg2 {+1.51/13 0.063s, n=51888, sd=29}
Ka8 {-2.35/13 0.008s, n=7506, sd=26} 494. Kf2 {+1.64/11 0.009s, n=7043, sd=25}
Kb7 {-2.35/12 0.008s, n=6605, sd=24} 495. Bb6 {+1.64/11 0.011s, n=8410, sd=23}
Ka8 {-2.35/13 0.008s, n=7142, sd=22} 496. Bd4 {+1.65/12 0.013s, n=10134, sd=21}
Kb7 {-2.35/12 0.013s, n=11324, sd=20} 497. Kg3 {+1.72/10 0.008s, n=6687, sd=19}
Ka8 {-2.21/12 0.011s, n=9155, sd=18} 498. Kf2 {+1.64/11 0.007s, n=5907, sd=17}
Kb7 {-1.92/11 0.013s, n=11278, sd=18} 499. Ke1 {+1.57/10 0.013s, n=10325, sd=15}
Ka8 {-1.92/11 0.007s, n=5318, sd=14} 500. Bb6 {+1.54/10 0.009s, n=6886, sd=13}
Kb7 {-1.63/10 0.012s, n=9109, sd=12} 501. Bf2 {+1.65/9 0.014s, n=10441, sd=11}
Ka8 {-0.69/10 0.009s, n=8172, sd=10} 502. Kd2 {+0.86/8 0.012s, n=9541, sd=9}
Kb7 {-0.51/9 0.004s, n=5692, sd=8} 503. Ke2 {+0.36/8 0.014s, n=10650, sd=13}
Ka8 {-0.16/10 0.010s, n=7400, sd=12} 504. Kd2 {+0.12/9 0.017s, n=12383, sd=17}
Kb7 {-0.22/10 0.007s, n=5184, sd=20} 505. a8=Q+ {+0.65/12 0.012s, n=8332, sd=16}
Kxa8 {-1.66/12 0.109s, n=9754, sd=28} 506. a6 {+1.14/11 0.016s, n=11968, sd=18}
Kb8 {-1.66/11 0.022s, n=6927, sd=26} 507. Be3 {+1.16/9 0.008s, n=5515, sd=16}
Ka8 {-1.66/12 0.081s, n=6205, sd=22} 508. Kc2 {+1.27/10 0.057s, n=7690, sd=23}
Kb8 {-1.66/10 0.065s, n=5885, sd=39} 509. Kb3 {+1.28/9 0.222s, n=9294, sd=16}
Ka8 {-1.66/11 0.010s, n=5640, sd=22} 510. Ka4 {+1.28/10 0.141s, n=5449, sd=16}
Kb8 {-1.66/11 0.278s, n=9323, sd=26} 511. Kb5 {+1.28/10 0.213s, n=5707, sd=23}
Ka8 {-1.65/11 0.186s, n=6311, sd=38} 512. Ka4 {+1.26/9 0.064s, n=6728, sd=32}
Kb8 {0.00/199 0.006s, n=455, sd=19} 513. Kb5 {+1.16/10 0.132s, n=14462, sd=23}
Ka8 {0.00/63 0.008s, n=5322, sd=16} 514. Kc4 {+1.16/10 0.081s, n=8477, sd=21}
Kb8 {-1.65/10 0.109s, n=7229, sd=28} 515. Bb6 {+1.16/10 0.112s, n=10044, sd=27}
Ka8 {-1.55/11 0.313s, n=9490, sd=32} 516. Kb4 {+1.16/11 0.085s, n=7349, sd=29}
Kb8 {-1.65/10 0.067s, n=5994, sd=34}
517. Bf2 {+1.16/11 0.118s, n=5895, sd=25, Black disconnects} 1-0