[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.17"]
[Round "6639"]
[White "PZChessBot-dev"]
[Black "PZChessBot-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "rn1qk1nr/p2p3p/1pp2p2/2bp2p1/4P3/N3Q1B1/PPP2PPP/R4KNR w kq - 0 5"]
[GameDuration "00:01:54"]
[GameStartTime "2026-05-17T12:47:45 -0400"]
[GameEndTime "2026-05-17T12:49:39 -0400"]
[PlyCount "1024"]
[Termination "abandoned"]
[TimeControl "-"]

5. Qd3 {+1.13/11 0.033s, n=21037, sd=16} dxe4 {-1.64/9 0.031s, n=20148, sd=14}
6. Qxe4+ {+1.18/11 0.032s, n=20699, sd=19} Ne7 {-0.99/12 0.032s, n=21469, sd=17}
7. h4 {+1.59/12 0.033s, n=22229, sd=18} d5 {-0.90/11 0.035s, n=23127, sd=19}
8. Qe6 {+1.73/10 0.044s, n=29752, sd=24} Qc8 {-1.27/10 0.044s, n=26189, sd=18}
9. Qxc8+ {+1.17/11 0.060s, n=40769, sd=17}
Nxc8 {-1.40/11 0.038s, n=27120, sd=18}
10. Re1+ {+1.16/12 0.052s, n=39155, sd=19} Ne7 {-0.48/11 0.034s, n=20798, sd=15}
11. hxg5 {+0.07/10 0.036s, n=30411, sd=17}
fxg5 {-1.12/11 0.079s, n=51754, sd=22} 12. Nf3 {+2.64/10 0.055s, n=39790, sd=18}
g4 {-2.07/11 0.048s, n=35650, sd=17} 13. Ne5 {+2.25/11 0.027s, n=20476, sd=16}
h5 {-3.67/11 0.177s, n=131648, sd=25} 14. c3 {+3.44/13 0.062s, n=48635, sd=20}
a5 {-3.32/11 0.032s, n=24450, sd=28} 15. Nxg4 {+3.56/11 0.042s, n=22785, sd=18}
Nd7 {-2.56/13 0.046s, n=37536, sd=25} 16. Ne5 {+3.54/12 0.035s, n=28254, sd=19}
Nxe5 {-3.11/11 0.033s, n=26768, sd=24}
17. Rxe5 {+3.11/12 0.065s, n=50827, sd=20}
Bxa3 {-3.05/10 0.026s, n=20582, sd=22}
18. bxa3 {+2.73/11 0.034s, n=29347, sd=19} a4 {-2.63/12 0.034s, n=28011, sd=21}
19. Bf4 {+3.32/12 0.049s, n=41424, sd=21} Kd7 {-3.97/9 0.049s, n=30209, sd=16}
20. Rexh5 {+4.08/12 0.056s, n=43149, sd=16}
Rxh5 {-3.48/11 0.035s, n=28845, sd=17}
21. Rxh5 {+4.21/12 0.092s, n=73941, sd=21} Rg8 {-4.03/10 0.025s, n=20031, sd=20}
22. g3 {+4.10/12 0.056s, n=44782, sd=18} Rg6 {-4.32/10 0.046s, n=30155, sd=12}
23. f3 {+4.78/11 0.028s, n=21337, sd=15} Re6 {-4.07/10 0.027s, n=21671, sd=13}
24. Rh7 {+4.15/11 0.026s, n=22616, sd=21} Ke8 {-4.05/12 0.034s, n=28094, sd=18}
25. Kf2 {+4.07/12 0.056s, n=48091, sd=22} c5 {-4.87/12 0.063s, n=50277, sd=20}
26. g4 {+3.80/10 0.029s, n=24274, sd=18} d4 {-3.95/12 0.050s, n=40414, sd=17}
27. cxd4 {+5.25/12 0.028s, n=22664, sd=18}
cxd4 {-4.27/10 0.025s, n=20749, sd=21}
28. Rh8+ {+5.11/11 0.027s, n=22170, sd=19} Kd7 {-5.07/11 0.041s, n=36790, sd=24}
29. Rh1 {+4.92/12 0.045s, n=37993, sd=21} Kc6 {-5.07/11 0.041s, n=35074, sd=24}
30. Re1 {+4.54/11 0.030s, n=26606, sd=20} Rxe1 {-4.59/14 0.045s, n=43304, sd=26}
31. Kxe1 {+4.28/12 0.033s, n=31470, sd=27} Kd5 {-4.64/13 0.031s, n=29898, sd=21}
32. Ke2 {+4.10/11 0.027s, n=24887, sd=22} Ng6 {-3.59/13 0.033s, n=23130, sd=16}
33. Bc7 {+4.60/12 0.024s, n=22391, sd=24} b5 {-3.61/12 0.025s, n=22637, sd=22}
34. Kd3 {+4.74/14 0.044s, n=41643, sd=32} Nf8 {-4.74/12 0.024s, n=20658, sd=25}
35. g5 {+3.52/12 0.027s, n=26457, sd=26} Ng6 {-5.12/14 0.023s, n=22374, sd=28}
36. Bg3 {+4.77/12 0.034s, n=33787, sd=32} Nf8 {-3.25/14 0.039s, n=40629, sd=32}
37. Bh2 {+3.74/13 0.022s, n=20756, sd=30} Ng6 {-3.82/11 0.019s, n=20174, sd=29}
38. Bg3 {+4.13/13 0.025s, n=24119, sd=33} Nf8 {-3.92/14 0.036s, n=29842, sd=32}
39. f4 {+4.10/13 0.025s, n=25136, sd=31} Ng6 {-4.49/12 0.026s, n=24837, sd=27}
40. f5 {+4.83/14 0.028s, n=29190, sd=30} Ne7 {-4.39/14 0.018s, n=20769, sd=29}
41. f6 {+4.95/12 0.032s, n=25569, sd=29} Ng6 {-5.20/13 0.028s, n=31102, sd=31}
42. f7 {+5.53/13 0.022s, n=24227, sd=23} Nf8 {-5.34/12 0.036s, n=37230, sd=29}
43. Be1 {+6.13/14 0.054s, n=52572, sd=28} Nd7 {-6.38/10 0.025s, n=28478, sd=31}
44. Bd2 {+5.63/15 0.071s, n=77796, sd=38} Ke6 {-5.15/14 0.079s, n=80054, sd=32}
45. Kxd4 {+6.56/14 0.016s, n=20032, sd=44}
Kxf7 {-5.16/13 0.021s, n=20480, sd=42} 46. Kd5 {+6.70/15 0.021s, n=24861, sd=38}
Nf6+ {-6.00/13 0.040s, n=45325, sd=51}
47. gxf6 {+5.85/12 0.019s, n=22894, sd=33}
Kxf6 {-8.27/16 0.044s, n=51001, sd=41} 48. Bb4 {+7.04/15 0.018s, n=20607, sd=39}
Kf7 {-8.37/17 0.018s, n=23209, sd=42} 49. Kd6 {+7.16/15 0.021s, n=21654, sd=39}
Kf6 {-8.31/19 0.029s, n=39653, sd=49} 50. Bc3+ {+8.46/16 0.037s, n=44613, sd=42}
Kf5 {-8.37/17 0.014s, n=20444, sd=51} 51. Kd5 {+8.46/20 0.018s, n=23270, sd=32}
Kf4 {-8.37/22 0.015s, n=21205, sd=38} 52. Ba1 {+8.46/21 0.020s, n=26475, sd=39}
Kf5 {-8.37/21 0.019s, n=27451, sd=48} 53. Be5 {+8.46/22 0.016s, n=21241, sd=37}
Kg5 {-8.37/21 0.016s, n=20921, sd=42} 54. Bc3 {+8.46/20 0.035s, n=42299, sd=41}
Kf5 {-8.37/24 0.020s, n=27277, sd=48} 55. Ba1 {+7.89/17 0.020s, n=26599, sd=43}
Kf4 {-8.37/26 0.014s, n=21728, sd=52} 56. Bd4 {+8.44/17 0.018s, n=21317, sd=39}
Kf3 {-8.37/19 0.016s, n=21588, sd=34} 57. Bc3 {+8.45/15 0.031s, n=43079, sd=53}
Kf4 {-8.37/26 0.014s, n=20791, sd=36} 58. Bd4 {+8.07/17 0.022s, n=28045, sd=53}
Kf3 {-8.37/22 0.022s, n=27279, sd=46} 59. Bf6 {+8.45/17 0.017s, n=20523, sd=55}
Kf4 {-8.37/25 0.017s, n=21343, sd=42} 60. Ba1 {+8.45/20 0.018s, n=21641, sd=59}
Kf5 {-8.37/26 0.018s, n=22787, sd=42} 61. Be5 {+8.45/22 0.029s, n=35724, sd=47}
Kg5 {-8.37/24 0.018s, n=21525, sd=44} 62. Ke6 {+8.46/21 0.020s, n=22325, sd=44}
Kg4 {-8.37/24 0.026s, n=21847, sd=32} 63. Bh2 {+8.46/23 0.024s, n=23357, sd=49}
Kg5 {-8.37/22 0.017s, n=20926, sd=30} 64. Bc7 {+8.46/23 0.017s, n=20980, sd=45}
Kg6 {-8.37/21 0.019s, n=24000, sd=40} 65. Bd6 {+8.46/23 0.019s, n=22663, sd=51}
Kg7 {-8.37/24 0.025s, n=20057, sd=38} 66. Be5+ {+8.46/20 0.026s, n=20077, sd=52}
Kf8 {-8.37/21 0.033s, n=25432, sd=38} 67. Bf6 {+8.46/19 0.018s, n=20921, sd=56}
Kg8 {-8.37/24 0.021s, n=24648, sd=36} 68. Bd4 {+8.46/23 0.031s, n=25233, sd=29}
Kf8 {-8.37/23 0.027s, n=21648, sd=48} 69. Be5 {+8.46/25 0.029s, n=22811, sd=27}
Ke8 {-8.37/25 0.027s, n=22645, sd=38} 70. Bf6 {+8.46/25 0.030s, n=23440, sd=41}
Kf8 {-8.37/26 0.027s, n=22910, sd=45} 71. Bg5 {+8.42/24 0.044s, n=36219, sd=43}
Kg7 {-8.37/26 0.032s, n=25941, sd=46} 72. Be7 {+8.42/18 0.028s, n=32083, sd=34}
Kg6 {-8.37/26 0.017s, n=22391, sd=36} 73. Bf6 {+8.27/16 0.036s, n=31261, sd=41}
Kh6 {-8.37/21 0.026s, n=21512, sd=46} 74. Kf5 {+8.68/18 0.019s, n=22576, sd=45}
Kh7 {-8.37/26 0.029s, n=23981, sd=46} 75. Bd4 {+9.74/19 0.023s, n=26979, sd=43}
Kg8 {-8.37/27 0.030s, n=25286, sd=45} 76. Ke6 {+9.74/13 0.020s, n=26648, sd=44}
Kf8 {-8.37/27 0.033s, n=24993, sd=43} 77. Bf6 {+9.74/15 0.021s, n=25676, sd=42}
Kg8 {-8.37/24 0.027s, n=22102, sd=41} 78. Ke7 {+9.60/18 0.033s, n=34902, sd=40}
Kh7 {-8.37/24 0.027s, n=21304, sd=39} 79. Kf7 {+9.64/20 0.028s, n=30824, sd=38}
Kh6 {-8.37/21 0.029s, n=23271, sd=37} 80. Be7 {+9.01/20 0.040s, n=33890, sd=39}
Kh5 {-8.93/19 0.024s, n=27031, sd=35} 81. Kf6 {+8.91/10 0.020s, n=20947, sd=36}
Kg4 {-9.34/14 0.033s, n=23758, sd=33} 82. Ke5 {+8.82/16 0.021s, n=20340, sd=32}
Kf3 {-9.34/15 0.028s, n=20903, sd=30} 83. Bg5 {+8.85/14 0.028s, n=26402, sd=30}
Kg4 {-8.51/16 0.029s, n=21370, sd=29} 84. Bd2 {+8.63/17 0.027s, n=21563, sd=29}
Kf3 {-8.22/17 0.049s, n=54730, sd=27} 85. Bh6 {+8.18/17 0.084s, n=65482, sd=33}
Kg4 {-8.20/16 0.021s, n=21780, sd=25} 86. Be3 {+5.95/14 0.104s, n=79360, sd=41}
Kf3 {-6.72/19 0.080s, n=74629, sd=37} 87. Bh6 {+5.98/15 0.042s, n=35765, sd=43}
Kg4 {-6.56/15 0.024s, n=27829, sd=45} 88. Be3 {+5.87/17 0.038s, n=28478, sd=53}
Kf3 {-6.66/13 0.030s, n=24962, sd=31} 89. Kd4 {+6.40/17 0.029s, n=21685, sd=48}
Kg4 {-6.72/20 0.025s, n=25649, sd=45} 90. Ke4 {+6.76/17 0.033s, n=22817, sd=46}
Kg3 {-6.72/19 0.021s, n=24167, sd=41} 91. Bg5 {+6.98/15 0.027s, n=24400, sd=43}
Kg4 {-6.72/20 0.020s, n=21893, sd=40} 92. Bd2 {+7.07/15 0.033s, n=23775, sd=38}
Kg3 {-6.72/21 0.029s, n=22977, sd=38} 93. Bg5 {+7.07/19 0.019s, n=20608, sd=44}
Kg4 {-6.72/20 0.020s, n=22582, sd=34} 94. Bd2 {+7.15/15 0.020s, n=20734, sd=47}
Kg3 {-6.72/22 0.024s, n=27116, sd=35} 95. Kd5 {+7.29/15 0.025s, n=21217, sd=41}
Kg4 {-6.72/22 0.027s, n=21500, sd=43} 96. Kc5 {+7.49/15 0.029s, n=29102, sd=44}
Kf5 {-6.85/21 0.033s, n=34830, sd=39} 97. Kxb5 {+7.63/18 0.034s, n=24412, sd=50}
Ke6 {-6.99/19 0.031s, n=21487, sd=39} 98. Kc6 {+7.77/17 0.020s, n=20645, sd=52}
Ke7 {-7.21/18 0.024s, n=21907, sd=31} 99. Bg5+ {+7.77/22 0.027s, n=20659, sd=44}
Ke6 {-7.29/20 0.022s, n=21535, sd=40} 100. Bf4 {+7.77/23 0.020s, n=21819, sd=36}
Ke7 {-7.29/22 0.023s, n=23499, sd=41} 101. Bc7 {+7.77/26 0.032s, n=26174, sd=46}
Ke6 {-7.29/23 0.028s, n=20027, sd=53} 102. Bd6 {+7.77/24 0.025s, n=20584, sd=35}
Kf6 {-7.29/23 0.037s, n=25477, sd=29} 103. Kd7 {+7.77/24 0.019s, n=23194, sd=47}
Kf5 {-7.29/23 0.028s, n=20532, sd=40} 104. Bc7 {+7.77/25 0.016s, n=21595, sd=38}
Kf6 {-7.29/25 0.018s, n=20570, sd=46} 105. Kd6 {+7.77/24 0.018s, n=22473, sd=39}
Kf7 {-7.29/24 0.021s, n=22727, sd=36} 106. Bd8 {+7.77/26 0.019s, n=24837, sd=36}
Ke8 {-7.29/24 0.019s, n=20601, sd=47} 107. Bb6 {+7.77/26 0.019s, n=24372, sd=49}
Kf7 {-8.02/15 0.036s, n=26516, sd=39} 108. Kd7 {+7.77/25 0.016s, n=20502, sd=44}
Kf6 {-8.03/17 0.023s, n=21654, sd=45}
109. Bd4+ {+7.77/24 0.023s, n=20125, sd=49}
Kf5 {-8.03/17 0.025s, n=20283, sd=34} 110. Kd6 {+7.77/19 0.019s, n=20149, sd=40}
Kg5 {-8.03/21 0.017s, n=22419, sd=34} 111. Bb6 {+7.77/19 0.017s, n=23182, sd=39}
Kf6 {-8.03/23 0.016s, n=21990, sd=41} 112. Bc7 {+7.77/24 0.016s, n=21517, sd=37}
Kf7 {-8.03/22 0.024s, n=20833, sd=46} 113. Bd8 {+7.77/26 0.025s, n=21246, sd=49}
Ke8 {-8.03/25 0.020s, n=22027, sd=38} 114. Bb6 {+7.77/26 0.025s, n=22600, sd=38}
Kf7 {-8.03/26 0.025s, n=23964, sd=36} 115. Kd7 {+7.77/26 0.030s, n=26066, sd=43}
Kf6 {-8.03/25 0.030s, n=22170, sd=34}
116. Bd4+ {+7.77/24 0.020s, n=21095, sd=42}
Kf5 {-7.82/25 0.049s, n=42550, sd=48} 117. Kd6 {+7.77/21 0.020s, n=20991, sd=33}
Kg5 {-7.64/19 0.024s, n=25460, sd=41} 118. Ke6 {+7.77/21 0.022s, n=22436, sd=41}
Kg6 {-7.38/15 0.023s, n=24509, sd=35} 119. Bf6 {+7.77/21 0.022s, n=23411, sd=43}
Kh6 {-6.96/14 0.030s, n=33122, sd=35} 120. Kf5 {+7.77/22 0.021s, n=22298, sd=41}
Kh7 {-7.02/14 0.022s, n=22732, sd=39} 121. Bd4 {+7.77/23 0.021s, n=21615, sd=41}
Kg8 {-8.47/17 0.036s, n=34918, sd=52} 122. Ke6 {+7.77/24 0.031s, n=26654, sd=39}
Kf8 {-7.42/18 0.035s, n=35363, sd=50} 123. Bf6 {+7.77/25 0.021s, n=22504, sd=39}
Ke8 {-7.41/17 0.019s, n=20007, sd=48} 124. Bg5 {+7.77/25 0.019s, n=20173, sd=43}
Kf8 {-6.46/15 0.038s, n=39287, sd=46}
125. Be7+ {+7.77/25 0.026s, n=25087, sd=43}
Kg7 {-6.65/14 0.027s, n=29042, sd=44} 126. Bc5 {+7.62/21 0.041s, n=28306, sd=42}
Kg6 {-6.62/18 0.025s, n=22268, sd=36} 127. Bb6 {+7.76/19 0.023s, n=23857, sd=37}
Kg7 {-6.30/17 0.031s, n=23658, sd=40}
128. Bd4+ {+7.62/19 0.022s, n=20146, sd=38}
Kf8 {-6.17/19 0.036s, n=23906, sd=38} 129. Bf6 {+7.50/21 0.027s, n=27826, sd=37}
Ke8 {-6.07/22 0.026s, n=27251, sd=36} 130. Bg5 {+7.36/18 0.021s, n=21914, sd=35}
Kf8 {-6.07/21 0.026s, n=25932, sd=34}
131. Be7+ {+3.76/16 0.154s, n=150549, sd=47}
Kg7 {-5.94/20 0.039s, n=39587, sd=32} 132. Bc5 {+3.76/12 0.027s, n=25152, sd=35}
Kg6 {-6.07/21 0.022s, n=21282, sd=30} 133. Bd4 {+3.71/10 0.022s, n=20727, sd=29}
Kg5 {-6.02/20 0.032s, n=32914, sd=28}
134. Be3+ {+4.65/11 0.086s, n=81713, sd=27}
Kg6 {-5.86/17 0.021s, n=21166, sd=26} 135. Bb6 {+3.41/13 0.034s, n=32572, sd=25}
Kg7 {-5.72/16 0.021s, n=21325, sd=24} 136. Bg1 {+3.27/14 0.033s, n=31361, sd=23}
Kf8 {-3.65/16 0.047s, n=45143, sd=22} 137. Kd7 {+3.25/12 0.025s, n=22828, sd=21}
Kg7 {-3.83/12 0.022s, n=20592, sd=23} 138. Ke6 {+3.11/14 0.022s, n=20613, sd=19}
Kf8 {-3.39/12 0.023s, n=20390, sd=18} 139. Kd7 {+2.56/14 0.054s, n=50518, sd=22}
Kg7 {-3.04/13 0.027s, n=26092, sd=16} 140. Kc6 {+2.98/15 0.030s, n=25432, sd=24}
Kf7 {-2.80/13 0.030s, n=24604, sd=19} 141. Kb5 {+3.25/16 0.030s, n=26303, sd=26}
Ke8 {-2.90/15 0.059s, n=43806, sd=31}
142. Kxa4 {+3.51/16 0.040s, n=33510, sd=45}
Kd7 {-3.00/12 0.050s, n=41728, sd=20} 143. Kb5 {+3.64/12 0.022s, n=21132, sd=31}
Kc7 {-3.27/14 0.022s, n=24698, sd=32} 144. Ka6 {+3.40/10 0.031s, n=35526, sd=25}
Kb8 {-3.90/15 0.041s, n=52826, sd=28} 145. Kb6 {+3.40/11 0.034s, n=23652, sd=27}
Ka8 {-3.32/16 0.024s, n=21152, sd=24} 146. Bc5 {+3.38/10 0.023s, n=27461, sd=31}
Kb8 {-3.25/15 0.018s, n=22147, sd=32} 147. Kc6 {+3.38/10 0.022s, n=27579, sd=26}
Ka8 {-3.25/16 0.027s, n=32811, sd=38} 148. a4 {+3.38/12 0.043s, n=50151, sd=41}
Kb8 {-3.25/16 0.019s, n=24113, sd=38} 149. Bf2 {+3.38/12 0.018s, n=21485, sd=35}
Ka8 {-3.43/14 0.028s, n=35270, sd=48}
150. Bc5 {+2.82/12 0.178s, n=211198, sd=45}
Kb8 {-3.40/14 0.021s, n=21519, sd=44} 151. Kb6 {+3.43/12 0.075s, n=71503, sd=55}
Ka8 {-3.42/14 0.020s, n=22074, sd=42} 152. Bg1 {+2.78/13 0.088s, n=81966, sd=67}
Kb8 {-3.40/14 0.019s, n=20401, sd=40} 153. Be3 {+2.76/11 0.051s, n=48327, sd=29}
Ka8 {-3.51/16 0.021s, n=22127, sd=48} 154. Bg1 {+2.99/11 0.028s, n=28281, sd=45}
Kb8 {-3.44/15 0.028s, n=28952, sd=54} 155. Bf2 {+2.88/11 0.048s, n=46339, sd=53}
Ka8 {-3.51/16 0.027s, n=27464, sd=38} 156. Bc5 {+2.83/12 0.048s, n=45333, sd=33}
Kb8 {-2.95/16 0.097s, n=96647, sd=36}
157. Bd6+ {+2.83/11 0.036s, n=41213, sd=45}
Ka8 {-4.15/13 0.022s, n=22514, sd=66}
158. Bb4 {+3.02/12 0.194s, n=168283, sd=50}
Kb8 {-3.49/14 0.033s, n=35891, sd=60} 159. Bc3 {+3.01/14 0.048s, n=39723, sd=32}
Ka8 {-3.80/13 0.023s, n=22135, sd=38} 160. Bd2 {+3.08/15 0.026s, n=24500, sd=65}
Kb8 {-3.04/14 0.034s, n=33528, sd=33} 161. Be3 {+3.08/13 0.025s, n=22625, sd=47}
Ka8 {-3.59/14 0.058s, n=52631, sd=36} 162. Ka6 {+3.02/15 0.028s, n=27305, sd=41}
Kb8 {-3.59/15 0.022s, n=21599, sd=50} 163. Bg1 {+3.02/14 0.042s, n=39577, sd=45}
Ka8 {-3.13/17 0.042s, n=40386, sd=46} 164. Bf2 {+3.02/15 0.031s, n=30400, sd=43}
Kb8 {-3.13/17 0.039s, n=37695, sd=58} 165. Be3 {+2.98/15 0.033s, n=31719, sd=41}
Ka8 {-3.13/16 0.030s, n=29053, sd=48} 166. Kb6 {+3.52/16 0.025s, n=24336, sd=55}
Kb8 {-3.13/21 0.036s, n=36106, sd=72} 167. Bc1 {+2.84/14 0.067s, n=64251, sd=51}
Ka8 {-3.19/20 0.020s, n=20236, sd=68} 168. Ka6 {+2.84/16 0.022s, n=20986, sd=49}
Kb8 {-3.19/18 0.021s, n=21209, sd=58} 169. Bd2 {+2.84/17 0.028s, n=25284, sd=49}
Ka8 {-3.19/20 0.022s, n=21423, sd=60}
170. Be3 {+2.84/16 0.053s, n=45608, sd=113}
Kb8 {-3.19/19 0.022s, n=20710, sd=64} 171. Bg1 {+2.84/13 0.024s, n=20495, sd=43}
Ka8 {-3.19/18 0.022s, n=21145, sd=68} 172. Bb6 {+2.84/19 0.025s, n=22885, sd=51}
Kb8 {-3.33/21 0.022s, n=21364, sd=76} 173. Bd4 {+2.84/20 0.026s, n=23325, sd=61}
Ka8 {-3.19/19 0.024s, n=20491, sd=74} 174. Kb6 {+2.84/19 0.046s, n=42618, sd=61}
Kb8 {-3.23/21 0.023s, n=22709, sd=80} 175. Bc5 {+2.84/13 0.023s, n=20221, sd=33}
Ka8 {-3.23/21 0.023s, n=22548, sd=76} 176. Bf2 {+2.84/16 0.033s, n=29137, sd=69}
Kb8 {-4.62/19 0.024s, n=23048, sd=116}
177. Ka6 {+2.84/14 0.025s, n=25458, sd=117}
Ka8 {-3.23/16 0.022s, n=21295, sd=54} 178. Bd4 {+2.84/14 0.027s, n=23757, sd=77}
Kb8 {-3.23/17 0.015s, n=20117, sd=66} 179. Ba1 {+2.86/16 0.026s, n=24109, sd=77}
Ka8 {-3.42/19 0.037s, n=25043, sd=64} 180. Bf6 {+2.86/17 0.023s, n=20784, sd=59}
Kb8 {-3.36/17 0.021s, n=23582, sd=50}
181. Kb6 {+2.86/15 0.030s, n=27038, sd=113}
Ka8 {-3.28/16 0.030s, n=22225, sd=50}
182. Bg5 {+2.86/14 0.024s, n=21538, sd=109}
Kb8 {-3.28/17 0.033s, n=30123, sd=44}
183. Bd2 {+2.86/15 0.040s, n=25130, sd=115}
Ka8 {-2.72/17 0.153s, n=109315, sd=46}
184. Bc3 {+2.86/17 0.031s, n=22350, sd=67} Kb8 {-2.72/15 0.034s, n=29163, sd=50}
185. Ba1 {+2.86/16 0.022s, n=20317, sd=57} Ka8 {-2.72/15 0.030s, n=24000, sd=44}
186. Ka6 {+2.86/15 0.023s, n=20712, sd=75} Kb8 {-2.72/15 0.027s, n=22808, sd=46}
187. Bd4 {+2.82/15 0.094s, n=79540, sd=97} Ka8 {-2.72/14 0.025s, n=20400, sd=58}
188. Kb6 {+2.82/9 0.026s, n=21454, sd=63} Kb8 {-2.72/15 0.026s, n=22100, sd=56}
189. Bf6 {+2.95/10 0.032s, n=27641, sd=75} Ka8 {-2.72/15 0.079s, n=65203, sd=26}
190. Ba1 {+2.95/13 0.018s, n=22224, sd=57} Kb8 {-3.67/13 0.043s, n=36566, sd=68}
191. Be5+ {+2.95/13 0.023s, n=24919, sd=79}
Ka8 {-3.67/13 0.025s, n=22492, sd=54} 192. Bf6 {+2.99/14 0.032s, n=29968, sd=82}
Kb8 {-3.06/16 0.022s, n=21760, sd=44}
193. Ka6 {+3.32/13 0.245s, n=202965, sd=59}
Ka8 {-3.07/18 0.027s, n=24454, sd=40} 194. Bg7 {+2.96/12 0.027s, n=24103, sd=37}
Kb8 {-3.04/15 0.031s, n=27854, sd=60} 195. Bc3 {+2.97/14 0.046s, n=39945, sd=69}
Ka8 {-3.10/17 0.025s, n=22030, sd=56} 196. a3 {+2.96/16 0.039s, n=34783, sd=57}
Kb8 {-3.05/17 0.020s, n=23766, sd=50} 197. Ba5 {+2.96/15 0.021s, n=23962, sd=57}
Ka8 {-2.64/20 0.046s, n=54564, sd=62} 198. Bd8 {+2.96/17 0.017s, n=20648, sd=57}
Kb8 {-3.43/15 0.026s, n=30339, sd=66} 199. Bh4 {+2.98/15 0.022s, n=25741, sd=79}
Ka8 {-2.92/17 0.035s, n=42552, sd=60} 200. Bf6 {+3.78/15 0.017s, n=21444, sd=71}
Kb8 {-2.92/18 0.017s, n=21079, sd=68} 201. Bg5 {+3.09/12 0.017s, n=21572, sd=49}
Ka8 {-2.92/19 0.019s, n=22674, sd=78} 202. Be3 {+3.07/14 0.032s, n=38229, sd=81}
Kb8 {-2.92/18 0.020s, n=20566, sd=66} 203. Bg5 {+3.59/13 0.024s, n=28435, sd=55}
Ka8 {-2.92/18 0.023s, n=20617, sd=64} 204. Be3 {+3.09/14 0.024s, n=21585, sd=55}
Kb8 {-2.92/21 0.038s, n=32727, sd=86} 205. Bd2 {+3.15/16 0.023s, n=21418, sd=51}
Ka8 {-2.92/16 0.024s, n=20920, sd=98} 206. Bc3 {+3.59/16 0.031s, n=29020, sd=81}
Kb8 {-2.92/17 0.020s, n=20808, sd=72} 207. Bf6 {+3.62/19 0.067s, n=56555, sd=75}
Ka8 {-2.92/18 0.024s, n=20813, sd=68} 208. Kb6 {+3.66/19 0.023s, n=20740, sd=63}
Kb8 {-2.92/18 0.025s, n=21583, sd=70} 209. Ba1 {+3.66/19 0.023s, n=22939, sd=53}
Ka8 {-2.92/17 0.031s, n=24182, sd=96} 210. Ka6 {+3.66/20 0.022s, n=20266, sd=57}
Kb8 {-2.92/18 0.025s, n=21298, sd=82} 211. Bb2 {+3.99/19 0.021s, n=20035, sd=53}
Ka8 {-2.92/17 0.025s, n=22611, sd=90} 212. Kb6 {+3.66/17 0.022s, n=20651, sd=43}
Kb8 {-2.92/19 0.023s, n=22412, sd=76} 213. Bd4 {+3.66/19 0.021s, n=20970, sd=57}
Ka8 {-2.92/17 0.028s, n=23525, sd=92} 214. Bh8 {+3.66/23 0.023s, n=20964, sd=65}
Kb8 {-2.92/15 0.025s, n=21147, sd=70} 215. Bf6 {+3.66/21 0.024s, n=20956, sd=61}
Ka8 {-2.92/16 0.044s, n=36689, sd=70} 216. Ka6 {+3.66/23 0.024s, n=20565, sd=61}
Kb8 {-2.92/20 0.028s, n=23477, sd=88} 217. Bb2 {+3.66/21 0.019s, n=24360, sd=65}
Ka8 {-2.92/17 0.030s, n=24961, sd=100}
218. Kb6 {+3.66/19 0.023s, n=20438, sd=57} Kb8 {-2.92/15 0.018s, n=21283, sd=94}
219. Bd4 {+2.72/19 0.051s, n=43524, sd=64} Ka8 {-2.92/19 0.022s, n=21474, sd=71}
220. Bh8 {+2.74/13 0.028s, n=23473, sd=111}
Kb8 {-2.92/15 0.032s, n=24547, sd=64} 221. Bf6 {+2.74/13 0.027s, n=25573, sd=63}
Ka8 {-4.41/20 0.080s, n=68470, sd=72} 222. a5 {+2.74/16 0.021s, n=21621, sd=71}
Kb8 {-3.30/15 0.040s, n=33666, sd=78} 223. Bd4 {+2.74/14 0.019s, n=21280, sd=53}
Ka8 {-3.30/20 0.026s, n=21952, sd=73} 224. Bc3 {+2.74/18 0.021s, n=24608, sd=49}
Kb8 {-3.30/23 0.024s, n=21654, sd=68} 225. Ka6 {+2.74/19 0.020s, n=23561, sd=59}
Ka8 {-3.30/22 0.027s, n=22694, sd=77} 226. Bd2 {+2.74/21 0.021s, n=23183, sd=69}
Kb8 {-3.30/21 0.026s, n=21817, sd=74} 227. Bg5 {+2.74/19 0.019s, n=21247, sd=57}
Ka8 {-3.30/24 0.025s, n=20528, sd=68} 228. Be7 {+2.74/16 0.024s, n=26679, sd=57}
Kb8 {-3.30/22 0.026s, n=21858, sd=82} 229. Bc5 {+3.05/18 0.026s, n=28611, sd=49}
Ka8 {-3.35/24 0.027s, n=21471, sd=64} 230. Bf2 {+2.77/17 0.031s, n=34863, sd=49}
Kb8 {-3.35/24 0.020s, n=23185, sd=69} 231. Bd4 {+2.75/15 0.018s, n=20519, sd=53}
Ka8 {-3.35/23 0.018s, n=21319, sd=82} 232. Bf6 {+2.75/17 0.027s, n=30753, sd=49}
Kb8 {-3.35/20 0.017s, n=20677, sd=80}
233. Bd8 {+4.34/15 0.033s, n=36324, sd=119}
Ka8 {-3.39/24 0.020s, n=22304, sd=78} 234. Bb6 {+2.99/11 0.019s, n=21701, sd=91}
Kb8 {-3.39/23 0.018s, n=21125, sd=70} 235. Bd8 {+2.85/11 0.023s, n=27086, sd=49}
Ka8 {-3.39/25 0.025s, n=21003, sd=74}
236. Bf6 {+1.70/11 0.153s, n=111095, sd=41}
Kb8 {-3.39/23 0.018s, n=20580, sd=66} 237. Bb2 {+1.86/13 0.033s, n=23918, sd=41}
Ka8 {-3.39/24 0.029s, n=24213, sd=70} 238. Bc1 {+1.86/13 0.027s, n=20227, sd=49}
Kb8 {-3.39/23 0.024s, n=21493, sd=68} 239. Bd2 {+4.42/14 0.077s, n=55790, sd=73}
Ka8 {-3.39/27 0.026s, n=20332, sd=65} 240. Bb4 {+2.18/13 0.029s, n=25127, sd=37}
Kb8 {-3.39/23 0.032s, n=26751, sd=64} 241. Be1 {+2.75/16 0.044s, n=35794, sd=55}
Ka8 {-3.39/24 0.044s, n=34436, sd=62} 242. Bc3 {+2.75/16 0.026s, n=21074, sd=57}
Kb8 {-3.39/23 0.025s, n=20368, sd=96} 243. Bb2 {+2.21/15 0.033s, n=27187, sd=44}
Ka8 {-3.39/23 0.029s, n=23141, sd=92} 244. Bc1 {+3.78/12 0.027s, n=21881, sd=69}
Kb8 {-3.39/21 0.026s, n=21539, sd=56} 245. Bh6 {+2.16/12 0.131s, n=99201, sd=55}
Ka8 {-4.14/23 0.026s, n=21522, sd=54} 246. Kb6 {+2.80/14 0.103s, n=69904, sd=42}
Kb8 {-4.14/19 0.024s, n=22002, sd=42} 247. Bd2 {+3.05/16 0.034s, n=23118, sd=30}
Ka8 {-3.72/21 0.036s, n=25356, sd=50} 248. Bb4 {+3.05/20 0.051s, n=22749, sd=39}
Kb8 {-3.44/20 0.053s, n=29413, sd=48} 249. Bc3 {+3.04/20 0.042s, n=20540, sd=29}
Ka8 {-3.56/20 0.028s, n=22608, sd=46} 250. Kc5 {+3.04/23 0.042s, n=23289, sd=32}
Kb8 {-3.71/14 0.040s, n=20262, sd=42} 251. Kc4 {+3.04/23 0.047s, n=22443, sd=32}
Kb7 {-3.56/18 0.041s, n=21474, sd=34} 252. Kd3 {+3.04/22 0.041s, n=22090, sd=39}
Kc7 {-3.56/16 0.028s, n=20619, sd=36} 253. Bb4 {+3.04/21 0.043s, n=21464, sd=27}
Kb8 {-3.56/21 0.035s, n=20643, sd=38} 254. Ke2 {+2.96/21 0.069s, n=36466, sd=31}
Ka7 {-3.56/22 0.027s, n=22637, sd=34} 255. Kd1 {+2.01/18 0.066s, n=42881, sd=31}
Kb7 {-3.56/23 0.043s, n=22284, sd=34} 256. Kd2 {+2.12/15 0.054s, n=21426, sd=29}
Ka6 {-3.70/25 0.057s, n=29072, sd=32} 257. Ke1 {+2.11/18 0.032s, n=21335, sd=31}
Ka7 {-3.70/25 0.056s, n=24463, sd=30} 258. Be7 {+2.11/22 0.033s, n=22399, sd=29}
Kb8 {-3.70/19 0.042s, n=21980, sd=28} 259. Kf1 {+2.11/19 0.052s, n=24559, sd=27}
Ka8 {-3.70/23 0.047s, n=21269, sd=26} 260. Bd8 {+2.11/20 0.042s, n=20467, sd=25}
Kb7 {-3.70/22 0.033s, n=21805, sd=24} 261. Kf2 {+2.11/21 0.046s, n=20281, sd=23}
Ka6 {-3.65/13 0.025s, n=20437, sd=22} 262. Kg1 {+2.11/20 0.040s, n=29426, sd=21}
Kb5 {-2.83/17 0.096s, n=50946, sd=39} 263. Kf2 {+2.11/16 0.030s, n=21014, sd=19}
Ka6 {-3.12/18 0.029s, n=23142, sd=29}
264. Ke1 {+1.10/16 0.200s, n=106939, sd=17}
Kb5 {-2.68/15 0.048s, n=29243, sd=26} 265. Kd1 {+1.10/12 0.025s, n=20229, sd=15}
Ka6 {-3.37/16 0.040s, n=20974, sd=28} 266. Kc2 {+0.75/13 0.090s, n=50857, sd=13}
Kb5 {-3.44/18 0.049s, n=26837, sd=34} 267. Kd2 {+1.10/12 0.067s, n=32407, sd=17}
Ka6 {-3.51/20 0.050s, n=21723, sd=42} 268. Bb6 {+1.63/14 0.055s, n=25587, sd=23}
Kb5 {-3.72/16 0.036s, n=24269, sd=34} 269. Kc3 {+1.83/14 0.056s, n=30745, sd=28}
Ka6 {-3.51/16 0.050s, n=26404, sd=54} 270. Kb4 {+1.83/13 0.028s, n=20426, sd=39}
Kb7 {-3.60/14 0.043s, n=24364, sd=56} 271. Kc3 {+1.83/12 0.037s, n=30168, sd=37}
Ka6 {-3.51/14 0.053s, n=28348, sd=46} 272. a4 {+1.83/15 0.039s, n=23147, sd=37}
Kb7 {-3.51/18 0.040s, n=22948, sd=48} 273. Kd4 {+1.83/14 0.044s, n=28426, sd=29}
Kb8 {-3.48/16 0.052s, n=23748, sd=46} 274. Kd5 {+1.83/12 0.045s, n=20721, sd=21}
Kc8 {-3.48/14 0.023s, n=20147, sd=42} 275. Kc5 {+1.74/11 0.041s, n=21422, sd=27}
Kb8 {-3.48/17 0.039s, n=22784, sd=38} 276. Kc6 {+1.71/12 0.047s, n=25920, sd=20}
Ka8 {-3.48/15 0.042s, n=23433, sd=36} 277. Kc5 {+1.71/14 0.035s, n=23098, sd=24}
Kb7 {-3.48/18 0.046s, n=27042, sd=49} 278. Kd6 {+1.71/17 0.037s, n=24002, sd=51}
Kb8 {-3.48/15 0.049s, n=26649, sd=58} 279. Kc5 {+1.71/18 0.062s, n=26427, sd=49}
Ka8 {-3.48/15 0.023s, n=22070, sd=44} 280. Kd4 {+1.71/23 0.041s, n=20835, sd=45}
Kb7 {-3.48/19 0.065s, n=35545, sd=58} 281. Kc4 {+1.71/25 0.033s, n=28726, sd=53}
Ka8 {-3.48/13 0.020s, n=20177, sd=86} 282. Kd5 {+1.71/22 0.039s, n=22753, sd=59}
Kb8 {-3.48/15 0.023s, n=21700, sd=59} 283. Kc5 {+1.71/22 0.042s, n=21412, sd=57}
Ka8 {-3.48/16 0.080s, n=36431, sd=80} 284. Kd4 {+1.71/27 0.040s, n=23158, sd=63}
Kb7 {-3.48/16 0.041s, n=25894, sd=82} 285. Kc4 {+1.71/24 0.035s, n=20083, sd=65}
Ka8 {-3.48/20 0.039s, n=22193, sd=31} 286. Kb5 {+1.83/19 0.059s, n=26282, sd=55}
Kb8 {-3.48/23 0.038s, n=21932, sd=64} 287. Ka6 {+1.82/15 0.051s, n=23666, sd=43}
Ka8 {-3.48/25 0.043s, n=20827, sd=38} 288. Bf2 {+1.76/16 0.100s, n=51705, sd=55}
Kb8 {-3.48/23 0.024s, n=20352, sd=44} 289. Kb6 {+1.74/19 0.103s, n=50853, sd=51}
Ka8 {-3.48/26 0.028s, n=20072, sd=36} 290. Kc6 {+1.74/18 0.042s, n=22638, sd=39}
Kb8 {-3.48/23 0.030s, n=20415, sd=62} 291. Be3 {+1.87/18 0.075s, n=32763, sd=55}
Ka8 {-3.48/25 0.046s, n=20224, sd=55} 292. Bd4 {+1.87/20 0.038s, n=24589, sd=61}
Kb8 {-3.48/26 0.052s, n=23095, sd=46} 293. Bf2 {+1.87/21 0.031s, n=21706, sd=59}
Ka8 {-3.48/26 0.039s, n=20225, sd=58} 294. Kb5 {+1.87/21 0.030s, n=20076, sd=57}
Kb8 {-3.48/25 0.040s, n=21052, sd=56} 295. Ka6 {+1.87/18 0.044s, n=24420, sd=55}
Ka8 {-3.48/28 0.040s, n=24537, sd=54} 296. Bd4 {+1.87/20 0.050s, n=33148, sd=53}
Kb8 {-3.48/25 0.040s, n=20162, sd=52} 297. Be3 {+1.87/19 0.048s, n=28609, sd=51}
Ka8 {-3.52/27 0.033s, n=20150, sd=50} 298. Bf2 {+1.87/19 0.022s, n=20955, sd=49}
Kb8 {-3.48/21 0.042s, n=20894, sd=48} 299. Bb6 {+1.87/18 0.035s, n=21138, sd=47}
Ka8 {-3.48/25 0.043s, n=21999, sd=46} 300. Be3 {+2.78/19 0.071s, n=41954, sd=45}
Kb8 {-3.48/26 0.028s, n=22687, sd=44} 301. Kb6 {+2.78/15 0.029s, n=20234, sd=43}
Ka8 {-3.48/27 0.042s, n=20287, sd=42} 302. Kc6 {+2.36/19 0.038s, n=37982, sd=81}
Kb8 {-3.48/26 0.030s, n=20518, sd=40} 303. Bb6 {+2.36/15 0.031s, n=22332, sd=39}
Ka8 {-3.48/25 0.035s, n=24943, sd=38}
304. Bc5 {+1.24/15 0.193s, n=126583, sd=37}
Kb8 {-3.48/27 0.040s, n=28367, sd=36} 305. Kb6 {+1.60/18 0.154s, n=85041, sd=69}
Ka8 {-3.48/27 0.032s, n=22813, sd=34} 306. Bd4 {+1.60/13 0.040s, n=24127, sd=41}
Kb8 {-3.48/20 0.033s, n=25225, sd=32} 307. a6 {+1.52/14 0.113s, n=69212, sd=41}
Ka8 {-3.48/15 0.031s, n=21357, sd=34} 308. Bb2 {+1.47/11 0.089s, n=54981, sd=33}
Kb8 {-4.03/16 0.032s, n=23135, sd=73} 309. Bc3 {+2.27/11 0.064s, n=38545, sd=31}
Ka8 {-4.03/19 0.019s, n=21006, sd=66} 310. Bg7 {+1.47/11 0.078s, n=45580, sd=59}
Kb8 {-3.97/20 0.032s, n=27283, sd=60} 311. Bc3 {+1.47/11 0.050s, n=30250, sd=77}
Ka8 {-3.97/19 0.038s, n=27394, sd=48} 312. Bg7 {+1.47/11 0.054s, n=33468, sd=61}
Kb8 {-3.41/17 0.063s, n=45150, sd=52} 313. Bh6 {+1.47/12 0.060s, n=36564, sd=43}
Ka8 {-3.41/16 0.030s, n=21689, sd=56} 314. Be3 {+1.35/10 0.106s, n=65545, sd=37}
Kb8 {-3.41/18 0.024s, n=22833, sd=50} 315. Bc5 {+1.93/10 0.053s, n=30927, sd=59}
Ka8 {-3.55/19 0.032s, n=22198, sd=66} 316. Kb5 {+2.53/11 0.089s, n=54239, sd=25}
Kb8 {-3.55/19 0.034s, n=23812, sd=66} 317. Bb6 {+2.74/11 0.038s, n=21567, sd=97}
Ka8 {-3.55/21 0.028s, n=20892, sd=61} 318. Be3 {+1.62/12 0.126s, n=82336, sd=41}
Kb8 {-3.55/19 0.032s, n=22979, sd=57} 319. Kb6 {+1.72/12 0.044s, n=27012, sd=43}
Ka8 {-3.58/21 0.036s, n=24804, sd=68} 320. Kc6 {+1.71/14 0.069s, n=44519, sd=51}
Kb8 {-3.58/19 0.030s, n=22094, sd=61} 321. Bb6 {+1.57/13 0.160s, n=96318, sd=41}
Ka8 {-3.58/21 0.030s, n=20910, sd=58}
322. Bd4 {+1.69/13 0.307s, n=178024, sd=49}
Kb8 {-3.58/20 0.032s, n=24110, sd=65} 323. Kb6 {+1.68/13 0.037s, n=24176, sd=35}
Ka8 {-3.58/18 0.031s, n=22671, sd=60} 324. Kc6 {+2.04/14 0.119s, n=72151, sd=61}
Kb8 {-3.58/18 0.025s, n=21593, sd=54} 325. Bc5 {+1.89/12 0.038s, n=24430, sd=43}
Ka8 {-3.58/20 0.031s, n=20941, sd=58} 326. Bg1 {+3.33/12 0.037s, n=22451, sd=51}
Kb8 {-3.58/22 0.031s, n=22291, sd=62} 327. Bf2 {+1.83/12 0.041s, n=28040, sd=47}
Ka8 {-3.58/22 0.033s, n=22924, sd=60} 328. Kb5 {+2.57/13 0.044s, n=28870, sd=37}
Kb8 {-3.58/22 0.042s, n=26238, sd=58} 329. Bg1 {+1.72/12 0.040s, n=22686, sd=25}
Ka8 {-2.75/20 0.169s, n=97553, sd=56} 330. Bd4 {+1.72/13 0.038s, n=23476, sd=53}
Kb8 {-2.75/16 0.033s, n=20011, sd=54} 331. Bc5 {+1.73/14 0.036s, n=24592, sd=37}
Ka8 {-2.75/18 0.031s, n=20301, sd=52} 332. Bd6 {+2.74/17 0.054s, n=23013, sd=65}
Ka7 {-2.75/19 0.029s, n=20581, sd=48} 333. Be5 {+1.94/16 0.054s, n=23048, sd=57}
Ka8 {-2.88/18 0.064s, n=33059, sd=48} 334. Bd6 {+3.07/18 0.038s, n=21074, sd=47}
Ka7 {-2.90/15 0.047s, n=23037, sd=46} 335. Bh2 {+1.85/17 0.047s, n=31157, sd=59}
Ka8 {-2.86/17 0.047s, n=22171, sd=38} 336. Bg1 {+1.96/17 0.046s, n=22655, sd=81}
Kb8 {-2.87/18 0.044s, n=21260, sd=42} 337. Be3 {+1.96/14 0.023s, n=20893, sd=79}
Ka8 {-2.87/22 0.052s, n=21913, sd=40} 338. Kc6 {+1.96/15 0.035s, n=20851, sd=61}
Kb8 {-2.87/21 0.052s, n=22308, sd=38} 339. Bf2 {+1.96/15 0.040s, n=27268, sd=57}
Ka8 {-2.87/20 0.064s, n=34550, sd=36} 340. Kb5 {+2.32/16 0.050s, n=21672, sd=45}
Kb8 {-3.16/18 0.057s, n=32108, sd=34} 341. Bd4 {+2.08/13 0.034s, n=21802, sd=43}
Ka8 {-2.05/14 0.049s, n=22259, sd=32} 342. Bg1 {+2.21/14 0.028s, n=20740, sd=57}
Kb8 {-4.09/11 0.053s, n=23785, sd=24} 343. Be3 {+2.74/15 0.088s, n=54587, sd=51}
Ka8 {-2.47/14 0.047s, n=22502, sd=26} 344. a5 {+2.13/15 0.033s, n=29060, sd=51}
Kb8 {-2.44/12 0.036s, n=20636, sd=26} 345. Bc5 {+2.27/15 0.022s, n=21397, sd=57}
Ka8 {-2.44/15 0.050s, n=28950, sd=32} 346. Bg1 {+2.27/17 0.022s, n=21215, sd=45}
Kb8 {-2.44/17 0.041s, n=25308, sd=42} 347. Kb6 {+2.24/14 0.027s, n=25060, sd=44}
Ka8 {-2.44/18 0.037s, n=22797, sd=54} 348. Bd4 {+1.95/14 0.052s, n=34816, sd=43}
Kb8 {-2.44/19 0.029s, n=20310, sd=64} 349. Kb5 {+1.95/16 0.026s, n=22722, sd=53}
Ka8 {-2.44/20 0.046s, n=23260, sd=59} 350. Bf2 {+2.81/17 0.056s, n=30627, sd=53}
Kb8 {-2.44/21 0.035s, n=21743, sd=49} 351. Be3 {+2.51/17 0.032s, n=30539, sd=57}
Ka8 {-2.44/23 0.037s, n=23111, sd=65} 352. Kc6 {+2.51/19 0.023s, n=20521, sd=57}
Kb8 {-2.51/20 0.040s, n=25436, sd=68} 353. Kb6 {+3.42/16 0.029s, n=28272, sd=67}
Ka8 {-2.52/19 0.089s, n=40318, sd=57} 354. Bc5 {+1.39/14 0.103s, n=50094, sd=67}
Kb8 {-2.56/15 0.049s, n=21893, sd=36} 355. Bf2 {+1.39/15 0.063s, n=29172, sd=59}
Ka8 {-2.56/19 0.039s, n=20439, sd=50} 356. Kc6 {+1.50/13 0.040s, n=20309, sd=53}
Kb8 {-2.70/21 0.053s, n=22314, sd=68} 357. Kb5 {+1.45/15 0.043s, n=21230, sd=47}
Ka8 {-3.44/19 0.050s, n=21388, sd=64} 358. Kb6 {+1.52/17 0.041s, n=24079, sd=51}
Kb8 {-2.56/19 0.051s, n=21055, sd=68} 359. Bc5 {+1.52/15 0.026s, n=21227, sd=49}
Ka8 {-2.56/19 0.026s, n=23063, sd=66} 360. Bg1 {+1.58/18 0.026s, n=22976, sd=49}
Kb8 {-2.56/20 0.025s, n=22561, sd=52} 361. Kb5 {+3.08/16 0.029s, n=26365, sd=45}
Ka8 {-2.83/24 0.031s, n=28493, sd=57} 362. Bb6 {+1.67/17 0.025s, n=23074, sd=44}
Kb8 {-2.94/20 0.039s, n=20438, sd=57} 363. Be3 {+3.24/18 0.023s, n=21506, sd=51}
Ka8 {-2.87/22 0.034s, n=21238, sd=62} 364. Bf4 {+3.08/16 0.032s, n=20068, sd=51}
Ka7 {-2.87/24 0.040s, n=23822, sd=60} 365. Bh2 {+1.76/17 0.041s, n=24674, sd=41}
Ka8 {-2.87/25 0.038s, n=21258, sd=58} 366. Bg1 {+1.78/21 0.059s, n=27302, sd=47}
Kb8 {-2.87/23 0.036s, n=24616, sd=57} 367. Bd4 {+3.72/17 0.046s, n=21053, sd=47}
Ka8 {-2.87/25 0.048s, n=23437, sd=54} 368. Kb6 {+1.80/16 0.041s, n=21495, sd=35}
Kb8 {-2.87/23 0.034s, n=21649, sd=52} 369. Be3 {+1.77/17 0.057s, n=22493, sd=45}
Ka8 {-2.87/26 0.038s, n=23576, sd=50} 370. Bf2 {+1.39/18 0.078s, n=39181, sd=49}
Kb8 {-2.48/27 0.247s, n=114805, sd=59}
371. Bd4 {+1.92/17 0.036s, n=21948, sd=45} Ka8 {-2.48/14 0.066s, n=30226, sd=38}
372. Bc3 {+1.76/22 0.041s, n=24861, sd=45} Kb8 {-2.48/18 0.046s, n=26716, sd=44}
373. Be5+ {+1.52/18 0.048s, n=28340, sd=60}
Ka8 {-2.48/19 0.038s, n=20051, sd=49} 374. Kb5 {+1.79/16 0.043s, n=20403, sd=41}
Ka7 {-2.27/20 0.118s, n=60112, sd=50} 375. Bd6 {+1.52/18 0.031s, n=28010, sd=39}
Ka8 {-3.60/18 0.040s, n=23538, sd=46} 376. Bg3 {+2.43/18 0.114s, n=79954, sd=75}
Ka7 {-2.34/19 0.072s, n=31798, sd=39} 377. Be5 {+2.43/16 0.049s, n=22239, sd=36}
Ka8 {-2.27/21 0.072s, n=29048, sd=34} 378. Bd4 {+1.97/15 0.044s, n=22219, sd=45}
Kb8 {-2.27/17 0.065s, n=26037, sd=32} 379. Kb6 {+2.00/12 0.047s, n=23041, sd=39}
Ka8 {-2.42/18 0.053s, n=31439, sd=30} 380. Bc5 {+1.36/13 0.192s, n=91291, sd=29}
Kb8 {-1.99/16 0.047s, n=29697, sd=28} 381. Kb5 {+2.33/15 0.076s, n=39872, sd=45}
Ka8 {-2.07/16 0.093s, n=38302, sd=26} 382. Bb6 {+1.80/12 0.050s, n=21573, sd=39}
Kb8 {-1.99/13 0.054s, n=20637, sd=24} 383. Bf2 {+1.52/11 0.082s, n=32389, sd=25}
Ka8 {-1.99/16 0.056s, n=25713, sd=22} 384. Ka4 {+1.67/15 0.128s, n=62140, sd=39}
Kb8 {-1.99/15 0.055s, n=20840, sd=20} 385. Kb4 {+1.71/11 0.050s, n=20574, sd=25}
Ka8 {-1.99/13 0.043s, n=22634, sd=18} 386. Bc5 {+1.48/13 0.097s, n=47848, sd=41}
Kb8 {-1.64/14 0.161s, n=77656, sd=30} 387. Bb6 {+1.48/11 0.051s, n=21312, sd=37}
Ka8 {-1.52/13 0.147s, n=71455, sd=28} 388. Bf2 {+1.48/12 0.054s, n=28370, sd=31}
Kb8 {-1.52/14 0.096s, n=40681, sd=40} 389. Kb3 {+1.41/11 0.119s, n=54679, sd=23}
Ka8 {-1.52/12 0.046s, n=23115, sd=30} 390. Bd4 {+1.47/9 0.176s, n=76548, sd=27}
Kb8 {-1.49/10 0.045s, n=23698, sd=26} 391. Be3 {+1.18/10 0.050s, n=25606, sd=25}
Ka8 {-1.38/13 0.164s, n=68753, sd=30} 392. a7 {+1.48/12 0.123s, n=52078, sd=23}
Kb7 {-1.52/12 0.037s, n=26881, sd=29} 393. Kc4 {+1.48/12 0.070s, n=31049, sd=29}
Ka8 {-1.52/12 0.046s, n=33126, sd=32} 394. Bd4 {+1.48/12 0.042s, n=21793, sd=45}
Kb7 {-1.52/12 0.032s, n=23536, sd=38} 395. Bc5 {+1.48/13 0.057s, n=30303, sd=41}
Ka8 {-1.63/15 0.039s, n=30830, sd=38} 396. Kb4 {+2.39/13 0.048s, n=27723, sd=57}
Kb7 {-1.63/16 0.047s, n=25713, sd=42} 397. Kc4 {+1.54/11 0.041s, n=24558, sd=67}
Ka8 {-1.63/16 0.070s, n=25282, sd=64} 398. Kb4 {+1.54/14 0.043s, n=23148, sd=47}
Kb7 {-1.55/14 0.317s, n=146314, sd=54}
399. Ka4 {+1.67/15 0.355s, n=163555, sd=47}
Ka8 {-1.55/11 0.057s, n=22701, sd=38} 400. Bg1 {+1.67/14 0.060s, n=27176, sd=53}
Kb7 {-1.55/14 0.057s, n=20338, sd=40} 401. Kb4 {+1.60/15 0.107s, n=53319, sd=43}
Ka8 {-1.55/15 0.062s, n=26068, sd=42} 402. Bf2 {+1.60/11 0.069s, n=28349, sd=37}
Kb7 {-1.55/15 0.058s, n=21106, sd=44} 403. Ka4 {+1.60/12 0.043s, n=20530, sd=29}
Ka8 {-0.99/16 0.383s, n=155862, sd=45}
404. Kb3 {+2.73/15 0.236s, n=107493, sd=67}
Kb7 {-0.99/12 0.045s, n=21747, sd=38} 405. Kc4 {+2.12/11 0.040s, n=22447, sd=39}
Ka8 {-0.99/13 0.059s, n=30816, sd=46} 406. Bd4 {+1.56/13 0.107s, n=58118, sd=45}
Kb7 {-0.99/12 0.050s, n=27435, sd=30} 407. Kb4 {+1.53/12 0.114s, n=62457, sd=37}
Ka8 {-0.99/13 0.050s, n=20999, sd=32} 408. Ka4 {+1.52/13 0.181s, n=95583, sd=49}
Kb7 {-0.99/15 0.040s, n=20866, sd=45} 409. Kb3 {+2.90/12 0.041s, n=21706, sd=51}
Ka8 {-0.99/17 0.044s, n=24166, sd=61} 410. Bg1 {+1.52/15 0.098s, n=51629, sd=39}
Kb7 {-0.99/15 0.044s, n=22676, sd=62} 411. Ka4 {+1.52/14 0.043s, n=21945, sd=39}
Ka8 {-1.13/17 0.039s, n=20119, sd=52} 412. Bc5 {+1.52/15 0.038s, n=20018, sd=43}
Kb7 {-1.13/16 0.056s, n=28973, sd=46} 413. Kb4 {+1.70/15 0.029s, n=20298, sd=45}
Ka8 {-1.13/18 0.040s, n=24105, sd=56} 414. Bd4 {+1.70/16 0.040s, n=21532, sd=45}
Kb7 {-1.13/16 0.041s, n=21664, sd=52} 415. Kc4 {+3.02/16 0.046s, n=25404, sd=55}
Ka8 {-1.13/17 0.026s, n=21099, sd=54} 416. Bg1 {+1.52/16 0.048s, n=25566, sd=41}
Kb7 {-1.13/16 0.056s, n=23528, sd=52} 417. Kc3 {+1.82/14 0.054s, n=23258, sd=53}
Ka8 {-1.13/16 0.047s, n=23466, sd=50} 418. Bd4 {+1.54/13 0.051s, n=22890, sd=49}
Kb7 {-1.13/16 0.043s, n=21344, sd=48} 419. Kb3 {+1.54/15 0.057s, n=24011, sd=47}
Ka8 {-1.13/17 0.062s, n=26780, sd=46} 420. Bg1 {+2.33/12 0.103s, n=47979, sd=71}
Kb7 {-1.13/15 0.063s, n=25599, sd=44} 421. Kc4 {+1.65/12 0.070s, n=31868, sd=44}
Ka8 {-1.13/17 0.054s, n=23975, sd=42} 422. Kb5 {+3.03/15 0.040s, n=20807, sd=53}
Kb7 {-1.13/17 0.061s, n=27986, sd=40} 423. Be3 {+1.73/14 0.081s, n=43140, sd=45}
Ka8 {-1.13/17 0.046s, n=23604, sd=38} 424. Bf2 {+1.89/16 0.059s, n=26708, sd=53}
Kb7 {-1.13/17 0.074s, n=32946, sd=54} 425. Kb4 {+3.36/15 0.150s, n=69237, sd=65}
Ka8 {-1.13/16 0.059s, n=20280, sd=36} 426. Bg1 {+1.33/15 0.067s, n=26457, sd=43}
Kb7 {-0.99/16 0.125s, n=89921, sd=34} 427. Kb3 {+1.80/11 0.073s, n=25246, sd=43}
Ka8 {-1.20/16 0.060s, n=24713, sd=38} 428. Ka2 {+2.43/11 0.054s, n=22643, sd=57}
Kb7 {-1.13/20 0.153s, n=63045, sd=54} 429. Kb3 {+1.40/14 0.055s, n=29301, sd=39}
Ka8 {-1.13/13 0.045s, n=20083, sd=26} 430. Bc5 {+1.40/12 0.074s, n=30450, sd=37}
Kb7 {-1.23/17 0.043s, n=20956, sd=56} 431. Kc3 {+1.40/12 0.042s, n=21194, sd=43}
Ka8 {-1.13/16 0.068s, n=32675, sd=54} 432. Bf2 {+1.40/18 0.048s, n=29243, sd=69}
Kb7 {-1.09/15 0.082s, n=46974, sd=52} 433. Bb6 {+1.41/16 0.028s, n=23284, sd=77}
Ka8 {-1.09/14 0.063s, n=29710, sd=58} 434. Kc4 {+2.34/18 0.155s, n=57793, sd=60}
Kb7 {-1.08/17 0.058s, n=25607, sd=54} 435. Kd5 {+2.34/15 0.055s, n=26371, sd=65}
Ka8 {-1.13/17 0.072s, n=30421, sd=46} 436. Be3 {+3.36/13 0.047s, n=20398, sd=79}
Kb7 {-2.09/16 0.167s, n=87455, sd=46} 437. Bb6 {+1.87/14 0.043s, n=27672, sd=69}
Ka8 {-1.08/16 0.050s, n=20810, sd=40}
438. Kd6 {+1.42/17 0.106s, n=47505, sd=113}
Kb7 {-1.08/19 0.030s, n=22234, sd=44}
439. a8=Q+ {+2.90/16 0.054s, n=22359, sd=58}
Kxa8 {-0.81/17 0.068s, n=52340, sd=50}
440. Kc6 {+1.90/13 0.032s, n=24782, sd=41} Kb8 {-0.81/14 0.028s, n=21913, sd=50}
441. Bf2 {+1.78/14 0.058s, n=32148, sd=45} Ka8 {-0.81/17 0.029s, n=22629, sd=60}
442. Be3 {+1.78/16 0.031s, n=25083, sd=55} Kb8 {-0.81/17 0.027s, n=20366, sd=56}
443. Kb6 {+1.80/14 0.040s, n=34086, sd=53} Ka8 {-0.88/19 0.027s, n=21108, sd=58}
444. Bg5 {+1.82/17 0.031s, n=23734, sd=55} Kb8 {-0.88/19 0.045s, n=21376, sd=54}
445. Bd2 {+2.90/15 0.027s, n=23290, sd=59} Ka8 {-1.94/23 0.026s, n=20570, sd=89}
446. Bh6 {+1.81/15 0.039s, n=22308, sd=55} Kb8 {-0.99/18 0.027s, n=21596, sd=45}
447. a6 {+2.14/15 0.030s, n=25489, sd=63} Ka8 {-0.79/15 0.057s, n=24541, sd=33}
448. Be3 {+2.90/15 0.048s, n=23110, sd=61} Kb8 {-0.79/17 0.043s, n=25014, sd=45}
449. Kb5 {+1.84/14 0.059s, n=26901, sd=47} Ka8 {-0.82/17 0.030s, n=23396, sd=42}
450. Kc6 {+1.84/15 0.038s, n=20263, sd=63} Kb8 {-0.82/17 0.028s, n=21348, sd=52}
451. Bc5 {+2.90/17 0.043s, n=23993, sd=65} Ka8 {-0.82/19 0.032s, n=23758, sd=56}
452. Be3 {+3.07/15 0.062s, n=34458, sd=87} Kb8 {-0.82/18 0.047s, n=23302, sd=56}
453. Kb6 {+3.07/12 0.037s, n=20569, sd=53} Ka8 {-0.82/19 0.040s, n=20039, sd=58}
454. Bc1 {+2.23/12 0.040s, n=22363, sd=51} Kb8 {-0.82/20 0.049s, n=24006, sd=52}
455. Bb2 {+1.82/11 0.044s, n=23770, sd=43} Ka8 {-0.82/21 0.047s, n=23437, sd=56}
456. Ba1 {+2.95/14 0.043s, n=24100, sd=37} Kb8 {-0.82/20 0.040s, n=20552, sd=66}
457. Bg7 {+2.71/13 0.042s, n=23689, sd=53} Ka8 {-0.82/18 0.041s, n=21639, sd=58}
458. Bf6 {+1.79/13 0.047s, n=25715, sd=39} Kb8 {-0.91/19 0.036s, n=20682, sd=54}
459. Bd4 {+1.83/18 0.046s, n=24300, sd=49} Ka8 {-0.82/20 0.062s, n=25929, sd=64}
460. Be3 {+1.83/18 0.039s, n=21286, sd=53} Kb8 {-0.82/18 0.038s, n=20427, sd=62}
461. Bd2 {+1.83/17 0.046s, n=25372, sd=47} Ka8 {-1.27/22 0.042s, n=20976, sd=64}
462. Bh6 {+1.89/17 0.059s, n=27337, sd=55} Kb8 {-0.84/20 0.037s, n=22893, sd=46}
463. Bg7 {+3.07/16 0.043s, n=23308, sd=53} Ka8 {-0.84/22 0.047s, n=22889, sd=64}
464. Ba1 {+3.13/15 0.043s, n=24670, sd=59} Kb8 {-0.84/21 0.041s, n=20574, sd=66}
465. Bd4 {+1.89/16 0.039s, n=21459, sd=51} Ka8 {-0.84/21 0.045s, n=21947, sd=51}
466. Bf2 {+2.17/13 0.036s, n=20211, sd=51} Kb8 {-0.84/26 0.042s, n=20900, sd=52}
467. Bg1 {+3.13/13 0.040s, n=22218, sd=46} Ka8 {-0.84/23 0.042s, n=20578, sd=60}
468. Bd4 {+2.95/17 0.040s, n=22160, sd=45} Kb8 {-0.84/28 0.046s, n=22509, sd=45}
469. Be3 {+2.00/14 0.040s, n=21588, sd=55} Ka8 {-0.84/29 0.046s, n=22539, sd=56}
470. Bg5 {+2.03/17 0.042s, n=23176, sd=55} Kb8 {-0.84/29 0.047s, n=23131, sd=54}
471. Bh6 {+2.95/14 0.046s, n=26339, sd=53} Ka8 {-0.84/23 0.064s, n=31435, sd=52}
472. Bg7 {+2.23/12 0.038s, n=21302, sd=37} Kb8 {-0.84/23 0.045s, n=21881, sd=46}
473. Bc3 {+2.07/15 0.053s, n=29913, sd=45} Ka8 {-0.84/24 0.046s, n=22211, sd=43}
474. Bd4 {+2.95/16 0.102s, n=51821, sd=47} Kb8 {-0.84/26 0.045s, n=21054, sd=46}
475. Bc5 {+0.79/13 0.071s, n=34908, sd=49} Ka8 {-0.84/28 0.047s, n=22200, sd=44}
476. Bf2 {+0.79/16 0.052s, n=24594, sd=43} Kb8 {-0.84/26 0.054s, n=25978, sd=42}
477. Bh4 {+0.79/16 0.044s, n=22430, sd=41} Ka8 {-0.84/26 0.041s, n=20239, sd=40}
478. Be1 {+0.85/19 0.867s, n=91172, sd=48} Kb8 {-0.84/28 0.069s, n=32674, sd=38}
479. Bf2 {+0.85/16 0.048s, n=23307, sd=45} Ka8 {-0.84/25 0.054s, n=26177, sd=36}
480. Bh4 {+0.85/21 0.078s, n=37199, sd=35} Kb8 {-0.84/24 0.043s, n=20804, sd=34}
481. Bf6 {+0.85/20 0.110s, n=52696, sd=33} Ka8 {-0.84/24 0.064s, n=30933, sd=32}
482. Bh8 {+0.85/19 0.067s, n=32232, sd=31} Kb8 {-0.84/26 0.071s, n=34566, sd=30}
483. Bc3 {+0.96/19 0.044s, n=22049, sd=29} Ka8 {-0.84/18 0.128s, n=61660, sd=28}
484. Bg7 {+0.87/18 0.097s, n=59927, sd=27}
Kb8 {-0.46/20 0.247s, n=113516, sd=40}
485. Kb5 {+0.85/16 1.631s, n=39154, sd=49} Ka7 {-0.46/17 0.055s, n=27851, sd=39}
486. Be5 {+1.51/15 0.068s, n=23269, sd=63} Ka8 {-0.34/16 0.100s, n=48022, sd=22}
487. Bd4 {+1.51/15 0.552s, n=30858, sd=55} Kb8 {-0.34/14 0.065s, n=23250, sd=34}
488. Bc5 {+1.10/14 1.056s, n=40218, sd=45} Ka8 {-0.43/15 0.076s, n=34534, sd=34}
489. Kb6 {+0.68/12 4.101s, n=71883, sd=31} Kb8 {-0.35/14 0.067s, n=34013, sd=28}
490. Bf8 {+0.54/12 0.864s, n=21840, sd=55} Ka8 {-0.43/16 0.066s, n=29375, sd=40}
491. Bb4 {+0.14/14 3.529s, n=45178, sd=37} Kb8 {-0.45/14 1.086s, n=21193, sd=52}
492. Kb5 {+0.20/13 0.767s, n=41390, sd=37} Ka7 {-0.42/13 0.305s, n=21844, sd=32}
493. Bc5+ {+0.27/16 2.163s, n=31786, sd=55}
Ka8 {-0.35/12 2.330s, n=38351, sd=30} 494. Ka4 {+0.28/14 1.423s, n=24491, sd=39}
Kb8 {-0.39/11 0.231s, n=25960, sd=70} 495. Kb3 {+0.37/14 1.054s, n=20046, sd=70}
Ka8 {-0.39/15 0.601s, n=22866, sd=38} 496. a7 {+0.25/10 1.294s, n=25965, sd=33}
Kb7 {-0.39/15 2.356s, n=25019, sd=41} 497. Bg1 {+0.85/15 3.014s, n=36987, sd=61}
Ka8 {-0.39/16 1.399s, n=21802, sd=42} 498. Bb6 {+0.27/11 0.198s, n=20154, sd=69}
Kb7 {-0.39/16 0.865s, n=23872, sd=56} 499. Kb4 {+0.27/13 0.151s, n=24252, sd=69}
Ka8 {-0.39/18 2.109s, n=24217, sd=60} 500. Kc3 {+0.27/14 0.228s, n=20402, sd=51}
Kb7 {0.00/199 0.011s, n=611, sd=60} 501. Bf2 {+0.27/14 1.292s, n=27443, sd=49}
Ka8 {-0.39/18 0.258s, n=20858, sd=72} 502. Bd4 {+0.27/16 1.016s, n=25578, sd=67}
Kb7 {-0.39/18 0.590s, n=23629, sd=53} 503. Bc5 {+0.58/15 1.006s, n=20459, sd=83}
Ka8 {-0.39/18 1.145s, n=21424, sd=50} 504. Bf2 {+0.29/13 0.038s, n=43621, sd=75}
Kb7 {0.00/199 0.008s, n=517, sd=34} 505. Bg1 {+0.30/13 1.318s, n=69178, sd=77}
Ka8 {-0.39/18 1.705s, n=27838, sd=50} 506. Kb4 {+0.30/15 0.199s, n=23299, sd=56}
Kb7 {-0.39/19 1.367s, n=23859, sd=58} 507. Kc4 {+0.30/14 0.826s, n=21417, sd=55}
Ka8 {-0.39/19 0.077s, n=21881, sd=48} 508. Bb6 {+0.30/15 0.296s, n=22974, sd=77}
Kb7 {-0.39/20 0.298s, n=22859, sd=54} 509. Kd4 {+1.42/16 3.104s, n=38057, sd=73}
Ka8 {-0.39/21 1.827s, n=21890, sd=64} 510. Ke5 {+0.53/13 1.068s, n=31583, sd=73}
Kb7 {-0.39/18 0.902s, n=22758, sd=66} 511. Kf4 {+0.53/13 3.935s, n=46119, sd=61}
Ka8 {-0.39/15 0.696s, n=21794, sd=33} 512. Kg3 {+0.39/15 1.821s, n=59077, sd=69}
Kb7 {-0.39/16 1.451s, n=23455, sd=44} 513. Bg1 {+0.39/12 0.736s, n=26943, sd=65}
Ka8 {-0.39/17 0.098s, n=20503, sd=40}
514. Bc5 {+0.36/13 3.951s, n=107615, sd=65}
Kb7 {-0.39/18 1.190s, n=22276, sd=51} 515. Bg1 {+0.36/10 1.087s, n=38557, sd=59}
Ka8 {0.00/81 0.528s, n=20535, sd=50} 516. Kf4 {+0.26/14 1.310s, n=57977, sd=57}
Kb7 {-0.39/16 0.821s, n=20912, sd=60, White disconnects} 0-1