[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.04"]
[Round "11988"]
[White "PZChessBot-base"]
[Black "PZChessBot-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "1r1kbbqr/1ppppppp/pnn5/8/3P3P/4P3/PPPK1PP1/QNRN1RBB w h - 0 5"]
[Variant "Chess960"]
[GameDuration "00:00:59"]
[GameStartTime "2026-05-04T03:45:03 -0400"]
[GameEndTime "2026-05-04T03:46:02 -0400"]
[PlyCount "1024"]
[Termination "abandoned"]
[TimeControl "-"]

5. Bh2 {-2.11/9 0.022s, n=13016, sd=10} f6 {+0.76/8 0.020s, n=10000, sd=9}
6. b3 {-2.03/10 0.054s, n=20801, sd=16} d5 {+1.28/9 0.023s, n=11118, sd=10}
7. Ke2 {-1.33/9 0.036s, n=13435, sd=13} Qf7 {+1.69/9 0.029s, n=15601, sd=12}
8. Nd2 {-1.30/10 0.059s, n=25728, sd=16} e5 {+1.82/10 0.040s, n=18640, sd=17}
9. dxe5 {-3.01/12 0.212s, n=105397, sd=25}
fxe5 {+2.56/12 0.048s, n=16269, sd=18} 10. Bxe5 {-2.88/9 0.023s, n=11523, sd=14}
Nxe5 {+2.53/10 0.029s, n=18497, sd=17}
11. Qxe5 {-2.91/11 0.035s, n=18317, sd=21} Ba3 {+2.57/11 0.035s, n=17917, sd=14}
12. Rb1 {-3.20/10 0.022s, n=16558, sd=18} Bd6 {+2.71/11 0.032s, n=18328, sd=18}
13. Qg5+ {-3.13/10 0.027s, n=13833, sd=14} Be7 {+3.40/12 0.026s, n=16348, sd=22}
14. Qf4 {-2.91/11 0.019s, n=13240, sd=16} Bb5+ {+4.04/13 0.083s, n=50867, sd=26}
15. c4 {-2.86/11 0.016s, n=10482, sd=18} Qxf4 {+3.73/9 0.019s, n=10583, sd=24}
16. exf4 {-2.82/11 0.026s, n=14830, sd=20}
dxc4 {+3.96/11 0.032s, n=20406, sd=24} 17. a4 {-2.75/11 0.042s, n=28569, sd=21}
Bd7 {+2.51/11 0.121s, n=72945, sd=24} 18. Nxc4 {-3.42/11 0.075s, n=48220, sd=26}
Bg4+ {+2.80/9 0.021s, n=11191, sd=20} 19. f3 {-2.94/9 0.017s, n=10952, sd=21}
Bf5 {+2.67/12 0.054s, n=31293, sd=22} 20. Rc1 {-2.82/11 0.019s, n=10902, sd=17}
Nxc4 {+2.36/11 0.047s, n=32812, sd=23}
21. Rxc4 {-2.69/11 0.099s, n=52948, sd=22} b5 {+3.06/11 0.022s, n=14760, sd=14}
22. Rd4+ {-2.38/11 0.025s, n=13577, sd=18} Bd7 {+3.10/10 0.021s, n=10634, sd=12}
23. Ne3 {-2.32/11 0.055s, n=23860, sd=21} bxa4 {+3.11/10 0.033s, n=17466, sd=19}
24. Rfd1 {-3.03/12 0.051s, n=31247, sd=23} Bd6 {+3.13/11 0.019s, n=12490, sd=22}
25. bxa4 {-2.96/12 0.022s, n=13175, sd=22} Re8 {+2.63/11 0.043s, n=25373, sd=19}
26. g3 {-2.92/11 0.054s, n=28414, sd=23} Rb2+ {+3.31/12 0.024s, n=17324, sd=19}
27. R1d2 {-3.46/11 0.044s, n=23476, sd=20}
Rxd2+ {+3.31/12 0.045s, n=25748, sd=21}
28. Kxd2 {-3.05/12 0.038s, n=23149, sd=20} Bc5 {+3.92/12 0.035s, n=21420, sd=20}
29. Re4 {-3.76/11 0.067s, n=42142, sd=21} Bc6 {+3.46/10 0.029s, n=15092, sd=17}
30. Re5 {-3.78/10 0.021s, n=12243, sd=13} Bb4+ {+4.35/10 0.015s, n=12142, sd=15}
31. Kd3 {-3.99/10 0.032s, n=25284, sd=17} Bxa4 {+4.28/10 0.027s, n=15524, sd=14}
32. Bg2 {-4.04/11 0.031s, n=18731, sd=17} Bd7 {+4.09/10 0.035s, n=18280, sd=14}
33. h5 {-3.28/10 0.016s, n=12438, sd=12} a5 {+3.70/11 0.090s, n=52815, sd=20}
34. Bf1 {-4.55/9 0.033s, n=17398, sd=14} a4 {+4.31/12 0.019s, n=12817, sd=16}
35. Kd4 {-3.31/10 0.020s, n=15349, sd=11} c5+ {+5.34/10 0.058s, n=37362, sd=20}
36. Kd5 {-3.67/10 0.020s, n=10622, sd=13} Kc7 {+4.60/9 0.027s, n=19954, sd=16}
37. Ke4 {-4.37/9 0.033s, n=13701, sd=11} Bc6+ {+3.79/9 0.037s, n=22777, sd=16}
38. Nd5+ {-3.61/9 0.022s, n=11086, sd=15} Kd6 {+3.83/10 0.028s, n=20310, sd=17}
39. Bc4 {-4.00/10 0.030s, n=17267, sd=15} a3 {+3.76/11 0.018s, n=13554, sd=14}
40. Ba2 {-3.60/10 0.012s, n=10140, sd=12} Bd2 {+3.87/9 0.016s, n=12507, sd=15}
41. Rxe8 {-4.25/9 0.022s, n=13326, sd=15} Bxe8 {+5.41/10 0.027s, n=16610, sd=16}
42. Nb6 {-3.74/10 0.015s, n=10522, sd=13} Bc1 {+4.05/10 0.021s, n=17886, sd=19}
43. Nc4+ {-2.84/10 0.015s, n=12826, sd=14} Ke7 {+2.80/10 0.065s, n=42598, sd=17}
44. h6 {-2.50/10 0.014s, n=12443, sd=14} gxh6 {+3.44/9 0.041s, n=30549, sd=14}
45. Kd5 {-2.76/10 0.029s, n=20316, sd=17} Bf7+ {+1.86/11 0.030s, n=27757, sd=19}
46. Kxc5 {-2.83/10 0.016s, n=14225, sd=22} h5 {+2.33/10 0.012s, n=10474, sd=12}
47. Kb4 {-1.52/11 0.033s, n=23005, sd=20} Bd5 {+1.65/10 0.023s, n=19804, sd=17}
48. Kc5 {-2.50/10 0.100s, n=73855, sd=18} Bxf3 {+3.94/11 0.015s, n=14255, sd=13}
49. Bb1 {-2.91/9 0.014s, n=12120, sd=13} Be4 {+5.32/11 0.026s, n=16839, sd=17}
50. Ba2 {-4.40/10 0.030s, n=20379, sd=19} Bg6 {+4.79/10 0.018s, n=16797, sd=16}
51. Kb4 {-3.59/11 0.012s, n=11576, sd=17} Kf6 {+4.12/10 0.017s, n=14732, sd=21}
52. Bb3 {-4.50/10 0.018s, n=12283, sd=18} Kf5 {+3.20/10 0.045s, n=37364, sd=26}
53. Nd6+ {-3.99/11 0.014s, n=13670, sd=26} Kf6 {+3.25/12 0.059s, n=45577, sd=18}
54. Nc4 {-3.08/10 0.019s, n=16115, sd=14} Bf7 {+3.15/10 0.009s, n=10065, sd=17}
55. Kc3 {-2.11/10 0.022s, n=19242, sd=17} Kg7 {+1.70/10 0.046s, n=25346, sd=16}
56. Nxa3 {-2.83/10 0.017s, n=13872, sd=17}
Bxa3 {+2.71/11 0.033s, n=21779, sd=18}
57. Bxf7 {-3.88/11 0.018s, n=12950, sd=20}
Kxf7 {+4.03/13 0.018s, n=13672, sd=19} 58. Kd4 {-4.41/11 0.016s, n=11965, sd=17}
Kg6 {+3.73/12 0.014s, n=11740, sd=24} 59. Ke4 {-5.14/13 0.022s, n=15993, sd=22}
Kf6 {+4.36/12 0.020s, n=12397, sd=19} 60. Kf3 {-4.85/13 0.027s, n=13291, sd=26}
Kf5 {+4.57/13 0.017s, n=13238, sd=23} 61. Kg2 {-4.72/13 0.010s, n=13149, sd=27}
Kg4 {+4.06/11 0.017s, n=16751, sd=25} 62. Kh2 {-4.87/13 0.017s, n=12589, sd=25}
Bb4 {+4.85/13 0.014s, n=12639, sd=25} 63. Kg2 {-4.75/14 0.015s, n=11036, sd=20}
Ba5 {+4.61/14 0.020s, n=17078, sd=31} 64. Kh2 {-4.75/16 0.013s, n=11847, sd=28}
Bb4 {+4.56/14 0.016s, n=15204, sd=39} 65. Kg2 {-4.75/17 0.014s, n=12246, sd=32}
Bc3 {+4.58/10 0.022s, n=18182, sd=21} 66. Kh2 {-4.75/16 0.011s, n=10427, sd=26}
Bd4 {+4.44/12 0.021s, n=24360, sd=34} 67. Kg2 {-4.75/17 0.007s, n=10713, sd=30}
Bc3 {+4.37/13 0.015s, n=15009, sd=28} 68. Kh2 {-4.75/17 0.013s, n=10931, sd=32}
Bg7 {+4.24/13 0.022s, n=18103, sd=35} 69. Kg2 {-4.75/17 0.016s, n=13664, sd=38}
Bh8 {+4.52/12 0.012s, n=10427, sd=41} 70. Kh2 {-4.75/16 0.011s, n=10543, sd=38}
Bd4 {+4.41/13 0.013s, n=12616, sd=32} 71. Kg2 {-4.75/16 0.011s, n=10412, sd=32}
Ba7 {+4.40/13 0.013s, n=12995, sd=31} 72. Kh2 {-4.75/17 0.014s, n=11918, sd=41}
Bb6 {+4.14/10 0.014s, n=12321, sd=25} 73. Kg2 {-4.75/18 0.011s, n=10991, sd=34}
Ba7 {+4.07/10 0.010s, n=11524, sd=37} 74. Kh2 {-4.75/18 0.013s, n=12630, sd=36}
Bc5 {+4.84/10 0.023s, n=27069, sd=50} 75. Kg2 {-4.75/17 0.014s, n=10771, sd=33}
Bd4 {+4.57/13 0.020s, n=14136, sd=29} 76. Kh2 {-4.75/16 0.009s, n=11236, sd=40}
Bb6 {+4.47/12 0.014s, n=13195, sd=33} 77. Kg2 {-4.63/16 0.015s, n=20953, sd=36}
Ba5 {+4.38/11 0.036s, n=40045, sd=39} 78. Kh2 {-4.63/16 0.013s, n=12772, sd=36}
Bc7 {+4.34/13 0.020s, n=17316, sd=36} 79. Kg2 {-4.63/17 0.008s, n=11452, sd=30}
Bd8 {+4.31/10 0.010s, n=14977, sd=39} 80. Kh2 {-4.63/18 0.008s, n=10083, sd=37}
Kf3 {+4.31/13 0.023s, n=21951, sd=45} 81. Kh3 {-4.63/13 0.014s, n=11180, sd=34}
Bf6 {+5.28/13 0.015s, n=12502, sd=29} 82. Kh2 {-4.63/18 0.012s, n=11356, sd=30}
Bd8 {+4.32/12 0.017s, n=15944, sd=34} 83. Kh3 {-4.76/17 0.014s, n=12204, sd=36}
Bf6 {+4.32/13 0.015s, n=13672, sd=32} 84. Kh2 {-4.63/17 0.013s, n=11586, sd=32}
Kg4 {+4.30/10 0.018s, n=14997, sd=39} 85. Kg2 {-4.57/16 0.025s, n=21107, sd=29}
Bd4 {+4.33/12 0.012s, n=13611, sd=27} 86. Kh2 {-4.57/15 0.011s, n=10203, sd=24}
Bc3 {+4.31/10 0.009s, n=12111, sd=36} 87. Kg2 {-4.57/17 0.009s, n=11587, sd=34}
Bh8 {+4.26/13 0.027s, n=18109, sd=35} 88. Kh2 {-4.57/20 0.013s, n=11286, sd=34}
Bg7 {+4.28/13 0.009s, n=12564, sd=37} 89. Kg2 {-4.63/16 0.010s, n=11503, sd=27}
Ba1 {+4.26/12 0.009s, n=13695, sd=45} 90. Kh2 {-4.63/17 0.013s, n=11187, sd=30}
Bf6 {+4.26/13 0.016s, n=13750, sd=39} 91. Kg2 {-4.62/16 0.020s, n=17668, sd=30}
Be7 {+4.26/13 0.010s, n=10497, sd=31} 92. Kh2 {-4.63/17 0.011s, n=13275, sd=38}
Ba3 {+4.26/14 0.010s, n=13343, sd=31} 93. Kg2 {-4.63/17 0.010s, n=11529, sd=36}
Bf8 {+4.26/14 0.012s, n=10907, sd=33} 94. Kh2 {-4.63/17 0.012s, n=11489, sd=34}
Bc5 {+4.26/15 0.012s, n=11911, sd=43} 95. Kg2 {-4.59/17 0.017s, n=14458, sd=30}
Bd6 {+4.32/14 0.016s, n=14902, sd=35} 96. Kh2 {-4.58/13 0.008s, n=10249, sd=22}
Bc7 {+4.19/12 0.009s, n=11539, sd=33} 97. Kg2 {-4.57/15 0.015s, n=19455, sd=30}
Bb6 {+4.09/14 0.017s, n=15611, sd=31} 98. Kh2 {-4.58/16 0.026s, n=12334, sd=34}
Bd8 {+4.22/13 0.032s, n=25312, sd=33} 99. Kg2 {-4.57/15 0.015s, n=13241, sd=35}
Bf6 {+4.08/10 0.007s, n=10254, sd=21} 100. Kh2 {-4.57/15 0.010s, n=11652, sd=40}
Kf3 {+4.10/11 0.021s, n=10517, sd=21} 101. Kh3 {-4.57/15 0.019s, n=15153, sd=34}
Be7 {+3.62/10 0.034s, n=28278, sd=31} 102. Kh2 {-4.01/12 0.023s, n=23343, sd=36}
Bf6 {+3.34/9 0.021s, n=15993, sd=27} 103. Kh3 {-4.12/11 0.017s, n=12702, sd=34}
Be7 {+3.39/11 0.012s, n=10120, sd=27} 104. Kh2 {-4.12/12 0.016s, n=13893, sd=26}
Kg4 {+3.42/11 0.010s, n=12650, sd=37} 105. Kg2 {-4.08/11 0.011s, n=12760, sd=28}
h6 {+3.42/10 0.015s, n=11108, sd=35} 106. Kh2 {-4.08/13 0.019s, n=12776, sd=26}
Bd8 {+3.42/11 0.020s, n=13303, sd=56} 107. Kg2 {-4.08/16 0.010s, n=12226, sd=39}
Be7 {+3.42/12 0.014s, n=11392, sd=55} 108. Kh2 {-4.08/16 0.013s, n=11804, sd=36}
Bf6 {+3.40/11 0.017s, n=14057, sd=41} 109. Kg2 {-4.08/19 0.019s, n=13906, sd=34}
Bg7 {+3.40/12 0.018s, n=13375, sd=33} 110. Kh2 {-4.08/20 0.014s, n=10488, sd=34}
Bb2 {+3.40/13 0.008s, n=10809, sd=31} 111. Kg2 {-4.08/19 0.013s, n=10797, sd=34}
Bf6 {+3.40/14 0.010s, n=12395, sd=35} 112. Kh2 {-4.08/19 0.013s, n=10027, sd=34}
Bd4 {+3.46/13 0.016s, n=11386, sd=39} 113. Kg2 {-4.08/19 0.017s, n=11536, sd=37}
Bc3 {+3.46/14 0.014s, n=12795, sd=33} 114. Kh2 {-4.08/18 0.010s, n=11174, sd=38}
Bf6 {+3.46/16 0.013s, n=12347, sd=37} 115. Kg2 {-4.08/19 0.014s, n=11062, sd=36}
Bd4 {+3.47/15 0.015s, n=14064, sd=35} 116. Kh2 {-4.08/20 0.014s, n=11577, sd=34}
Bg7 {+3.47/16 0.018s, n=13555, sd=37} 117. Kg2 {-4.08/21 0.014s, n=11812, sd=36}
Bh8 {+3.47/16 0.010s, n=12621, sd=39} 118. Kh2 {-4.08/20 0.013s, n=11349, sd=34}
Bd4 {+3.47/15 0.028s, n=12779, sd=45} 119. Kg2 {-4.08/23 0.015s, n=10080, sd=44}
Bc5 {+3.47/14 0.015s, n=11399, sd=45} 120. Kh2 {-4.08/22 0.016s, n=13848, sd=42}
Bd6 {+3.47/17 0.013s, n=14496, sd=47} 121. Kg2 {-4.08/23 0.016s, n=12082, sd=40}
Bf8 {+3.47/15 0.016s, n=11189, sd=41} 122. Kh2 {-4.08/22 0.017s, n=10691, sd=44}
Bg7 {+3.47/16 0.010s, n=11998, sd=33} 123. Kg2 {-4.08/23 0.014s, n=11974, sd=48}
Bc3 {+3.47/17 0.009s, n=10739, sd=40} 124. Kh2 {-4.08/23 0.015s, n=11663, sd=40}
Bh8 {+3.47/18 0.012s, n=10505, sd=38} 125. Kg2 {-4.08/24 0.017s, n=14035, sd=42}
Bg7 {+3.47/15 0.010s, n=10953, sd=46} 126. Kh2 {-4.08/22 0.014s, n=11085, sd=42}
Bf8 {+3.47/16 0.012s, n=10168, sd=31} 127. Kg2 {-4.08/19 0.013s, n=10357, sd=38}
Bd6 {+3.47/15 0.017s, n=13059, sd=43} 128. Kh2 {-4.08/20 0.014s, n=11138, sd=40}
Be7 {+3.47/16 0.013s, n=12292, sd=32} 129. Kg2 {-4.08/23 0.014s, n=11282, sd=38}
Bd8 {+3.47/18 0.013s, n=12326, sd=37} 130. Kh2 {-4.08/23 0.024s, n=11488, sd=38}
Bb6 {+3.47/18 0.014s, n=10680, sd=39} 131. Kg2 {-4.08/23 0.010s, n=11716, sd=40}
Ba5 {+3.47/17 0.026s, n=11278, sd=35} 132. Kh2 {-4.08/22 0.010s, n=10684, sd=42}
Bc3 {+3.47/18 0.010s, n=12306, sd=33} 133. Kg2 {-4.08/22 0.014s, n=11148, sd=44}
Bb4 {+3.47/17 0.023s, n=10929, sd=41} 134. Kh2 {-4.08/23 0.009s, n=11032, sd=44}
Bc5 {+3.47/18 0.010s, n=11688, sd=39} 135. Kg2 {-4.08/24 0.010s, n=11396, sd=41}
Ba3 {+3.47/18 0.008s, n=10335, sd=37} 136. Kh2 {-4.08/24 0.013s, n=12402, sd=40}
Bb2 {+3.47/19 0.024s, n=10200, sd=37} 137. Kg2 {-4.08/21 0.014s, n=11398, sd=38}
Bf6 {+3.47/21 0.017s, n=13926, sd=37}
138. Kh2 {-2.99/23 0.143s, n=104041, sd=52}
Bd8 {+3.47/20 0.023s, n=11217, sd=35} 139. Kg2 {-2.99/11 0.014s, n=10644, sd=50}
Ba5 {+3.47/20 0.016s, n=12276, sd=33} 140. Kh2 {-2.99/12 0.016s, n=11195, sd=40}
Bc3 {+3.47/16 0.013s, n=13363, sd=31} 141. Kg2 {-2.99/14 0.016s, n=10060, sd=40}
Bb2 {+3.44/14 0.012s, n=12042, sd=29} 142. Kh2 {-3.14/15 0.026s, n=26493, sd=47}
Kf3 {+3.39/15 0.024s, n=27174, sd=37} 143. Kh3 {-2.98/13 0.019s, n=21354, sd=26}
Bf6 {+3.31/16 0.017s, n=19796, sd=39} 144. Kh2 {-2.90/14 0.009s, n=10311, sd=24}
Bd8 {+3.29/13 0.021s, n=26093, sd=23} 145. Kh3 {-2.90/16 0.017s, n=16619, sd=34}
Be7 {+3.11/13 0.016s, n=17300, sd=31} 146. Kh2 {-2.81/14 0.030s, n=22063, sd=32}
Kg4 {+3.11/14 0.026s, n=19705, sd=29} 147. Kg2 {-2.55/11 0.014s, n=10187, sd=34}
Bc5 {+3.07/14 0.024s, n=16679, sd=30} 148. Kh2 {-2.73/13 0.030s, n=22208, sd=24}
Bb6 {+3.01/11 0.017s, n=11393, sd=25} 149. Kg2 {-2.73/14 0.022s, n=16039, sd=30}
Bc7 {+3.29/12 0.054s, n=35085, sd=28} 150. Kh2 {-2.61/11 0.022s, n=11927, sd=24}
Kf3 {+3.38/14 0.015s, n=10063, sd=24} 151. Kh3 {-2.39/12 0.014s, n=10991, sd=24}
Bd8 {+2.69/15 0.063s, n=47986, sd=32} 152. Kh2 {-2.34/12 0.013s, n=13811, sd=22}
Kf2 {+3.12/12 0.015s, n=12050, sd=28} 153. Kh1 {-2.18/12 0.022s, n=21332, sd=28}
Kxg3 {+3.11/15 0.015s, n=12768, sd=28} 154. f5 {-2.22/11 0.012s, n=10957, sd=26}
Bf6 {+4.43/17 0.036s, n=21383, sd=30} 155. Kg1 {-2.33/12 0.014s, n=16361, sd=16}
Kg4 {+4.43/18 0.019s, n=13290, sd=26} 156. Kg2 {-2.33/12 0.020s, n=13310, sd=24}
h4 {+6.67/16 0.013s, n=12045, sd=26} 157. Kh1 {-2.07/11 0.019s, n=13470, sd=18}
Kf4 {+4.43/12 0.018s, n=11846, sd=35} 158. Kh2 {-1.93/13 0.027s, n=24116, sd=30}
Ke5 {+4.43/16 0.009s, n=10188, sd=28} 159. Kg1 {-5.34/10 0.018s, n=10133, sd=21}
Kd6 {+4.43/17 0.017s, n=11053, sd=25} 160. Kh2 {-2.91/14 0.015s, n=15359, sd=23}
Kc6 {+4.43/17 0.018s, n=11841, sd=31} 161. Kh3 {-2.91/13 0.016s, n=11645, sd=22}
Kb7 {+4.43/19 0.017s, n=11532, sd=27} 162. Kh2 {-2.91/15 0.015s, n=10706, sd=38}
Ka8 {+4.43/17 0.024s, n=15482, sd=41} 163. Kg2 {-2.91/16 0.014s, n=11946, sd=28}
Ka7 {+4.40/18 0.012s, n=11702, sd=25} 164. Kh3 {-2.91/19 0.015s, n=11287, sd=34}
Ka8 {+4.40/16 0.016s, n=12460, sd=26} 165. Kg2 {-2.91/19 0.012s, n=11675, sd=33}
Ka7 {+4.40/19 0.016s, n=11219, sd=32} 166. Kh3 {-2.91/22 0.015s, n=11535, sd=33}
Kb7 {+4.38/18 0.030s, n=19078, sd=35} 167. Kh2 {-2.91/19 0.015s, n=10393, sd=30}
Bd8 {+4.38/18 0.013s, n=13223, sd=24} 168. Kg2 {-2.91/20 0.011s, n=10649, sd=31}
Bg5 {+4.38/19 0.014s, n=12558, sd=28} 169. Kh3 {-2.91/18 0.015s, n=10923, sd=38}
Kb8 {+4.38/18 0.011s, n=10059, sd=29} 170. Kh2 {-2.91/22 0.011s, n=10522, sd=33}
Kb7 {+4.38/19 0.013s, n=12862, sd=33} 171. Kh3 {-2.91/23 0.015s, n=11219, sd=38}
Kb8 {+4.38/20 0.011s, n=11596, sd=30} 172. Kh2 {-2.91/23 0.016s, n=10309, sd=30}
Kc7 {+4.38/19 0.013s, n=11233, sd=32} 173. Kh3 {-2.91/20 0.016s, n=10268, sd=35}
Kc8 {+4.38/19 0.011s, n=10148, sd=28} 174. Kh2 {-2.91/21 0.011s, n=10992, sd=35}
Bf6 {+4.38/17 0.014s, n=10071, sd=32} 175. Kh3 {-2.91/22 0.017s, n=10542, sd=36}
Kd7 {+4.38/18 0.024s, n=11564, sd=34} 176. Kh2 {-2.91/20 0.016s, n=10581, sd=28}
Bg5 {+4.38/20 0.031s, n=13902, sd=26} 177. Kh3 {-2.91/20 0.012s, n=10618, sd=30}
Kc7 {+4.38/21 0.016s, n=10188, sd=24} 178. Kh2 {-2.91/22 0.012s, n=10285, sd=34}
Kc6 {+4.38/19 0.018s, n=11692, sd=28} 179. Kh3 {-2.91/20 0.013s, n=10856, sd=30}
Kb7 {+4.38/19 0.015s, n=10448, sd=30} 180. Kh2 {-2.91/23 0.011s, n=11385, sd=30}
Kc7 {+4.38/21 0.019s, n=12225, sd=30} 181. Kh3 {-2.91/23 0.018s, n=10499, sd=28}
Kc6 {+4.38/21 0.019s, n=12600, sd=28} 182. Kh2 {-2.91/21 0.017s, n=10945, sd=39}
Bf6 {+4.38/19 0.013s, n=10583, sd=36} 183. Kh3 {-2.91/19 0.011s, n=10022, sd=34}
Kd6 {+4.38/20 0.011s, n=10245, sd=23} 184. Kg2 {-4.48/22 0.036s, n=30304, sd=37}
Kc7 {+4.38/21 0.011s, n=11069, sd=28} 185. Kh2 {-4.48/19 0.019s, n=14808, sd=34}
Kc8 {+4.38/21 0.011s, n=11133, sd=29} 186. Kg1 {-4.48/15 0.014s, n=11950, sd=37}
Kd7 {+4.38/21 0.020s, n=11410, sd=30} 187. Kf1 {-4.48/16 0.012s, n=11012, sd=20}
Bg5 {+4.38/17 0.014s, n=12012, sd=37} 188. Kg2 {-4.48/18 0.013s, n=11269, sd=34}
Kc6 {+4.38/18 0.018s, n=11234, sd=34} 189. Kh1 {-4.48/17 0.018s, n=11182, sd=30}
Bf6 {+4.38/17 0.019s, n=11246, sd=36} 190. Kg2 {-4.48/22 0.019s, n=11422, sd=31}
Kd6 {+4.38/17 0.021s, n=12414, sd=38} 191. Kh2 {-4.48/21 0.013s, n=11873, sd=38}
Kc7 {+4.37/16 0.014s, n=10647, sd=40} 192. Kg2 {-4.48/19 0.013s, n=10234, sd=33}
Kb8 {+4.37/17 0.019s, n=11248, sd=30} 193. Kh3 {-4.48/17 0.012s, n=10276, sd=41}
Bd8 {+4.37/18 0.020s, n=11681, sd=30} 194. Kg2 {-4.48/21 0.020s, n=12008, sd=36}
Kb7 {+4.37/19 0.011s, n=11299, sd=27} 195. Kh3 {-4.48/22 0.012s, n=10811, sd=25}
Bg5 {+4.37/16 0.013s, n=12046, sd=39} 196. Kg4 {-4.48/20 0.020s, n=11297, sd=33}
Kc6 {+4.37/17 0.013s, n=11346, sd=43} 197. Kh3 {-4.48/21 0.017s, n=10840, sd=28}
Bf6 {+4.37/19 0.012s, n=11689, sd=31} 198. Kh2 {-4.48/21 0.011s, n=10233, sd=32}
Kb7 {+4.37/19 0.011s, n=10507, sd=30} 199. Kh3 {-4.48/21 0.015s, n=10073, sd=37}
Bd8 {+4.37/19 0.020s, n=11934, sd=44} 200. Kg4 {-4.48/22 0.022s, n=12997, sd=44}
Kc7 {+4.37/19 0.014s, n=12351, sd=36} 201. Kh3 {-4.48/22 0.018s, n=11019, sd=38}
Kb8 {+4.37/21 0.014s, n=12573, sd=34} 202. Kg2 {-4.48/22 0.012s, n=10020, sd=35}
Kb7 {+4.37/18 0.015s, n=10208, sd=29} 203. Kh3 {-4.48/21 0.013s, n=11831, sd=37}
Kc7 {+4.36/16 0.015s, n=13236, sd=31} 204. Kh2 {-4.48/18 0.019s, n=10574, sd=28}
Kd6 {+3.29/18 0.033s, n=25246, sd=34} 205. f6 {-4.48/20 0.017s, n=12693, sd=36}
Bxf6 {+4.36/18 0.022s, n=12837, sd=33}
206. Kh1 {-4.48/19 0.010s, n=10302, sd=26} Kd7 {+4.36/17 0.011s, n=10366, sd=26}
207. Kg2 {-4.48/18 0.011s, n=10129, sd=25} Kc7 {+4.36/19 0.010s, n=10000, sd=26}
208. Kh3 {-4.48/19 0.015s, n=11289, sd=26} Kb8 {+4.36/18 0.013s, n=12959, sd=43}
209. Kh2 {-4.48/20 0.018s, n=11696, sd=32} Kc7 {+4.36/19 0.014s, n=10167, sd=28}
210. Kh3 {-4.48/21 0.011s, n=11144, sd=29} Kb8 {+4.36/20 0.018s, n=12087, sd=30}
211. Kh2 {-4.48/22 0.020s, n=13016, sd=27} Ka7 {+4.36/21 0.018s, n=10740, sd=31}
212. Kh3 {-4.48/20 0.017s, n=11238, sd=35} Kb7 {+4.36/19 0.018s, n=10160, sd=31}
213. Kg2 {-4.48/21 0.014s, n=10886, sd=27} Kc6 {+4.36/20 0.018s, n=10603, sd=25}
214. Kh2 {-4.48/21 0.013s, n=11685, sd=27} Bg5 {+4.37/21 0.026s, n=15694, sd=26}
215. Kh3 {-4.48/20 0.024s, n=10363, sd=34} Kd7 {+4.37/19 0.017s, n=10260, sd=27}
216. Kh2 {-4.48/21 0.021s, n=10644, sd=29}
Bf4+ {+4.37/20 0.017s, n=10603, sd=28}
217. Kh3 {-4.48/20 0.012s, n=11208, sd=35} Bg3 {+4.37/20 0.020s, n=12014, sd=29}
218. Kg4 {-3.46/12 0.023s, n=12517, sd=37} Kd8 {+4.37/17 0.012s, n=10261, sd=30}
219. Kh3 {-3.61/12 0.015s, n=11852, sd=24} Kd7 {+4.37/21 0.013s, n=12202, sd=33}
220. Kg4 {-3.81/13 0.012s, n=10108, sd=23} Kd8 {+4.37/19 0.019s, n=11265, sd=33}
221. Kh3 {-3.61/14 0.024s, n=14138, sd=31} Kc8 {+4.36/18 0.020s, n=11630, sd=35}
222. Kg4 {-3.61/16 0.017s, n=11292, sd=28} Kc7 {+4.36/19 0.016s, n=11672, sd=34}
223. Kh3 {-4.48/14 0.013s, n=10876, sd=33} Kb8 {+4.36/20 0.013s, n=11709, sd=35}
224. Kg2 {-4.48/15 0.021s, n=13221, sd=31} Ka7 {+4.36/21 0.013s, n=11754, sd=25}
225. Kh3 {-4.48/16 0.012s, n=10810, sd=31} Ka8 {+4.36/20 0.017s, n=10311, sd=41}
226. Kg2 {-4.48/17 0.017s, n=10010, sd=29} Kb7 {+4.36/22 0.016s, n=11333, sd=47}
227. Kh3 {-4.48/18 0.011s, n=10014, sd=22} Kb8 {+4.36/22 0.023s, n=13282, sd=41}
228. Kg4 {-3.77/19 0.020s, n=15736, sd=21} Ka8 {+4.36/21 0.019s, n=10837, sd=37}
229. Kh3 {-3.61/13 0.019s, n=10698, sd=31} Kb7 {+4.36/24 0.016s, n=11428, sd=30}
230. Kg4 {-4.48/16 0.018s, n=10825, sd=29} Kb8 {+4.36/20 0.016s, n=10738, sd=33}
231. Kh3 {-4.48/19 0.013s, n=11168, sd=46} Ka8 {+4.36/21 0.011s, n=10726, sd=30}
232. Kg4 {-4.48/21 0.013s, n=11726, sd=34} Kb8 {+4.36/23 0.028s, n=12838, sd=28}
233. Kh3 {-4.48/22 0.019s, n=11257, sd=41} Kc8 {+4.36/23 0.015s, n=10360, sd=29}
234. Kg4 {-4.48/18 0.014s, n=11351, sd=35} Kc7 {+4.36/19 0.025s, n=11093, sd=27}
235. Kf3 {-4.48/18 0.016s, n=12096, sd=29} Kb7 {+4.36/19 0.018s, n=10409, sd=26}
236. Kg4 {-4.48/21 0.024s, n=12213, sd=40} Bf2 {+4.36/14 0.018s, n=10607, sd=25}
237. Kh3 {-4.48/19 0.013s, n=11690, sd=32} Ka8 {+4.36/19 0.024s, n=12728, sd=37}
238. Kh2 {-4.48/18 0.013s, n=10884, sd=33} Be3 {+4.36/21 0.012s, n=10169, sd=35}
239. Kg2 {-4.48/19 0.013s, n=11482, sd=32} Bg5 {+4.35/16 0.014s, n=11711, sd=31}
240. Kh2 {-4.48/20 0.012s, n=10506, sd=30} Be3 {+4.34/17 0.015s, n=10546, sd=31}
241. Kg2 {-4.48/21 0.013s, n=10263, sd=30} Bg5 {+4.11/12 0.016s, n=10168, sd=23}
242. Kh2 {-4.48/21 0.018s, n=11724, sd=28} Ka7 {+3.97/12 0.019s, n=12514, sd=27}
243. Kg2 {-4.48/21 0.020s, n=10920, sd=26} Kb6 {+3.97/14 0.017s, n=14019, sd=25}
244. Kh1 {-4.48/19 0.026s, n=12458, sd=24} Kb7 {+4.07/13 0.019s, n=10048, sd=23}
245. Kg2 {-4.48/20 0.021s, n=12082, sd=22} Bd8 {+4.00/15 0.025s, n=13368, sd=21}
246. Kh2 {-4.48/19 0.021s, n=11661, sd=20} Kc6 {+4.03/15 0.029s, n=16538, sd=19}
247. Kg2 {-4.48/17 0.015s, n=12461, sd=18} Kb7 {+4.00/15 0.013s, n=12220, sd=17}
248. Kh2 {-4.36/15 0.018s, n=16026, sd=16} Kc6 {+3.94/12 0.026s, n=14625, sd=15}
249. Kg2 {-4.48/13 0.036s, n=16000, sd=14} Kd6 {+3.18/12 0.058s, n=28436, sd=24}
250. Kh2 {-4.07/12 0.028s, n=19612, sd=12} Kd5 {+3.18/11 0.017s, n=11043, sd=30}
251. Kg1 {-2.73/11 0.017s, n=11561, sd=17} Kd6 {+3.02/11 0.027s, n=12991, sd=23}
252. Kh2 {-3.50/11 0.023s, n=12344, sd=28} Bf6 {+2.90/11 0.025s, n=13584, sd=27}
253. Kg2 {-3.60/13 0.036s, n=10315, sd=30} Kd7 {+2.87/11 0.018s, n=11695, sd=26}
254. Kh3 {-3.60/18 0.022s, n=11879, sd=21} h5 {+2.87/16 0.014s, n=12001, sd=28}
255. Kh2 {-3.60/19 0.033s, n=11963, sd=34} Kd6 {+2.87/16 0.018s, n=13380, sd=23}
256. Kg2 {-3.60/20 0.021s, n=11931, sd=28} Bd8 {+2.87/17 0.019s, n=11663, sd=28}
257. Kh1 {-3.60/18 0.025s, n=11051, sd=30} Kc6 {+2.87/19 0.021s, n=10771, sd=27}
258. Kh2 {-3.60/21 0.018s, n=11282, sd=30} Kb7 {+2.87/19 0.024s, n=12828, sd=32}
259. Kh3 {-3.60/19 0.019s, n=10159, sd=36} Bf6 {+2.87/20 0.021s, n=10944, sd=41}
260. Kg2 {-3.60/21 0.014s, n=11994, sd=39} Kc7 {+2.87/20 0.013s, n=10616, sd=27}
261. Kg1 {-3.60/20 0.014s, n=12202, sd=55} Bd8 {+2.87/18 0.012s, n=10038, sd=30}
262. Kg2 {-3.60/23 0.014s, n=11508, sd=55} Kc8 {+2.87/20 0.019s, n=10556, sd=36}
263. Kh3 {-3.60/21 0.013s, n=10480, sd=38} Kb7 {+2.87/22 0.012s, n=10643, sd=40}
264. Kh2 {-3.60/21 0.021s, n=11825, sd=28} Bf6 {+2.87/20 0.019s, n=10249, sd=31}
265. Kh3 {-3.60/21 0.022s, n=12015, sd=39} Kc6 {+2.87/19 0.020s, n=10410, sd=31}
266. Kh2 {-3.60/21 0.022s, n=11185, sd=30} Kc7 {+2.87/18 0.021s, n=10756, sd=32}
267. Kg2 {-3.60/22 0.029s, n=12833, sd=27} Kd6 {+2.87/18 0.023s, n=10175, sd=37}
268. Kh3 {-3.60/23 0.020s, n=10037, sd=38} Ke6 {+2.87/19 0.021s, n=10970, sd=28}
269. Kh2 {-3.60/21 0.021s, n=10888, sd=31} Kd7 {+2.87/19 0.021s, n=10117, sd=26}
270. Kh3 {-3.60/23 0.020s, n=11728, sd=33} Ke7 {+2.87/21 0.020s, n=11541, sd=38}
271. Kg2 {-3.60/22 0.022s, n=11117, sd=37} Kf7 {+2.87/21 0.021s, n=10258, sd=28}
272. Kh1 {-3.60/20 0.020s, n=10692, sd=30} Ke8 {+2.87/22 0.020s, n=10108, sd=32}
273. Kg2 {-3.60/22 0.019s, n=11039, sd=28} Ke7 {+2.87/20 0.011s, n=10122, sd=43}
274. Kh3 {-3.60/23 0.022s, n=11460, sd=34} Ke6 {+2.87/21 0.025s, n=12023, sd=37}
275. Kh2 {-3.60/22 0.021s, n=10013, sd=32} Kd7 {+2.87/22 0.022s, n=11857, sd=40}
276. Kh3 {-3.60/24 0.022s, n=11473, sd=52} Ke7 {+2.87/18 0.024s, n=11402, sd=32}
277. Kg2 {-3.60/23 0.023s, n=11013, sd=30} Kf7 {+2.85/15 0.032s, n=15659, sd=28}
278. Kh1 {-3.60/18 0.023s, n=10232, sd=36} Ke8 {+2.85/15 0.028s, n=11812, sd=27}
279. Kg2 {-3.60/22 0.022s, n=11194, sd=30} Ke7 {+2.85/17 0.022s, n=11177, sd=42}
280. Kh3 {-3.60/23 0.022s, n=10470, sd=34} Kf7 {+2.85/19 0.027s, n=12475, sd=25}
281. Kg2 {-3.60/19 0.022s, n=10170, sd=30} Bd8 {+2.85/20 0.017s, n=11910, sd=28}
282. Kh1 {-3.60/19 0.019s, n=10882, sd=27} Kf8 {+2.85/20 0.042s, n=12209, sd=27}
283. Kh2 {-3.60/18 0.020s, n=11163, sd=30} Ke7 {+2.85/19 0.014s, n=10340, sd=40}
284. Kh3 {-3.60/21 0.021s, n=10671, sd=24} Kd6 {+2.85/19 0.029s, n=13978, sd=33}
285. Kg2 {-3.60/23 0.022s, n=11958, sd=34} Bf6 {+2.85/20 0.020s, n=11950, sd=26}
286. Kh2 {-3.60/23 0.025s, n=12417, sd=33} Kd5 {+2.85/19 0.026s, n=11559, sd=33}
287. Kg1 {-3.60/17 0.018s, n=10327, sd=36} Kc6 {+2.85/17 0.014s, n=10580, sd=35}
288. Kg2 {-3.60/17 0.019s, n=10736, sd=34} Kc7 {+2.85/18 0.020s, n=10530, sd=33}
289. Kf2 {-3.60/19 0.026s, n=11940, sd=25} Kb8 {+2.85/17 0.016s, n=12537, sd=29}
290. Kg2 {-3.60/19 0.013s, n=10119, sd=30} Be5 {+2.85/18 0.013s, n=10914, sd=29}
291. Kh3 {-3.60/22 0.025s, n=11536, sd=24} Bg3 {+2.85/20 0.022s, n=10376, sd=27}
292. Kg2 {-3.60/20 0.021s, n=10609, sd=20} Ka7 {+2.85/21 0.023s, n=10734, sd=25}
293. Kf1 {-3.60/22 0.020s, n=11693, sd=24} Bb8 {+2.85/19 0.023s, n=10578, sd=23}
294. Kg2 {-3.60/21 0.025s, n=13466, sd=22}
Be5 {+0.88/21 0.428s, n=201277, sd=44}
295. Kh3 {-3.60/18 0.038s, n=17108, sd=20} Bf6 {+0.97/12 0.028s, n=11803, sd=36}
296. Kh2 {-3.60/16 0.024s, n=11205, sd=18} Kb7 {+1.27/13 0.052s, n=31816, sd=31}
297. Kh3 {-3.60/15 0.026s, n=12578, sd=16} Kc6 {+0.94/12 0.016s, n=10830, sd=28}
298. Kh2 {-3.60/13 0.034s, n=14650, sd=14} Kd6 {+5.18/13 0.029s, n=11717, sd=24}
299. Kh3 {-3.56/13 0.045s, n=23882, sd=12} Ke5 {+4.72/14 0.018s, n=11726, sd=33}
300. Kh2 {-2.11/10 0.021s, n=10289, sd=10} Kf5 {+4.52/15 0.016s, n=10386, sd=29}
301. Kg1 {-2.79/10 0.015s, n=10648, sd=19} Kg4 {+4.42/13 0.037s, n=23701, sd=34}
302. Kg2 {-4.31/14 0.027s, n=12593, sd=24} h3+ {+7.26/14 0.020s, n=10645, sd=28}
303. Kh2 {-3.55/13 0.040s, n=24807, sd=32} Bd4 {+5.28/14 0.016s, n=14628, sd=37}
304. Kh1 {-3.84/12 0.025s, n=14024, sd=38} Be5 {+4.86/13 0.046s, n=31831, sd=47}
305. Kg1 {-3.89/13 0.023s, n=14265, sd=37} Bf4 {+4.84/12 0.014s, n=10058, sd=35}
306. Kh1 {-3.89/14 0.017s, n=10422, sd=34} Bd6 {+4.84/13 0.011s, n=10560, sd=29}
307. Kg1 {-3.89/12 0.020s, n=11044, sd=34} Bb8 {+4.84/13 0.020s, n=10823, sd=37}
308. Kh1 {-3.89/13 0.019s, n=10667, sd=32} Be5 {+4.87/14 0.020s, n=11778, sd=33}
309. Kg1 {-3.84/11 0.020s, n=10341, sd=28} Kf5 {+4.55/12 0.016s, n=12013, sd=33}
310. Kh1 {-3.72/10 0.012s, n=10056, sd=36} Bd6 {+4.57/11 0.027s, n=13351, sd=37}
311. Kg1 {-3.79/12 0.034s, n=17254, sd=38} Kg4 {+4.78/12 0.016s, n=10883, sd=41}
312. Kh1 {-3.79/13 0.014s, n=13027, sd=34} Kg5 {+4.86/12 0.020s, n=11185, sd=37}
313. Kg1 {-3.79/16 0.022s, n=10891, sd=42} Bc7 {+4.86/12 0.019s, n=10364, sd=33}
314. Kh1 {-3.79/16 0.016s, n=12474, sd=44} Be5 {+4.57/12 0.014s, n=13305, sd=33}
315. Kg1 {-3.79/15 0.011s, n=11032, sd=36} Bf4 {+4.65/12 0.019s, n=11206, sd=33}
316. Kh1 {-3.79/13 0.018s, n=10466, sd=40} Kg4 {+4.65/13 0.020s, n=13910, sd=37}
317. Kg1 {-3.79/14 0.013s, n=12681, sd=41} Bd6 {+4.65/14 0.011s, n=12398, sd=37}
318. Kh1 {-3.79/14 0.021s, n=11635, sd=48} Kg5 {+4.65/11 0.022s, n=11593, sd=31}
319. Kg1 {-3.71/14 0.022s, n=11345, sd=34} Bc7 {+4.52/11 0.018s, n=10396, sd=43}
320. Kh1 {-3.79/12 0.024s, n=12682, sd=42} Be5 {+4.36/11 0.031s, n=17198, sd=29}
321. Kg1 {-3.79/14 0.022s, n=10852, sd=38} Kf6 {+4.44/10 0.026s, n=17347, sd=44}
322. Kh1 {-3.79/14 0.027s, n=13865, sd=38} Kf5 {+4.40/10 0.022s, n=10644, sd=25}
323. Kg1 {-3.79/12 0.020s, n=10369, sd=33} Bd6 {+4.40/11 0.013s, n=11527, sd=37}
324. Kh1 {-3.79/16 0.026s, n=14491, sd=34} Bc7 {+4.40/12 0.032s, n=10038, sd=31}
325. Kg1 {-3.79/15 0.018s, n=10938, sd=40} Be5 {+4.40/15 0.022s, n=20346, sd=45}
326. Kh1 {-3.79/15 0.021s, n=12078, sd=42} Bf4 {+4.40/12 0.017s, n=10880, sd=39}
327. Kg1 {-3.79/12 0.022s, n=11021, sd=40} Kg4 {+4.40/13 0.018s, n=10549, sd=37}
328. Kh1 {-3.79/15 0.016s, n=12172, sd=50} Bd6 {+4.40/13 0.022s, n=12329, sd=39}
329. Kg1 {-3.69/14 0.026s, n=13509, sd=42} Bb8 {+4.40/14 0.020s, n=11134, sd=37}
330. Kh1 {-3.69/11 0.016s, n=13619, sd=28} Bc7 {+4.25/12 0.020s, n=17535, sd=35}
331. Kg1 {-3.69/11 0.029s, n=13647, sd=38} Kh4 {+4.25/10 0.020s, n=11697, sd=35}
332. Kh1 {-3.69/13 0.016s, n=13427, sd=42} Kg5 {+4.25/12 0.013s, n=11204, sd=34}
333. Kg1 {-3.69/13 0.015s, n=14447, sd=33} Kf6 {+4.25/13 0.021s, n=12623, sd=35}
334. Kh1 {-3.69/15 0.027s, n=14687, sd=38} Bf4 {+4.25/13 0.014s, n=11240, sd=29}
335. Kg1 {-2.55/15 0.050s, n=37431, sd=36} Be5 {+4.25/12 0.019s, n=10841, sd=35}
336. Kh1 {-2.55/11 0.022s, n=12453, sd=34} Kf5 {+4.25/13 0.011s, n=10103, sd=37}
337. Kg1 {-2.55/12 0.017s, n=14680, sd=32} Kg4 {+4.25/13 0.012s, n=10793, sd=35}
338. Kh1 {-2.55/14 0.026s, n=14140, sd=30} Bf4 {+4.25/15 0.020s, n=11660, sd=43}
339. Kg1 {-2.40/13 0.034s, n=26518, sd=28} Kf5 {+4.25/13 0.017s, n=10219, sd=35}
340. Kh1 {-2.52/12 0.023s, n=11255, sd=26} Bc7 {+4.25/13 0.023s, n=11267, sd=35}
341. Kg1 {-1.82/11 0.014s, n=10150, sd=24} Kf6 {+4.25/14 0.024s, n=13050, sd=47}
342. Kh1 {-2.67/11 0.019s, n=11492, sd=18} Bf4 {+4.00/13 0.057s, n=28125, sd=43}
343. Kg1 {-2.40/11 0.055s, n=20691, sd=16} Kf5 {+3.82/11 0.041s, n=17889, sd=29}
344. Kh1 {-2.12/11 0.034s, n=18424, sd=22} Kg6 {+3.41/13 0.045s, n=20914, sd=51}
345. Kg1 {-2.26/11 0.031s, n=14112, sd=24} Kf6 {+3.27/11 0.034s, n=15281, sd=41}
346. Kh1 {-2.29/12 0.029s, n=12827, sd=22} Kg6 {+3.24/11 0.017s, n=11935, sd=41}
347. Kg1 {-2.29/11 0.018s, n=12240, sd=32} Kf6 {+3.13/11 0.024s, n=14250, sd=33}
348. Kh1 {-2.29/11 0.024s, n=10718, sd=28} Kf7 {+3.13/12 0.021s, n=11300, sd=27}
349. Kg1 {-2.29/11 0.014s, n=11497, sd=30} h4 {+3.13/11 0.021s, n=15237, sd=35}
350. Kh1 {-2.92/12 0.025s, n=15301, sd=37} Kf6 {+3.13/13 0.022s, n=10854, sd=37}
351. Kg1 {-2.92/13 0.016s, n=10704, sd=46} Bb8 {+3.13/13 0.026s, n=13768, sd=35}
352. Kh1 {-2.92/14 0.013s, n=10352, sd=44} Bd6 {+3.13/13 0.026s, n=11724, sd=49}
353. Kg1 {-2.92/14 0.027s, n=13521, sd=44} Be5 {+3.13/14 0.015s, n=13524, sd=45}
354. Kh1 {-2.92/13 0.017s, n=11262, sd=42} Kf5 {+3.13/15 0.013s, n=10619, sd=45}
355. Kg1 {-2.92/15 0.014s, n=11238, sd=42} Bf4 {+3.13/14 0.025s, n=12941, sd=41}
356. Kh1 {-2.92/16 0.013s, n=11469, sd=42} Bc7 {+3.13/15 0.021s, n=11400, sd=57}
357. Kg1 {-2.92/16 0.021s, n=11562, sd=44} Be5 {+3.13/13 0.026s, n=12017, sd=57}
358. Kh1 {-2.92/14 0.018s, n=11432, sd=52} Bf4 {+3.13/15 0.020s, n=11048, sd=47}
359. Kg1 {-2.92/14 0.014s, n=12169, sd=42} Kf6 {+3.13/14 0.018s, n=12233, sd=47}
360. Kh1 {-2.92/15 0.036s, n=11285, sd=53} Kg5 {+3.13/15 0.016s, n=13646, sd=49}
361. Kg1 {-2.92/14 0.023s, n=11966, sd=56} Bb8 {+3.13/15 0.029s, n=12001, sd=41}
362. Kh1 {-2.92/13 0.029s, n=10151, sd=64} Kf5 {+3.13/12 0.018s, n=11042, sd=39}
363. Kg1 {-2.92/14 0.025s, n=12652, sd=46} Bf4 {+3.13/13 0.019s, n=11070, sd=33}
364. Kh1 {-2.92/14 0.031s, n=10857, sd=36} Kg6 {+3.13/14 0.012s, n=10867, sd=71}
365. Kg1 {-2.92/13 0.011s, n=10247, sd=54} Kg5 {+3.13/12 0.025s, n=11596, sd=69}
366. Kh1 {-2.92/15 0.026s, n=12128, sd=64} Kf5 {+3.13/14 0.025s, n=12207, sd=57}
367. Kg1 {-2.92/13 0.024s, n=10368, sd=58} Bd6 {+3.13/14 0.015s, n=10912, sd=45}
368. Kh1 {-3.04/16 0.017s, n=13262, sd=46} Kf6 {+2.80/13 0.082s, n=42994, sd=74}
369. Kg1 {-3.12/13 0.023s, n=11232, sd=44} Bf4 {+2.80/11 0.030s, n=12433, sd=44}
370. Kh1 {-3.04/15 0.018s, n=11339, sd=36} Ke7 {+2.80/13 0.015s, n=11664, sd=37}
371. Kg1 {-3.04/15 0.025s, n=11344, sd=36} Be5 {+2.80/13 0.025s, n=13167, sd=55}
372. Kh1 {-3.10/15 0.022s, n=11045, sd=40} Kf7 {+2.80/12 0.022s, n=10955, sd=55}
373. Kg1 {-3.10/16 0.040s, n=11461, sd=38} Bb8 {+2.80/13 0.015s, n=10850, sd=37}
374. Kh1 {-3.10/16 0.017s, n=12113, sd=46} Bf4 {+2.80/14 0.026s, n=12922, sd=41}
375. Kg1 {-3.10/16 0.020s, n=10890, sd=42} Bd6 {+2.80/14 0.023s, n=12132, sd=49}
376. Kh1 {-3.10/17 0.015s, n=12014, sd=44} Bc7 {+2.80/15 0.014s, n=11250, sd=47}
377. Kg1 {-3.10/17 0.016s, n=12094, sd=42} Ke8 {+2.80/14 0.024s, n=11334, sd=45}
378. Kh1 {-3.10/17 0.021s, n=11249, sd=44} Bb8 {+2.80/14 0.021s, n=13365, sd=43}
379. Kg1 {-3.10/16 0.022s, n=10786, sd=41} Bd6 {+2.80/13 0.013s, n=10137, sd=41}
380. Kh1 {-3.10/15 0.012s, n=10709, sd=40} Bc7 {+2.82/12 0.016s, n=11473, sd=31}
381. Kg1 {-3.10/16 0.020s, n=12417, sd=38} Kf7 {+2.82/14 0.024s, n=11964, sd=37}
382. Kh1 {-3.10/16 0.045s, n=22778, sd=36} Bd6 {+2.82/14 0.025s, n=10393, sd=35}
383. Kg1 {-3.63/17 0.031s, n=19015, sd=34} Ke7 {+2.82/14 0.024s, n=13099, sd=33}
384. Kh1 {-3.63/15 0.029s, n=10535, sd=32} Be5 {+2.82/14 0.025s, n=12531, sd=31}
385. Kg1 {-3.43/16 0.017s, n=13619, sd=30} Ke8 {+1.70/13 0.091s, n=44902, sd=37}
386. Kh1 {-3.43/15 0.014s, n=10230, sd=28} Bb8 {+1.70/13 0.030s, n=12688, sd=35}
387. Kg1 {-2.33/14 0.044s, n=23396, sd=26} Kf7 {+1.70/13 0.057s, n=20809, sd=27}
388. Kh1 {-3.44/13 0.021s, n=15987, sd=24} Bc7 {+1.61/11 0.014s, n=11105, sd=23}
389. Kg1 {-2.19/12 0.014s, n=10526, sd=22} Ke8 {+1.77/12 0.081s, n=33166, sd=33}
390. Kh1 {-1.86/12 0.013s, n=10424, sd=20} Bd6 {+1.29/12 0.105s, n=60282, sd=29}
391. Kg1 {-1.86/11 0.015s, n=10438, sd=18} Ke7 {+1.75/11 0.022s, n=10183, sd=27}
392. Kh1 {-1.57/12 0.026s, n=11915, sd=16} Bb8 {+1.75/12 0.021s, n=11669, sd=25}
393. Kg1 {-1.79/11 0.027s, n=11459, sd=14} Bc7 {+1.35/10 0.060s, n=31895, sd=25}
394. Kh1 {-1.63/11 0.042s, n=16281, sd=13} Bf4 {+1.47/11 0.028s, n=18531, sd=19}
395. Kg1 {-1.54/11 0.061s, n=33849, sd=24} Kd7 {+1.47/10 0.019s, n=12995, sd=21}
396. Kh1 {-1.58/11 0.027s, n=17681, sd=24} h2 {+1.47/12 0.070s, n=33125, sd=27}
397. Kg2 {-1.56/11 0.061s, n=31589, sd=28} Ke6 {+1.47/11 0.044s, n=19942, sd=25}
398. Kh1 {-1.56/12 0.023s, n=13292, sd=24} Ke7 {+1.47/11 0.040s, n=22290, sd=29}
399. Kg2 {-1.56/12 0.052s, n=29738, sd=28} Bc7 {+1.95/10 0.023s, n=11390, sd=55}
400. Kh1 {-1.56/13 0.053s, n=21073, sd=34} Kf6 {+2.03/11 0.031s, n=16473, sd=31}
401. Kg2 {-1.56/12 0.035s, n=17605, sd=30} Kg6 {+1.47/11 0.067s, n=48803, sd=49}
402. Kh1 {-1.56/12 0.029s, n=19621, sd=40} Kf7 {+1.47/11 0.022s, n=12925, sd=81}
403. Kg2 {-1.56/11 0.033s, n=14821, sd=38} Ke7 {+1.47/10 0.030s, n=14225, sd=55}
404. Kh1 {-1.56/14 0.057s, n=31419, sd=36} Kf7 {+1.47/9 0.017s, n=11944, sd=36}
405. Kg2 {-1.56/12 0.025s, n=15775, sd=52} Be5 {+1.47/11 0.026s, n=15978, sd=37}
406. Kh1 {-1.56/13 0.038s, n=20383, sd=30} Bd6 {+1.47/11 0.029s, n=12880, sd=35}
407. Kg2 {-1.56/12 0.025s, n=13563, sd=40} Ke6 {+1.47/9 0.015s, n=11236, sd=37}
408. Kh1 {-1.56/14 0.038s, n=17280, sd=36} Bf4 {+1.47/13 0.042s, n=23180, sd=49}
409. Kg2 {-1.56/11 0.023s, n=13864, sd=36} Ke5 {+1.47/12 0.035s, n=15065, sd=55}
410. Kh1 {-1.56/12 0.035s, n=18655, sd=38} Kf6 {+1.47/11 0.039s, n=17706, sd=35}
411. Kg2 {-1.56/12 0.021s, n=11329, sd=58} Kg5 {+0.91/10 0.090s, n=50400, sd=29}
412. Kh1 {-1.56/14 0.024s, n=15289, sd=62} Kf6 {+1.43/11 0.093s, n=52716, sd=37}
413. Kg2 {-1.56/13 0.038s, n=25978, sd=54} Bb8 {+1.43/11 0.032s, n=20697, sd=38}
414. Kh1 {-1.56/14 0.026s, n=14088, sd=66} Kf5 {+1.43/11 0.025s, n=16288, sd=45}
415. Kg2 {-1.56/13 0.020s, n=15120, sd=54} Kf6 {+1.43/10 0.025s, n=16484, sd=59}
416. Kh1 {-1.56/12 0.018s, n=13214, sd=62} Kf5 {+1.54/12 0.035s, n=23142, sd=55}
417. Kg2 {-1.56/14 0.022s, n=15282, sd=56} Bc7 {+1.43/11 0.046s, n=31840, sd=37}
418. Kh1 {-1.67/12 0.015s, n=11046, sd=34} Kg6 {+1.43/11 0.029s, n=15155, sd=67}
419. Kg2 {-1.67/12 0.029s, n=11458, sd=56} Kg5 {+1.43/11 0.032s, n=15401, sd=77}
420. Kh1 {-1.67/11 0.017s, n=10155, sd=32} Kf5 {+1.48/11 0.020s, n=10622, sd=30}
421. Kg2 {-1.67/14 0.043s, n=15870, sd=42} Bd6 {+1.48/12 0.027s, n=11810, sd=53}
422. Kh1 {-1.67/14 0.019s, n=10155, sd=50} Be5 {+1.57/11 0.060s, n=38004, sd=47}
423. Kg2 {-1.67/14 0.021s, n=10816, sd=44} Bb8 {+1.57/12 0.025s, n=17896, sd=45}
424. Kh1 {-1.67/15 0.022s, n=14228, sd=40}
Kg5 {+1.05/12 0.271s, n=146026, sd=45}
425. Kg2 {-1.67/13 0.013s, n=11361, sd=42} Bd6 {+1.05/10 0.027s, n=18064, sd=21}
426. Kh1 {-1.67/16 0.018s, n=13121, sd=42} Bb8 {+0.78/9 0.045s, n=21431, sd=17}
427. Kg2 {-1.67/15 0.031s, n=11399, sd=40} Kf5 {+0.66/9 0.087s, n=39218, sd=53}
428. Kh1 {-1.67/16 0.024s, n=10528, sd=38} Be5 {+1.55/10 0.026s, n=11324, sd=49}
429. Kg2 {-1.67/15 0.033s, n=18550, sd=36} Kf6 {+0.66/9 0.047s, n=24391, sd=23}
430. Kh1 {-1.67/15 0.025s, n=10796, sd=34} Bc7 {+0.66/11 0.030s, n=18559, sd=27}
431. Kg2 {-1.67/14 0.018s, n=12512, sd=32} Kg5 {+0.66/11 0.025s, n=15189, sd=49}
432. Kh1 {-1.67/15 0.052s, n=26745, sd=32} Be5 {+0.62/11 0.093s, n=59988, sd=37}
433. Kg2 {-1.67/13 0.022s, n=14885, sd=28} Kf5 {+0.82/12 0.085s, n=51885, sd=30}
434. Kh1 {-1.16/13 0.085s, n=41843, sd=26} Kg6 {+1.36/13 0.037s, n=18215, sd=25}
435. Kg2 {-1.16/10 0.043s, n=17714, sd=24} Bd6 {+0.90/12 0.060s, n=23965, sd=23}
436. Kh1 {-1.16/12 0.020s, n=11919, sd=22} Kf5 {+0.84/10 0.033s, n=13394, sd=21}
437. Kg2 {-1.18/11 0.050s, n=31239, sd=20} Ke4 {+0.82/10 0.076s, n=36397, sd=85}
438. Kh1 {-1.16/12 0.056s, n=32123, sd=20} Ke3 {+1.32/11 0.019s, n=10472, sd=17}
439. Kg2 {-1.14/11 0.037s, n=23544, sd=18} Be5 {+0.91/10 0.055s, n=36145, sd=15}
440. Kh1 {-1.14/11 0.031s, n=12317, sd=14} Bd6 {+0.81/11 0.057s, n=28554, sd=55}
441. Kg2 {-1.06/10 0.026s, n=10126, sd=12} Ke4 {+0.81/11 0.035s, n=15265, sd=45}
442. Kh1 {-1.36/11 0.052s, n=16870, sd=16} Kf5 {+0.81/12 0.024s, n=14349, sd=55}
443. Kg2 {-0.99/10 0.034s, n=14361, sd=14} Be5 {+0.81/13 0.035s, n=18414, sd=57}
444. Kh1 {-0.31/11 0.046s, n=27938, sd=20} Bg3 {+0.81/11 0.024s, n=16051, sd=55}
445. Kg2 {-0.55/11 0.063s, n=38679, sd=30}
h1=Q+ {+0.81/14 0.046s, n=16587, sd=43}
446. Kxh1 {-0.55/11 0.033s, n=15586, sd=34} h3 {+0.81/11 0.023s, n=10761, sd=49}
447. Kg1 {-0.55/11 0.033s, n=15330, sd=34} Be5 {+0.81/12 0.015s, n=11274, sd=43}
448. Kh1 {-0.55/13 0.035s, n=24771, sd=32} Kf6 {+0.81/11 0.023s, n=11982, sd=41}
449. Kg1 {-0.55/12 0.045s, n=19084, sd=24} Bb8 {+0.81/13 0.029s, n=12838, sd=41}
450. Kh1 {-0.55/12 0.023s, n=10102, sd=42} Bc7 {+0.81/12 0.034s, n=12752, sd=53}
451. Kg1 {-0.55/12 0.024s, n=12223, sd=44} Kg6 {+0.81/11 0.030s, n=14706, sd=47}
452. Kh1 {-0.55/13 0.047s, n=20245, sd=46} Kf5 {+0.81/14 0.026s, n=13671, sd=53}
453. Kg1 {-0.55/15 0.018s, n=13533, sd=49} Be5 {+0.81/11 0.025s, n=10330, sd=69}
454. Kh1 {-0.55/13 0.035s, n=13766, sd=58} Bd6 {+0.80/14 0.098s, n=49388, sd=47}
455. Kg1 {-0.55/13 0.016s, n=11408, sd=49} Kf6 {+0.72/9 0.070s, n=31437, sd=39}
456. Kh1 {-0.55/14 0.021s, n=10615, sd=44} Bb8 {+0.60/10 0.074s, n=31504, sd=24}
457. Kg1 {-0.55/13 0.015s, n=11378, sd=42} Bf4 {+0.60/10 0.043s, n=19098, sd=24}
458. Kh1 {-0.55/14 0.030s, n=13519, sd=54} Be5 {+0.60/11 0.035s, n=20746, sd=49}
459. Kg1 {-0.55/14 0.017s, n=10096, sd=42} Bd6 {+0.60/12 0.032s, n=12229, sd=65}
460. Kh1 {-0.55/16 0.034s, n=17018, sd=38} Ke6 {+0.60/12 0.036s, n=16899, sd=69}
461. Kg1 {-0.55/15 0.035s, n=13379, sd=48} Bb8 {+0.60/11 0.033s, n=12961, sd=61}
462. Kh1 {-0.55/14 0.024s, n=10182, sd=56} Bf4 {+0.60/12 0.042s, n=16276, sd=37}
463. Kg1 {-0.55/13 0.026s, n=10278, sd=58} Bd6 {+0.60/11 0.031s, n=13194, sd=41}
464. Kh1 {-0.66/15 0.072s, n=27749, sd=66} Bb8 {+0.60/12 0.035s, n=14231, sd=55}
465. Kg1 {-0.66/14 0.029s, n=11327, sd=54} Bf4 {+0.60/12 0.076s, n=24920, sd=61}
466. Kh1 {-0.66/13 0.029s, n=11921, sd=38} Kd5 {+0.60/11 0.029s, n=11522, sd=61}
467. Kg1 {-0.66/15 0.038s, n=13135, sd=42} Kd4 {+0.60/12 0.030s, n=12670, sd=59}
468. Kh1 {-0.66/15 0.040s, n=15055, sd=52} Kd5 {+0.60/11 0.058s, n=15221, sd=57}
469. Kg1 {-0.66/15 0.023s, n=10137, sd=44} Bg3 {+0.60/13 0.037s, n=13087, sd=55}
470. Kh1 {-0.66/11 0.023s, n=12246, sd=54} Kc6 {+0.60/12 0.016s, n=10840, sd=53}
471. Kg1 {-0.66/14 0.028s, n=11026, sd=24} Kd7 {+0.60/11 0.030s, n=12448, sd=29}
472. Kh1 {-0.66/14 0.026s, n=15843, sd=38} Bb8 {+0.60/13 0.021s, n=14331, sd=33}
473. Kg1 {-0.66/13 0.021s, n=10202, sd=34} Ke7 {+0.60/13 0.036s, n=14355, sd=47}
474. Kh1 {-0.66/15 0.021s, n=13729, sd=46} Bd6 {+0.60/14 0.019s, n=13643, sd=45}
475. Kg1 {-0.66/13 0.029s, n=13474, sd=44} Bf4 {+0.60/14 0.030s, n=12761, sd=41}
476. Kh1 {-0.66/15 0.025s, n=12577, sd=42} Kd7 {+0.60/14 0.015s, n=10849, sd=41}
477. Kg1 {-0.66/14 0.027s, n=10154, sd=40} Bb8 {+0.60/13 0.036s, n=14763, sd=39}
478. Kf2 {-0.66/13 0.030s, n=12356, sd=32} Ke6 {+0.60/13 0.068s, n=24688, sd=37}
479. Kg1 {-0.66/17 0.048s, n=20739, sd=36} Kf6 {+0.60/13 0.037s, n=10838, sd=35}
480. Kh1 {-0.66/16 0.028s, n=10399, sd=34} Bc7 {+0.60/13 0.034s, n=11838, sd=33}
481. Kg1 {-0.66/15 0.033s, n=11448, sd=32} Bf4 {+0.60/12 0.024s, n=11738, sd=31}
482. Kh1 {-0.66/17 0.029s, n=13868, sd=30} Ke7 {+0.69/15 0.065s, n=28649, sd=29}
483. Kg1 {-0.66/14 0.028s, n=13795, sd=28} Bc7 {+0.69/13 0.041s, n=18290, sd=27}
484. Kh1 {-0.66/15 0.039s, n=17652, sd=26} Ke6 {+0.69/14 0.070s, n=25833, sd=25}
485. Kg1 {-0.66/14 0.024s, n=11651, sd=24} Ke7 {+0.69/13 0.028s, n=12114, sd=21}
486. Kh1 {-0.66/15 0.050s, n=21758, sd=22} Bb8 {+0.16/11 1.495s, n=89410, sd=21}
487. Kg1 {-0.66/14 0.035s, n=13254, sd=20} Bd6 {+0.16/12 0.042s, n=11830, sd=19}
488. Kh1 {-0.66/13 0.026s, n=15586, sd=18} Bf4 {+0.16/12 0.034s, n=11139, sd=17}
489. Kg1 {-0.66/12 0.033s, n=12014, sd=16} Bb8 {+0.24/12 0.048s, n=16525, sd=26}
490. Kh1 {-0.75/13 0.047s, n=19623, sd=14} Bc7 {+0.17/10 0.030s, n=11709, sd=22}
491. Kg1 {-0.52/11 0.021s, n=12045, sd=12} Be5 {+0.25/10 0.037s, n=12335, sd=15}
492. Kf2 {-0.36/10 0.046s, n=11017, sd=10} Kf8 {+0.09/9 0.066s, n=19936, sd=12}
493. Kg1 {-0.12/11 0.036s, n=14031, sd=16} Kf7 {+0.09/11 0.053s, n=11043, sd=19}
494. Kh1 {-0.20/12 0.029s, n=16629, sd=16} h2 {+0.09/11 0.071s, n=21934, sd=22}
495. Kg2 {-0.20/11 0.075s, n=13153, sd=18} Ke6 {+0.88/12 0.341s, n=14171, sd=31}
496. Kh1 {-0.20/13 0.806s, n=21973, sd=24} Kd6 {+0.23/12 0.299s, n=10525, sd=23}
497. Kg2 {-0.20/12 0.470s, n=23694, sd=30} Kd7 {+0.34/11 0.146s, n=20497, sd=26}
498. Kh1 {-0.25/15 0.632s, n=22715, sd=94} Kd6 {+0.34/11 0.116s, n=10986, sd=32}
499. Kg2 {0.00/199 0.011s, n=578, sd=48} Kc5 {+0.34/11 0.368s, n=11745, sd=23}
500. Kh1 {-0.25/13 0.296s, n=15554, sd=51} Bc7 {+0.34/13 0.700s, n=22589, sd=29}
501. Kg2 {-0.25/13 0.536s, n=16104, sd=46} Bd6 {+0.34/11 0.670s, n=22173, sd=48}
502. Kh1 {-0.25/14 0.781s, n=17774, sd=56} Kd4 {+0.35/13 0.927s, n=27976, sd=51}
503. Kg2 {-0.88/14 0.096s, n=12099, sd=46} Bf4 {+0.35/13 0.403s, n=14795, sd=49}
504. Kh1 {-0.36/12 0.192s, n=16946, sd=46} Bg3 {+0.39/11 1.010s, n=11500, sd=31}
505. Kg2 {-0.37/14 0.300s, n=20325, sd=44} Ke5 {+0.39/13 0.933s, n=13731, sd=37}
506. Kh1 {-0.37/15 1.093s, n=16739, sd=43} Bf4 {+0.39/13 0.750s, n=14270, sd=33}
507. Kg2 {-0.37/13 1.039s, n=16942, sd=44} Ke6 {+0.39/12 0.154s, n=11094, sd=48}
508. Kh1 {-0.37/14 0.612s, n=11380, sd=40} Kd5 {+0.39/12 0.937s, n=12087, sd=66}
509. Kg2 {-0.37/15 0.052s, n=13059, sd=44} Bc7 {+0.39/12 1.331s, n=14447, sd=49}
510. Kh1 {-0.43/14 0.716s, n=10173, sd=44} Bd6 {+0.39/13 0.222s, n=10171, sd=34}
511. Kg2 {-0.43/16 1.340s, n=15481, sd=68} Be5 {+0.39/13 0.419s, n=20563, sd=55}
512. Kh1 {-0.43/16 0.244s, n=11072, sd=46} Kc5 {+0.39/14 0.172s, n=11901, sd=39}
513. Kg2 {-0.43/14 0.744s, n=11332, sd=64} Bf4 {+0.39/12 0.184s, n=11808, sd=53}
514. Kh1 {-0.43/14 0.246s, n=12047, sd=55} Kc6 {+0.11/12 6.003s, n=86323, sd=52}
515. Kg2 {-0.43/15 1.255s, n=15563, sd=48} Bd6 {+0.11/12 1.465s, n=20031, sd=48}
516. Kh1 {-0.43/14 0.267s, n=10857, sd=58}
Kb7 {+0.15/13 1.981s, n=27765, sd=55, White disconnects} 0-1