[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.08"]
[Round "11739"]
[White "PZChessBot-dev"]
[Black "PZChessBot-base"]
[Result "1-0"]
[SetUp "1"]
[FEN "brkbnnqr/1p3ppp/2ppp3/p7/1P1P4/2P4P/P3PPP1/RKNQBBNR w HAhb - 0 5"]
[Variant "Chess960"]
[GameDuration "00:00:20"]
[GameStartTime "2026-05-08T15:24:37 -0400"]
[GameEndTime "2026-05-08T15:24:57 -0400"]
[PlyCount "903"]
[Termination "abandoned"]
[TimeControl "-"]

5. e4 {+0.77/8 0.037s, n=20731, sd=9} Nd7 {-1.36/8 0.016s, n=11925, sd=9}
6. Nf3 {+0.91/9 0.052s, n=29009, sd=15} b5 {-0.94/9 0.049s, n=31936, sd=12}
7. a4 {+1.23/9 0.017s, n=10683, sd=18} Nb6 {-0.71/10 0.050s, n=29153, sd=14}
8. axb5 {+1.89/11 0.028s, n=14145, sd=13} cxb5 {-1.81/10 0.041s, n=25195, sd=15}
9. Nd2 {+1.96/10 0.036s, n=22706, sd=13} axb4 {-1.26/10 0.014s, n=10140, sd=13}
10. cxb4 {+1.98/10 0.019s, n=13026, sd=14} Nc7 {-1.42/9 0.029s, n=13717, sd=14}
11. f3 {+1.37/9 0.047s, n=26033, sd=12} Qe8 {-1.23/9 0.016s, n=10107, sd=12}
12. Ncb3 {+1.00/9 0.049s, n=30562, sd=11} Qd7 {-0.91/10 0.023s, n=15089, sd=11}
13. Ra7 {+0.34/10 0.050s, n=29519, sd=17} Bf6 {-0.09/9 0.022s, n=10336, sd=13}
14. e5 {-0.52/9 0.032s, n=19272, sd=13} dxe5 {+0.64/9 0.028s, n=15942, sd=12}
15. Qc1 {-1.01/9 0.034s, n=14966, sd=12} Na4 {+0.90/9 0.052s, n=21448, sd=10}
16. Bxb5 {-0.44/9 0.033s, n=16295, sd=15} Rxb5 {+1.83/11 0.017s, n=10976, sd=15}
17. Rxa8+ {-1.94/12 0.046s, n=26135, sd=21}
Rb8 {+1.51/11 0.055s, n=27845, sd=18}
18. Rxb8+ {-2.09/11 0.094s, n=54922, sd=19}
Kxb8 {+1.91/12 0.113s, n=63232, sd=21}
19. dxe5 {-1.47/11 0.022s, n=14056, sd=17}
Bxe5 {+1.60/11 0.028s, n=18183, sd=17} 20. Nc4 {-0.92/10 0.017s, n=10681, sd=15}
Bf6 {+2.23/10 0.017s, n=12180, sd=15} 21. Qc2 {-0.97/11 0.107s, n=55836, sd=19}
Rc8 {+1.01/10 0.038s, n=25449, sd=20} 22. Bd2 {+1.55/10 0.021s, n=10514, sd=14}
Nd5 {+0.81/11 0.033s, n=23444, sd=22} 23. O-O {-1.25/10 0.023s, n=13481, sd=19}
Qc7 {+0.94/12 0.025s, n=13084, sd=19} 24. Rc1 {-0.29/11 0.015s, n=10293, sd=16}
Nac3 {+1.58/10 0.036s, n=24405, sd=17} 25. Bxc3 {-1.25/9 0.048s, n=26213, sd=22}
Bxc3 {+2.73/11 0.031s, n=20627, sd=16} 26. Nb2 {-1.99/11 0.147s, n=75669, sd=20}
Qa7+ {+4.36/10 0.016s, n=10558, sd=12} 27. Kh1 {-2.92/12 0.074s, n=52759, sd=26}
Qa2 {+2.63/9 0.012s, n=10408, sd=16} 28. Nd3 {-2.57/9 0.014s, n=12236, sd=24}
Qxc2 {+2.53/11 0.077s, n=44204, sd=21}
29. Rxc2 {-2.63/10 0.020s, n=13678, sd=22}
Nxb4 {+2.62/10 0.014s, n=11174, sd=20}
30. Nxb4 {-2.83/10 0.013s, n=11580, sd=24}
Bxb4 {+2.89/12 0.032s, n=26991, sd=19}
31. Rxc8+ {-2.62/12 0.015s, n=15208, sd=20}
Kxc8 {+3.10/11 0.021s, n=18994, sd=16} 32. Kg1 {-2.52/11 0.014s, n=14582, sd=20}
Kd7 {+2.88/10 0.020s, n=20261, sd=18} 33. Kf2 {-2.72/12 0.031s, n=30397, sd=18}
Kd6 {+2.86/10 0.015s, n=13934, sd=17} 34. Nc1 {-2.70/11 0.012s, n=12245, sd=18}
Kd5 {+2.92/11 0.022s, n=20933, sd=15} 35. Nd3 {-2.59/10 0.013s, n=12672, sd=18}
Bd6 {+2.92/10 0.014s, n=14251, sd=14} 36. Ke3 {-2.48/11 0.023s, n=21975, sd=24}
Bc5+ {+3.10/10 0.014s, n=13653, sd=15} 37. Ke2 {-2.60/10 0.010s, n=10140, sd=18}
Be7 {+3.02/10 0.017s, n=16602, sd=15} 38. g3 {-2.60/9 0.011s, n=10093, sd=14}
Bd6 {+2.77/9 0.012s, n=11549, sd=16} 39. g4 {-2.95/11 0.019s, n=15449, sd=18}
Kd4 {+3.02/11 0.018s, n=14393, sd=21} 40. Nf2 {-2.58/11 0.012s, n=13331, sd=18}
Bg3 {+3.00/11 0.022s, n=16294, sd=25} 41. Ne4 {-2.58/12 0.018s, n=14848, sd=28}
Bf4 {+2.90/12 0.013s, n=14874, sd=20} 42. Nf2 {-2.58/12 0.012s, n=10369, sd=27}
Bh6 {+2.90/14 0.020s, n=15087, sd=21} 43. Nd3 {-2.58/13 0.012s, n=11849, sd=24}
Bg5 {+2.90/14 0.011s, n=11937, sd=25} 44. Nb4 {-2.72/14 0.024s, n=18629, sd=34}
Bf6 {+2.90/14 0.011s, n=11732, sd=23} 45. Nd3 {-2.58/13 0.009s, n=11510, sd=23}
Be7 {+2.90/14 0.017s, n=12594, sd=26} 46. Nf4 {-2.58/12 0.010s, n=10139, sd=22}
Bg5 {+2.90/13 0.013s, n=14297, sd=35} 47. Nd3 {-2.58/15 0.014s, n=13343, sd=26}
Be7 {+2.90/14 0.015s, n=12591, sd=29} 48. Nf4 {-2.55/13 0.008s, n=10365, sd=21}
Bd6 {+2.90/12 0.011s, n=11968, sd=27} 49. Nd3 {-2.55/14 0.020s, n=16911, sd=26}
Bg3 {+2.90/13 0.011s, n=10710, sd=21} 50. Nb4 {-2.55/13 0.012s, n=12837, sd=35}
Bd6 {+2.90/11 0.010s, n=10937, sd=29} 51. Nd3 {-2.55/15 0.012s, n=13205, sd=33}
Bc5 {+2.86/12 0.025s, n=17944, sd=24} 52. Nf2 {-2.55/10 0.013s, n=12219, sd=22}
Bb4 {+2.59/11 0.025s, n=24128, sd=19} 53. Nd3 {-2.55/13 0.010s, n=10490, sd=24}
Ba5 {+2.86/12 0.010s, n=10130, sd=25} 54. Nf4 {-2.55/14 0.010s, n=10595, sd=26}
Bd8 {+2.86/13 0.012s, n=12249, sd=23} 55. Nd3 {-2.55/15 0.012s, n=11629, sd=26}
Bb6 {+2.86/13 0.011s, n=11312, sd=22} 56. Ne1 {-2.55/13 0.010s, n=10686, sd=21}
Bc7 {+2.85/11 0.012s, n=13465, sd=19} 57. Nd3 {-2.50/13 0.011s, n=12626, sd=30}
Ba5 {+2.85/14 0.008s, n=10079, sd=31} 58. Nf4 {-2.50/15 0.015s, n=16530, sd=24}
Bd8 {+2.79/11 0.009s, n=11192, sd=29} 59. Nd3 {-2.50/16 0.015s, n=16763, sd=22}
Bb6 {+2.71/13 0.012s, n=15218, sd=25} 60. Nb2 {-2.50/14 0.012s, n=14277, sd=21}
Ba5 {+2.70/11 0.010s, n=11273, sd=23} 61. Nd3 {-2.50/18 0.017s, n=19007, sd=35}
Bc7 {+2.68/12 0.011s, n=11553, sd=22} 62. Nb4 {-2.50/18 0.018s, n=19954, sd=20}
Kc4 {+2.75/13 0.012s, n=13014, sd=26} 63. Nd3 {-2.50/16 0.009s, n=10142, sd=25}
Kd5 {+2.63/14 0.022s, n=23311, sd=30} 64. Nb4+ {-2.50/18 0.012s, n=13285, sd=21}
Kc4 {+2.67/12 0.010s, n=11715, sd=29} 65. Nd3 {-2.48/18 0.013s, n=15426, sd=30}
Kd5 {+2.60/13 0.010s, n=11819, sd=41} 66. Nb4+ {-2.46/14 0.011s, n=12863, sd=24}
Kd4 {+2.69/13 0.012s, n=13189, sd=39} 67. Nd3 {-2.46/14 0.012s, n=12982, sd=25}
Bd6 {+2.65/11 0.010s, n=11753, sd=23} 68. Ne1 {-2.46/14 0.015s, n=16763, sd=26}
Kd5 {+2.58/11 0.014s, n=14962, sd=34} 69. Nd3 {-2.46/14 0.010s, n=10563, sd=26}
Be7 {+2.58/11 0.011s, n=11941, sd=28} 70. Nf4+ {-2.46/15 0.010s, n=10493, sd=21}
Kd4 {+2.58/12 0.011s, n=11866, sd=38} 71. Nd3 {-2.46/14 0.016s, n=16013, sd=29}
Bg5 {+2.50/11 0.010s, n=11765, sd=21} 72. Nb4 {-2.32/14 0.014s, n=14931, sd=21}
Bf6 {+2.50/14 0.012s, n=13553, sd=20} 73. Nd3 {-2.37/13 0.009s, n=11217, sd=29}
Be5 {+2.50/15 0.014s, n=10200, sd=17} 74. Nf2 {-2.40/13 0.014s, n=10333, sd=24}
Kd5 {+2.50/14 0.020s, n=14197, sd=22} 75. Nd3 {-2.36/14 0.015s, n=10564, sd=28}
Kd4 {+2.50/14 0.016s, n=12531, sd=23} 76. Nf2 {-2.32/14 0.022s, n=15041, sd=26}
Bb8 {+2.49/14 0.013s, n=15641, sd=25} 77. Nd3 {-2.35/12 0.010s, n=10620, sd=25}
Ba7 {+2.46/13 0.014s, n=14299, sd=27} 78. Nf4 {-2.32/13 0.013s, n=12502, sd=21}
Ke5 {+2.68/11 0.012s, n=10203, sd=19} 79. Nd3+ {-2.35/15 0.013s, n=13082, sd=21}
Kd6 {+2.45/10 0.018s, n=16474, sd=17} 80. Nf4 {-2.34/14 0.017s, n=16314, sd=19}
Ke5 {+2.50/13 0.013s, n=12989, sd=22} 81. Nd3+ {-2.17/15 0.022s, n=23754, sd=26}
Kd4 {+2.50/14 0.012s, n=12427, sd=28} 82. Nf4 {-2.24/13 0.041s, n=41917, sd=25}
Bb8 {+2.49/13 0.018s, n=17358, sd=33} 83. Nd3 {-2.15/13 0.012s, n=12222, sd=23}
f6 {+2.39/11 0.009s, n=10114, sd=31} 84. Nf2 {-2.06/12 0.010s, n=10116, sd=21}
Bd6 {+2.40/13 0.013s, n=13590, sd=29} 85. Ne4 {-2.06/12 0.012s, n=12208, sd=23}
Bh2 {+2.40/11 0.010s, n=10543, sd=21} 86. Kf2 {-2.06/12 0.014s, n=13340, sd=22}
Bf4 {+2.39/10 0.011s, n=10900, sd=22} 87. Ke2 {-2.06/14 0.010s, n=10495, sd=24}
Be5 {+2.40/13 0.010s, n=10592, sd=23} 88. Nf2 {-2.06/15 0.008s, n=10050, sd=30}
Bb8 {+2.40/14 0.012s, n=13101, sd=27} 89. Ne4 {-2.06/15 0.010s, n=11514, sd=21}
Ke5 {+2.40/12 0.012s, n=11537, sd=27} 90. Nc5 {-2.07/15 0.027s, n=25984, sd=32}
Kd5 {+2.40/14 0.009s, n=10411, sd=25} 91. Nd3 {-2.08/15 0.009s, n=10301, sd=37}
Bg3 {+2.40/13 0.012s, n=12965, sd=25} 92. Ke3 {-2.01/12 0.016s, n=15410, sd=23}
Bd6 {+2.40/15 0.011s, n=12265, sd=25} 93. Nc1 {-1.87/12 0.016s, n=15986, sd=28}
Bc5+ {+2.40/12 0.011s, n=10444, sd=24} 94. Ke2 {-1.93/11 0.016s, n=15475, sd=24}
Bd6 {+2.37/13 0.012s, n=13207, sd=22} 95. Ke3 {-1.81/12 0.011s, n=11267, sd=20}
Bc5+ {+2.31/11 0.009s, n=10038, sd=19} 96. Ke2 {-1.65/11 0.010s, n=10222, sd=18}
Ba3 {+1.82/9 0.010s, n=11440, sd=15} 97. Nd3 {-1.61/11 0.013s, n=12937, sd=17}
Bd6 {+1.65/10 0.014s, n=14037, sd=17} 98. Ke3 {-1.47/11 0.017s, n=16700, sd=22}
g6 {+1.74/10 0.013s, n=12245, sd=15} 99. Ne1 {-1.42/10 0.014s, n=12785, sd=17}
Bc5+ {+1.74/11 0.012s, n=10802, sd=19}
100. Ke2 {-1.53/11 0.015s, n=13891, sd=21} Bf8 {+1.74/12 0.012s, n=10659, sd=17}
101. Nd3 {-1.54/12 0.013s, n=12415, sd=26} Bh6 {+1.74/13 0.011s, n=10603, sd=19}
102. Nb4+ {-1.54/13 0.016s, n=10608, sd=20}
Kc5 {+1.74/15 0.017s, n=14762, sd=23}
103. Na6+ {-1.54/12 0.015s, n=13228, sd=22}
Kd6 {+1.74/13 0.017s, n=10789, sd=32} 104. Nb4 {-1.53/14 0.017s, n=12605, sd=24}
Kc5 {+1.74/16 0.010s, n=10288, sd=22}
105. Na6+ {-1.53/14 0.012s, n=11593, sd=22}
Kd4 {+1.74/12 0.018s, n=13336, sd=33} 106. Nb4 {-1.50/13 0.018s, n=11779, sd=28}
Bf4 {+1.73/14 0.016s, n=10668, sd=24} 107. Nd3 {-1.48/13 0.013s, n=11853, sd=29}
Be3 {+1.74/14 0.015s, n=10284, sd=31} 108. Nb4 {-1.48/16 0.020s, n=13665, sd=34}
Bf4 {+1.70/13 0.017s, n=11939, sd=27} 109. Nd3 {-1.48/15 0.014s, n=10167, sd=30}
Be3 {+1.68/13 0.016s, n=10073, sd=23} 110. Nb4 {-1.48/15 0.015s, n=10054, sd=30}
Bg1 {+1.67/14 0.054s, n=25583, sd=27} 111. Nd3 {-1.48/14 0.026s, n=16610, sd=26}
Bh2 {+1.67/14 0.015s, n=13950, sd=27} 112. Nb4 {-1.48/15 0.010s, n=10772, sd=24}
Bd6 {+1.67/12 0.017s, n=10196, sd=23} 113. Nd3 {-1.48/16 0.020s, n=17392, sd=24}
Bc7 {+1.67/14 0.016s, n=14938, sd=27} 114. Nb4 {-1.48/16 0.021s, n=15446, sd=29}
Bh2 {+1.67/14 0.017s, n=10522, sd=27} 115. Nd3 {-1.48/16 0.020s, n=12181, sd=26}
Bc7 {+1.67/15 0.026s, n=18073, sd=28} 116. Nb4 {-1.48/17 0.012s, n=10339, sd=18}
Bh2 {+1.67/16 0.019s, n=14618, sd=24} 117. Nd3 {-1.48/17 0.018s, n=12289, sd=25}
Kd5 {+1.62/14 0.036s, n=19525, sd=22}
118. Nb4+ {-1.48/16 0.013s, n=10943, sd=38}
Kc4 {+1.62/14 0.015s, n=12416, sd=26} 119. Nd3 {-1.48/18 0.021s, n=14625, sd=34}
Kd4 {+1.63/14 0.021s, n=12967, sd=21} 120. Nb4 {-1.48/16 0.019s, n=12746, sd=22}
Bd6 {+1.62/13 0.010s, n=10271, sd=25} 121. Nd3 {-1.48/16 0.024s, n=14648, sd=30}
Kd5 {+1.62/12 0.014s, n=10154, sd=21} 122. Nf2 {-1.48/13 0.019s, n=17971, sd=28}
Ke5 {+1.62/12 0.015s, n=10136, sd=31}
123. Nd3+ {-1.48/14 0.016s, n=13412, sd=38}
Kd5 {+1.62/15 0.014s, n=11681, sd=21} 124. Ke3 {-1.45/14 0.019s, n=15883, sd=22}
Bh2 {+1.62/14 0.018s, n=12281, sd=20}
125. Nb4+ {-1.47/14 0.016s, n=13909, sd=27}
Kc5 {+1.62/15 0.015s, n=13378, sd=21}
126. Nd3+ {-1.48/13 0.012s, n=10886, sd=25}
Kc4 {+1.62/16 0.018s, n=11636, sd=32} 127. Ke2 {-1.46/13 0.022s, n=11451, sd=18}
Kd5 {+1.62/14 0.016s, n=10567, sd=35} 128. Ke3 {-1.48/14 0.017s, n=10072, sd=20}
Bd6 {+1.63/13 0.029s, n=11469, sd=21} 129. Kd2 {-1.47/13 0.017s, n=10712, sd=26}
Bc5 {+1.67/13 0.029s, n=17133, sd=19} 130. Ke2 {-1.49/11 0.031s, n=18007, sd=22}
Bb6 {+1.63/12 0.026s, n=21389, sd=22}
131. Nb4+ {-1.49/12 0.019s, n=11132, sd=17}
Kd4 {+1.63/13 0.015s, n=13287, sd=23} 132. Nd3 {-1.49/15 0.017s, n=15263, sd=16}
Kd5 {+1.63/13 0.015s, n=13679, sd=23}
133. Nb4+ {-1.47/15 0.029s, n=19684, sd=28}
Kd6 {+1.63/14 0.013s, n=11290, sd=15} 134. Nd3 {-1.47/15 0.013s, n=11699, sd=30}
Ba5 {+1.62/13 0.028s, n=23367, sd=24} 135. Ke3 {-1.47/9 0.022s, n=12724, sd=23}
Bc7 {+1.62/13 0.024s, n=13238, sd=27} 136. Ke2 {-1.47/11 0.036s, n=16506, sd=17}
Bb6 {+1.62/13 0.033s, n=18565, sd=28} 137. Nb2 {-1.47/12 0.028s, n=15830, sd=22}
Kd5 {+1.62/13 0.022s, n=12778, sd=23} 138. Nd3 {-1.95/14 0.058s, n=43613, sd=20}
f5 {+1.65/13 0.013s, n=11844, sd=23} 139. Nb4+ {-1.76/10 0.016s, n=14466, sd=17}
Kd6 {+1.63/11 0.019s, n=12185, sd=20} 140. Nd3 {-1.62/11 0.018s, n=12722, sd=18}
Ba7 {+1.62/10 0.012s, n=10984, sd=16} 141. Kf1 {-1.61/10 0.013s, n=10700, sd=14}
Bc5 {+1.62/10 0.019s, n=12013, sd=19} 142. Nf4 {-1.61/10 0.020s, n=12126, sd=17}
Bb6 {+1.62/10 0.012s, n=10646, sd=20} 143. Ke2 {-1.61/11 0.016s, n=12457, sd=20}
Ke5 {+1.62/11 0.020s, n=12177, sd=17}
144. Nd3+ {-1.64/11 0.013s, n=10603, sd=24}
Kd5 {+1.62/13 0.016s, n=10103, sd=20}
145. Nb4+ {-1.61/12 0.028s, n=17075, sd=22}
Kd6 {+1.62/14 0.026s, n=17271, sd=28} 146. Nd3 {-1.55/13 0.025s, n=16349, sd=20}
Bc7 {+1.62/13 0.018s, n=15513, sd=25} 147. Ke3 {-1.55/10 0.019s, n=11782, sd=16}
Bd8 {+1.62/12 0.032s, n=19384, sd=21} 148. Ke2 {-1.55/10 0.035s, n=21603, sd=19}
Ba5 {+1.62/12 0.015s, n=12622, sd=21} 149. Nf4 {-1.55/14 0.024s, n=18775, sd=17}
Bd8 {+1.62/13 0.017s, n=11816, sd=23} 150. Nd3 {-1.55/13 0.020s, n=11705, sd=22}
Ba5 {+1.62/14 0.023s, n=18726, sd=21} 151. Nf4 {-1.55/11 0.012s, n=10296, sd=21}
Bc7 {+1.62/12 0.013s, n=10331, sd=23}
152. gxf5 {-1.32/11 0.026s, n=13365, sd=16}
gxf5 {+2.02/9 0.016s, n=14387, sd=16} 153. Nd3 {-1.83/10 0.045s, n=27980, sd=19}
Ba5 {+1.94/9 0.011s, n=10129, sd=16} 154. Nf4 {-1.71/10 0.012s, n=10833, sd=19}
Bd8 {+1.91/11 0.015s, n=13666, sd=29} 155. Nd3 {-1.85/11 0.023s, n=19493, sd=20}
Bb6 {+1.91/10 0.012s, n=10759, sd=19} 156. Nf4 {-1.93/10 0.020s, n=12241, sd=24}
Bd8 {+1.91/13 0.019s, n=11255, sd=20} 157. Nd3 {-1.93/13 0.016s, n=11926, sd=14}
Bg5 {+1.88/12 0.015s, n=12967, sd=19} 158. Ne1 {-1.73/13 0.016s, n=14065, sd=25}
Ke5 {+2.09/12 0.019s, n=11683, sd=25}
159. Nd3+ {-1.73/14 0.015s, n=11022, sd=24}
Kd4 {+1.93/13 0.017s, n=12510, sd=18} 160. Ne1 {-1.73/15 0.020s, n=12049, sd=20}
Ke5 {+1.91/14 0.018s, n=15925, sd=23}
161. Nd3+ {-1.73/16 0.020s, n=12985, sd=21}
Kd4 {+1.89/15 0.030s, n=17497, sd=35} 162. Ne1 {-1.73/16 0.020s, n=11949, sd=28}
Bd8 {+1.88/13 0.023s, n=13051, sd=24} 163. Nd3 {-1.73/13 0.023s, n=13364, sd=16}
Bc7 {+1.88/14 0.016s, n=13417, sd=23} 164. Nb4 {-1.73/15 0.011s, n=10495, sd=20}
Ke5 {+1.88/14 0.014s, n=11823, sd=21}
165. Nd3+ {-1.73/16 0.013s, n=11288, sd=17}
Kd4 {+1.88/16 0.019s, n=15630, sd=24} 166. Nb4 {-1.73/18 0.017s, n=15547, sd=24}
Bh2 {+1.88/16 0.014s, n=12243, sd=31} 167. Nd3 {-1.73/13 0.012s, n=10219, sd=22}
Bg3 {+1.88/17 0.014s, n=12611, sd=20} 168. Kd2 {-1.73/16 0.011s, n=10655, sd=24}
Bc7 {+1.88/17 0.014s, n=12932, sd=25} 169. Ke2 {-1.72/16 0.019s, n=17560, sd=29}
Bb6 {+1.88/17 0.022s, n=19478, sd=23} 170. Nf4 {-1.72/14 0.020s, n=16994, sd=24}
Ke5 {+1.88/15 0.013s, n=11862, sd=45}
171. Nd3+ {-2.01/16 0.057s, n=44293, sd=23}
Kd6 {+1.88/16 0.012s, n=10314, sd=27} 172. Nf4 {-2.00/15 0.016s, n=12999, sd=24}
Ke5 {+1.88/12 0.017s, n=10835, sd=28}
173. Nd3+ {-2.00/11 0.018s, n=10814, sd=27}
Kd5 {+1.88/15 0.018s, n=14296, sd=25}
174. Nf4+ {-2.00/13 0.011s, n=10264, sd=32}
Kd6 {+1.88/14 0.021s, n=12062, sd=20} 175. Nd3 {-2.00/17 0.017s, n=13108, sd=18}
Bd4 {+1.88/15 0.019s, n=11678, sd=25} 176. Kd2 {-1.72/10 0.023s, n=12591, sd=30}
Kd5 {+1.88/16 0.014s, n=12217, sd=41}
177. Nf4+ {-1.72/12 0.017s, n=10019, sd=21}
Ke5 {+1.88/16 0.025s, n=12926, sd=23}
178. Nd3+ {-1.81/14 0.023s, n=12409, sd=29}
Kd6 {+1.88/17 0.013s, n=11317, sd=19} 179. Ke2 {-2.00/13 0.031s, n=24698, sd=26}
Bg1 {+1.88/17 0.024s, n=14685, sd=17} 180. Ne1 {-2.00/12 0.012s, n=10046, sd=25}
Bb6 {+1.88/16 0.017s, n=11889, sd=19} 181. Nd3 {-1.94/14 0.015s, n=12886, sd=27}
Bd4 {+1.88/16 0.014s, n=10945, sd=20} 182. Kd2 {-1.94/14 0.013s, n=10204, sd=24}
Bh8 {+1.88/12 0.017s, n=10686, sd=21} 183. Nb4 {-1.95/11 0.019s, n=10852, sd=21}
Be5 {+1.88/14 0.020s, n=10752, sd=21} 184. Nc2 {-1.94/12 0.021s, n=11491, sd=27}
Bf4+ {+1.88/11 0.012s, n=10818, sd=21}
185. Ke2 {-1.94/15 0.026s, n=14585, sd=25} Ke5 {+1.88/15 0.014s, n=12539, sd=29}
186. Ne1 {-1.94/11 0.014s, n=11145, sd=26} Bg3 {+1.88/16 0.020s, n=13574, sd=28}
187. Nd3+ {-1.95/13 0.021s, n=12459, sd=23}
Kd4 {+1.88/18 0.023s, n=12668, sd=31} 188. Nb4 {-1.94/15 0.019s, n=11699, sd=23}
Bd6 {+1.88/16 0.015s, n=13342, sd=29} 189. Nd3 {-1.94/15 0.012s, n=10870, sd=27}
Bh2 {+1.88/17 0.021s, n=13438, sd=27} 190. Ne1 {-1.94/16 0.024s, n=13874, sd=26}
Bg3 {+1.88/15 0.017s, n=11736, sd=25}
191. Nc2+ {-1.94/11 0.018s, n=10415, sd=24}
Kc3 {+1.88/10 0.024s, n=13211, sd=23} 192. Ne3 {-1.94/14 0.020s, n=11679, sd=22}
Kd4 {+1.88/13 0.019s, n=11481, sd=21}
193. Nc2+ {-1.94/16 0.020s, n=11987, sd=18}
Kc4 {+1.88/14 0.022s, n=12518, sd=19}
194. Ne3+ {-1.93/12 0.019s, n=10723, sd=18}
Kc5 {+1.64/15 0.074s, n=44835, sd=22} 195. Nd1 {-1.86/12 0.023s, n=12128, sd=16}
Kd6 {+1.64/11 0.016s, n=14145, sd=17} 196. Nb2 {-1.86/12 0.031s, n=18863, sd=23}
Kd5 {+1.62/12 0.016s, n=11816, sd=16} 197. Nd3 {-1.76/12 0.030s, n=21483, sd=18}
Be5 {+1.61/11 0.019s, n=11312, sd=16} 198. Ke3 {-1.72/12 0.013s, n=11284, sd=21}
Bc7 {+1.61/11 0.021s, n=10638, sd=20} 199. Ke2 {-1.73/11 0.020s, n=12324, sd=23}
Kd6 {+1.60/13 0.060s, n=30270, sd=31} 200. Nf4 {-1.58/11 0.016s, n=12818, sd=21}
Ke7 {+1.35/9 0.039s, n=19707, sd=23} 201. Ng2 {-1.52/10 0.048s, n=20239, sd=21}
e5 {+1.59/11 0.020s, n=10637, sd=17} 202. Ke1 {-1.53/11 0.027s, n=11939, sd=22}
Ke6 {+1.54/12 0.030s, n=14906, sd=24} 203. Kf1 {-1.52/12 0.022s, n=12225, sd=32}
Ba5 {+1.54/13 0.017s, n=11062, sd=20} 204. Ke2 {-1.51/13 0.022s, n=11942, sd=26}
Bb6 {+1.54/13 0.013s, n=11881, sd=25} 205. Ke1 {-1.51/14 0.018s, n=15664, sd=21}
Bd4 {+1.54/14 0.013s, n=11030, sd=23} 206. Ke2 {-1.51/13 0.014s, n=12341, sd=26}
Bc5 {+1.54/15 0.022s, n=12754, sd=23} 207. Ke1 {-1.51/14 0.024s, n=13125, sd=23}
Bb6 {+1.54/13 0.012s, n=11422, sd=25} 208. Ke2 {-1.51/15 0.018s, n=11173, sd=25}
Bd4 {+1.54/16 0.017s, n=13323, sd=25} 209. Nh4 {-1.51/15 0.021s, n=12423, sd=31}
Bb6 {+1.54/16 0.019s, n=10323, sd=22} 210. Ng2 {-1.51/16 0.023s, n=10310, sd=28}
Bd4 {+1.54/18 0.018s, n=15480, sd=26} 211. Nh4 {-1.51/18 0.032s, n=16235, sd=25}
Kf6 {+1.54/16 0.019s, n=10164, sd=28} 212. Ng2 {-1.51/18 0.035s, n=14483, sd=30}
Bb6 {+1.54/16 0.026s, n=15121, sd=21} 213. Kf1 {-1.51/15 0.038s, n=12149, sd=24}
Bc5 {+1.54/16 0.016s, n=11980, sd=27} 214. Ke1 {-1.51/17 0.023s, n=12657, sd=27}
Ba7 {+1.54/16 0.032s, n=12927, sd=31} 215. Kf1 {-1.51/16 0.020s, n=11712, sd=29}
Ke6 {+1.54/17 0.013s, n=10982, sd=25} 216. Ke2 {-1.51/17 0.034s, n=12791, sd=33}
Ke7 {+1.54/18 0.023s, n=12641, sd=27} 217. Ke1 {-1.51/17 0.022s, n=11774, sd=29}
Ke6 {+1.54/17 0.023s, n=11798, sd=34} 218. Kd1 {-1.51/17 0.016s, n=10627, sd=24}
Ke7 {+1.54/17 0.016s, n=12130, sd=27} 219. Ke1 {-1.51/19 0.020s, n=15354, sd=28}
Ke6 {+1.54/18 0.027s, n=13900, sd=26} 220. Kd1 {-1.51/17 0.024s, n=13319, sd=25}
Kf6 {+1.54/16 0.019s, n=10394, sd=23} 221. Ke1 {-1.51/17 0.022s, n=12177, sd=29}
Bb6 {+1.54/16 0.027s, n=12901, sd=27} 222. Ke2 {-1.51/16 0.021s, n=11474, sd=31}
Ke7 {+1.54/16 0.022s, n=12040, sd=21} 223. Nh4 {-1.51/16 0.021s, n=10220, sd=31}
Kf6 {+1.54/14 0.031s, n=14556, sd=30} 224. Ng2 {-1.51/17 0.025s, n=12584, sd=32}
Bd4 {+1.51/13 0.023s, n=10850, sd=25} 225. Ke1 {-1.51/18 0.021s, n=10643, sd=23}
Ba7 {+1.51/14 0.024s, n=11641, sd=28} 226. Kf1 {-1.51/19 0.024s, n=12033, sd=22}
Bc5 {+1.51/12 0.022s, n=10891, sd=21} 227. Ke2 {-1.50/18 0.061s, n=31584, sd=29}
Kf7 {+1.50/14 0.037s, n=15759, sd=22} 228. Ke1 {-1.50/13 0.015s, n=12233, sd=30}
Ke6 {+1.51/13 0.012s, n=10484, sd=22} 229. Kf1 {-1.50/15 0.017s, n=13274, sd=30}
Kf7 {+1.50/13 0.014s, n=11644, sd=23} 230. Ke1 {-1.50/16 0.018s, n=14153, sd=24}
Ke6 {+1.50/15 0.014s, n=11518, sd=23} 231. Kf1 {-1.50/17 0.015s, n=11675, sd=37}
Ke7 {+1.50/15 0.013s, n=10565, sd=26} 232. Ke1 {-1.50/17 0.015s, n=12266, sd=38}
Ba7 {+1.50/16 0.015s, n=12463, sd=28} 233. Nh4 {-1.50/17 0.014s, n=11113, sd=26}
Kf6 {+1.50/16 0.013s, n=10636, sd=30} 234. Ng2 {-1.50/18 0.013s, n=10690, sd=31}
Bc5 {+1.50/17 0.015s, n=12018, sd=27} 235. Ke2 {-1.48/15 0.024s, n=19564, sd=29}
Bb6 {+1.50/16 0.013s, n=10716, sd=27} 236. Kf1 {-1.48/14 0.015s, n=11816, sd=25}
Kg6 {+1.50/13 0.013s, n=10021, sd=20} 237. Ke1 {-1.48/13 0.014s, n=11767, sd=27}
Bd4 {+1.50/15 0.013s, n=11153, sd=20} 238. Kf1 {-1.47/14 0.019s, n=15868, sd=18}
Bb6 {+1.45/14 0.030s, n=24207, sd=21}
239. Nh4+ {-1.47/14 0.045s, n=35493, sd=26}
Kg5 {+1.47/12 0.018s, n=13922, sd=25} 240. Ng2 {-1.47/16 0.021s, n=17073, sd=24}
Kh5 {+1.48/15 0.015s, n=12171, sd=20} 241. Ke2 {-1.47/15 0.016s, n=12939, sd=22}
Kg6 {+1.45/14 0.015s, n=11959, sd=21}
242. Nh4+ {-1.47/15 0.014s, n=10843, sd=20}
Kg5 {+1.45/12 0.013s, n=10923, sd=19} 243. Ng2 {-1.47/16 0.023s, n=17791, sd=20}
Kh5 {+1.45/15 0.012s, n=10159, sd=17} 244. Kf1 {-1.43/15 0.031s, n=24289, sd=16}
Bc5 {+1.61/13 0.022s, n=16933, sd=15} 245. Ke2 {-1.34/13 0.018s, n=15434, sd=14}
Bg1 {+1.37/12 0.019s, n=15750, sd=13} 246. Ke1 {-1.06/12 0.036s, n=30415, sd=20}
Bb6 {+1.11/10 0.024s, n=19488, sd=15} 247. Ke2 {-1.06/12 0.016s, n=12640, sd=16}
Kg6 {+0.92/10 0.024s, n=17940, sd=16}
248. Nh4+ {-1.06/11 0.016s, n=11936, sd=22}
Kg5 {+0.81/12 0.032s, n=22768, sd=24} 249. Ng2 {-0.99/12 0.020s, n=15473, sd=28}
e4 {+0.81/13 0.014s, n=10703, sd=29} 250. fxe4 {-0.96/14 0.012s, n=10735, sd=24}
fxe4 {+0.81/15 0.012s, n=10110, sd=21}
251. Ke1 {-0.96/15 0.013s, n=11205, sd=21} Kf5 {+0.80/14 0.014s, n=12551, sd=25}
252. Kf1 {-0.96/15 0.021s, n=12271, sd=28} Bd4 {+0.80/15 0.018s, n=15641, sd=35}
253. Ke1 {-0.96/15 0.012s, n=10924, sd=24} Ba7 {+0.80/15 0.013s, n=11923, sd=37}
254. Ke2 {-0.96/17 0.015s, n=13306, sd=21} Kf6 {+0.80/15 0.012s, n=10884, sd=27}
255. Kd1 {-0.96/15 0.014s, n=12322, sd=24} Ke5 {+0.80/15 0.013s, n=12068, sd=28}
256. Kd2 {-0.96/17 0.012s, n=10501, sd=29} Ke6 {+0.80/15 0.017s, n=13563, sd=28}
257. Ne1 {-0.96/15 0.017s, n=14119, sd=34} Kf6 {+0.80/14 0.016s, n=13569, sd=27}
258. Ng2 {-0.96/17 0.013s, n=10946, sd=32} Bb6 {+0.80/15 0.013s, n=11070, sd=20}
259. Ke1 {-0.96/17 0.011s, n=10579, sd=23} Kf5 {+0.80/16 0.014s, n=13115, sd=31}
260. Kf1 {-0.96/19 0.011s, n=10645, sd=28} Bd4 {+0.80/16 0.015s, n=12598, sd=27}
261. Ke1 {-0.96/18 0.012s, n=10938, sd=24} Ba7 {+0.80/16 0.014s, n=10943, sd=27}
262. Ke2 {-0.96/20 0.015s, n=13439, sd=24} Ke6 {+0.80/17 0.015s, n=11717, sd=24}
263. Kd2 {-0.96/17 0.016s, n=12274, sd=26} Kf6 {+0.80/17 0.016s, n=12075, sd=27}
264. Ke1 {-0.96/18 0.012s, n=10002, sd=21} Bb6 {+0.80/17 0.016s, n=13043, sd=28}
265. Kd2 {-0.96/18 0.015s, n=11822, sd=21} Kf5 {+0.80/17 0.014s, n=11126, sd=21}
266. Ke1 {-0.96/19 0.015s, n=12154, sd=22} Bd4 {+0.80/17 0.014s, n=10963, sd=22}
267. Ke2 {-0.96/20 0.013s, n=11697, sd=28} Ke5 {+0.80/17 0.014s, n=10418, sd=28}
268. Kd2 {-0.96/19 0.012s, n=10762, sd=31} Bg1 {+0.80/17 0.013s, n=10118, sd=25}
269. Ke1 {-0.96/18 0.014s, n=11329, sd=28} Ba7 {+0.80/17 0.013s, n=10069, sd=24}
270. Kd2 {-0.96/20 0.016s, n=12260, sd=28} Ke6 {+0.80/19 0.015s, n=12203, sd=31}
271. Kd1 {-0.96/18 0.015s, n=11771, sd=31} Kf6 {+0.80/19 0.012s, n=10530, sd=38}
272. Ke1 {-0.96/21 0.021s, n=11402, sd=27} Bb6 {+0.80/19 0.014s, n=11489, sd=39}
273. Kd2 {-0.96/21 0.015s, n=12272, sd=31} Kf5 {+0.80/17 0.014s, n=11660, sd=39}
274. Ke1 {-0.96/22 0.014s, n=12247, sd=32} Bd4 {+0.80/18 0.012s, n=10341, sd=30}
275. Ke2 {-0.96/22 0.015s, n=12472, sd=28} Ke5 {+0.80/18 0.013s, n=10645, sd=28}
276. Kd2 {-0.96/21 0.012s, n=10003, sd=30} Ke6 {+0.80/19 0.014s, n=11230, sd=35}
277. Ke1 {-0.96/17 0.016s, n=12619, sd=32} Ba7 {+0.80/18 0.015s, n=11195, sd=28}
278. Kd2 {-0.96/19 0.015s, n=12016, sd=30} Bc5 {+0.80/18 0.013s, n=10135, sd=37}
279. Kd1 {-0.96/18 0.015s, n=11525, sd=31} Kf5 {+0.80/18 0.017s, n=12787, sd=26}
280. Ke2 {-0.96/18 0.015s, n=11659, sd=27} Ba7 {+0.80/20 0.014s, n=10615, sd=37}
281. Ke1 {-0.96/18 0.014s, n=10738, sd=32} Bc5 {+0.80/21 0.015s, n=12266, sd=27}
282. Ke2 {-0.96/19 0.015s, n=12021, sd=27} Ba7 {+0.80/18 0.013s, n=11011, sd=33}
283. Ke1 {-0.96/20 0.014s, n=10945, sd=31} Kf6 {+0.80/19 0.014s, n=11588, sd=29}
284. Ke2 {-0.96/19 0.014s, n=11288, sd=28} Bc5 {+0.80/18 0.014s, n=11391, sd=25}
285. Ke1 {-0.96/19 0.014s, n=11411, sd=32} Ke5 {+0.80/17 0.013s, n=10487, sd=29}
286. Kd2 {-0.96/18 0.018s, n=13453, sd=30} Ke6 {+0.80/17 0.016s, n=11011, sd=24}
287. Kd1 {-0.96/19 0.013s, n=10450, sd=28} Kf6 {+0.80/19 0.015s, n=11154, sd=27}
288. Ke2 {-0.96/21 0.015s, n=12458, sd=26} Bd4 {+0.80/19 0.022s, n=10848, sd=25}
289. Ke1 {-0.96/19 0.025s, n=12704, sd=24} Ke6 {+0.80/18 0.028s, n=14622, sd=23}
290. Ke2 {-0.96/20 0.023s, n=12352, sd=22} Bg1 {+0.80/19 0.023s, n=12151, sd=21}
291. Kd2 {-0.96/19 0.019s, n=13600, sd=20} Bd4 {+0.80/18 0.016s, n=12131, sd=19}
292. Ke2 {-0.96/17 0.018s, n=14108, sd=18} Bg1 {+0.77/16 0.070s, n=49342, sd=17}
293. Kd2 {-0.82/15 0.022s, n=17382, sd=16} Ke5 {+0.42/14 0.072s, n=52655, sd=15}
294. Ke1 {-0.77/13 0.021s, n=14974, sd=14} Bc5 {+0.28/11 0.030s, n=20995, sd=13}
295. Kd2 {-0.61/10 0.016s, n=13535, sd=12} Kd4 {+0.16/10 0.019s, n=14011, sd=11}
296. Ne3 {-0.35/10 0.045s, n=20256, sd=13} Ba7 {+0.11/10 0.030s, n=14022, sd=14}
297. Ng4 {-0.33/10 0.021s, n=12347, sd=11} Bb8 {+0.51/9 0.037s, n=16134, sd=11}
298. Ke2 {-0.34/10 0.020s, n=11105, sd=13} Bf4 {+1.42/10 0.039s, n=17516, sd=13}
299. Nf6 {-1.15/9 0.041s, n=22730, sd=13} h6 {+1.42/10 0.021s, n=15258, sd=13}
300. Ng4 {-1.39/10 0.046s, n=28517, sd=15} Bc1 {+1.41/9 0.016s, n=11183, sd=16}
301. Kd1 {-1.44/10 0.032s, n=13857, sd=15} Bg5 {+1.59/11 0.047s, n=23788, sd=18}
302. h4 {-1.46/11 0.015s, n=10320, sd=15} Bf4 {+1.75/12 0.036s, n=16711, sd=20}
303. Ke2 {-1.82/12 0.035s, n=21931, sd=20} Kd5 {+1.69/12 0.023s, n=10605, sd=18}
304. Ke1 {-1.78/10 0.021s, n=12839, sd=19} Ke6 {+2.15/11 0.021s, n=10064, sd=22}
305. Ke2 {-2.01/11 0.023s, n=17045, sd=22} Kf5 {+2.38/12 0.035s, n=15870, sd=20}
306. Nf2 {-2.15/12 0.022s, n=10097, sd=30} Bg3 {+2.57/11 0.035s, n=20522, sd=28}
307. Nxe4 {-2.14/15 0.018s, n=10679, sd=20}
Kxe4 {+2.42/14 0.021s, n=10491, sd=28} 308. h5 {-2.25/16 0.028s, n=15342, sd=32}
Kf4 {+2.42/13 0.016s, n=10818, sd=39} 309. Kd2 {-2.25/12 0.029s, n=10429, sd=28}
Kf3 {+2.47/13 0.040s, n=20082, sd=35} 310. Kd3 {-2.25/13 0.017s, n=10732, sd=24}
Bd6 {+2.48/12 0.012s, n=10192, sd=39} 311. Kd4 {-2.30/11 0.027s, n=16826, sd=35}
Bb4 {+2.47/12 0.020s, n=10080, sd=27} 312. Kc4 {-2.30/13 0.016s, n=12886, sd=21}
Be1 {+2.47/12 0.016s, n=10169, sd=23} 313. Kd3 {-2.37/12 0.021s, n=10364, sd=22}
Bh4 {+2.47/16 0.023s, n=14406, sd=25} 314. Kd2 {-2.37/14 0.020s, n=12315, sd=23}
Bg3 {+2.47/16 0.014s, n=11572, sd=25} 315. Kd3 {-2.45/16 0.019s, n=12145, sd=27}
Bh2 {+2.47/16 0.019s, n=11224, sd=31} 316. Kd2 {-2.45/13 0.019s, n=10010, sd=27}
Bg1 {+2.47/16 0.017s, n=13491, sd=31} 317. Kd1 {-2.52/13 0.020s, n=11560, sd=24}
Be3 {+2.47/15 0.016s, n=13736, sd=22} 318. Ke1 {-2.66/13 0.022s, n=11832, sd=39}
Bg5 {+2.48/14 0.044s, n=16882, sd=38} 319. Kd1 {-2.66/17 0.021s, n=11000, sd=26}
Ke3 {+2.52/14 0.030s, n=17591, sd=29} 320. Kc2 {-2.66/15 0.021s, n=10188, sd=20}
Bf6 {+2.54/15 0.018s, n=13364, sd=21} 321. Kd1 {-2.66/15 0.015s, n=10765, sd=21}
Bc3 {+2.52/15 0.030s, n=11932, sd=37} 322. Kc2 {-2.72/16 0.033s, n=15850, sd=33}
Bf6 {+2.52/15 0.021s, n=10583, sd=26} 323. Kd1 {-2.76/16 0.026s, n=13899, sd=31}
Kd3 {+2.52/18 0.027s, n=13108, sd=26} 324. Ke1 {-2.87/13 0.022s, n=13122, sd=29}
Bd4 {+2.53/16 0.020s, n=10338, sd=39} 325. Kd1 {-2.86/14 0.021s, n=10838, sd=27}
Bb2 {+2.53/13 0.022s, n=11233, sd=20} 326. Ke1 {-2.84/18 0.023s, n=13479, sd=26}
Bd4 {+2.48/16 0.037s, n=20304, sd=25} 327. Kd1 {-2.84/17 0.021s, n=10981, sd=28}
Be5 {+2.48/13 0.017s, n=10536, sd=23} 328. Ke1 {-2.83/16 0.012s, n=10272, sd=33}
Bg3+ {+2.48/14 0.015s, n=10778, sd=35}
329. Kd1 {-2.81/16 0.020s, n=10889, sd=40} Bh4 {+2.47/12 0.019s, n=10005, sd=31}
330. Kc1 {-2.78/14 0.023s, n=11022, sd=30} Bf6 {+2.47/15 0.028s, n=14105, sd=26}
331. Kd1 {-2.78/16 0.027s, n=12622, sd=36} Bc3 {+2.47/15 0.017s, n=12755, sd=29}
332. Kc1 {-2.78/18 0.018s, n=10051, sd=25} Be5 {+2.47/17 0.021s, n=12670, sd=31}
333. Kd1 {-2.78/19 0.031s, n=16237, sd=42} Bf6 {+2.46/16 0.033s, n=18146, sd=33}
334. Ke1 {-2.78/18 0.016s, n=11447, sd=38} Bg5 {+2.46/13 0.022s, n=11256, sd=31}
335. Kf2 {-2.78/12 0.012s, n=10747, sd=40} Bd2 {+2.60/14 0.017s, n=12491, sd=28}
336. Kf1 {-3.42/13 0.023s, n=12393, sd=28} Ke3 {+2.60/16 0.035s, n=13506, sd=35}
337. Kg1 {-3.61/17 0.017s, n=14907, sd=32} Kf3 {+2.60/15 0.014s, n=11089, sd=32}
338. Kf1 {-4.08/18 0.012s, n=11097, sd=28} Bc3 {+2.60/15 0.020s, n=10775, sd=26}
339. Kg1 {-3.77/20 0.033s, n=16499, sd=36} Be5 {+3.08/17 0.026s, n=20199, sd=37}
340. Kh1 {-3.97/13 0.021s, n=13918, sd=37} Bd4 {+3.25/12 0.026s, n=14704, sd=33}
341. Kh2 {-3.95/13 0.017s, n=11569, sd=29} Kf2 {+3.28/13 0.016s, n=15001, sd=29}
342. Kh1 {-3.97/15 0.021s, n=11695, sd=30} Be3 {+3.28/14 0.020s, n=11287, sd=32}
343. Kh2 {-3.70/16 0.038s, n=21189, sd=31} Bd2 {+3.28/16 0.020s, n=12890, sd=30}
344. Kh1 {-3.70/14 0.020s, n=10226, sd=29} Bc3 {+3.30/16 0.028s, n=16012, sd=28}
345. Kh2 {-3.70/16 0.020s, n=10339, sd=27} Bf6 {+3.30/16 0.028s, n=15546, sd=26}
346. Kh1 {-3.70/17 0.015s, n=10424, sd=25} Bg7 {+3.75/16 0.027s, n=14911, sd=24}
347. Kh2 {-0.54/17 0.134s, n=86688, sd=25} Ba1 {+3.30/14 0.017s, n=10675, sd=21}
348. Kh1 {-0.54/13 0.016s, n=10946, sd=22} Bg7 {+1.23/15 0.078s, n=45954, sd=27}
349. Kh2 {-0.62/13 0.048s, n=25072, sd=32} Bd4 {+1.20/11 0.024s, n=15308, sd=18}
350. Kh1 {-0.87/14 0.034s, n=15209, sd=37} Kf3 {+1.19/12 0.029s, n=15977, sd=24}
351. Kh2 {-0.97/14 0.014s, n=10613, sd=27} Bb6 {+1.19/12 0.018s, n=12207, sd=21}
352. Kh1 {-1.04/16 0.016s, n=12545, sd=22} Be3 {+1.23/13 0.024s, n=12834, sd=23}
353. Kh2 {-1.29/15 0.036s, n=20347, sd=26} Ba7 {+1.47/14 0.022s, n=10251, sd=25}
354. Kh1 {-1.29/13 0.014s, n=11381, sd=34} Bb6 {+1.59/15 0.021s, n=10658, sd=28}
355. Kh2 {-1.30/16 0.017s, n=11025, sd=38} Kg4 {+1.68/16 0.043s, n=21804, sd=29}
356. Kg2 {-1.68/16 0.070s, n=52265, sd=38}
Kxh5 {+2.07/15 0.015s, n=10739, sd=27}
357. Kg3 {-1.68/16 0.021s, n=15181, sd=31}
Bc7+ {+2.00/12 0.022s, n=10095, sd=29}
358. Kf2 {-1.75/15 0.033s, n=23623, sd=38}
Bb6+ {+1.90/13 0.022s, n=12752, sd=29}
359. Kg3 {-1.98/18 0.021s, n=18058, sd=36} Bc5 {+1.95/16 0.041s, n=22336, sd=28}
360. Kg2 {-2.08/14 0.016s, n=12530, sd=40} Kg4 {+1.95/15 0.022s, n=11728, sd=29}
361. Kh1 {-2.14/13 0.013s, n=11669, sd=24} Kf3 {+2.87/15 0.019s, n=10872, sd=38}
362. Kh2 {-2.24/14 0.017s, n=10389, sd=32} Bb6 {+2.44/11 0.021s, n=12035, sd=31}
363. Kh1 {-2.25/16 0.050s, n=26423, sd=44} Bf2 {+2.54/11 0.014s, n=10439, sd=37}
364. Kh2 {-2.25/13 0.012s, n=11486, sd=30} Bb6 {+2.54/12 0.052s, n=37308, sd=45}
365. Kh1 {-2.23/12 0.018s, n=13793, sd=30} Bf2 {+2.51/13 0.018s, n=12483, sd=35}
366. Kh2 {-2.26/11 0.020s, n=10325, sd=42} Bc5 {+2.45/12 0.025s, n=12396, sd=33}
367. Kh1 {-2.26/15 0.042s, n=25071, sd=57} Ba7 {+2.58/15 0.022s, n=10808, sd=29}
368. Kh2 {-2.26/12 0.019s, n=11354, sd=36} Kf2 {+3.09/14 0.025s, n=16727, sd=45}
369. Kh1 {-2.26/13 0.018s, n=11530, sd=38} Be3 {+3.18/16 0.017s, n=15020, sd=38}
370. Kh2 {-2.26/16 0.037s, n=23131, sd=57} Bc5 {+3.18/18 0.014s, n=12932, sd=49}
371. Kh1 {-2.44/17 0.014s, n=10080, sd=57} Ba7 {+3.18/18 0.014s, n=12023, sd=53}
372. Kh2 {-2.50/15 0.014s, n=10937, sd=38}
Bb8+ {+3.18/16 0.012s, n=10243, sd=49}
373. Kh1 {-2.50/18 0.015s, n=10962, sd=44} Kg3 {+3.18/19 0.013s, n=10866, sd=51}
374. Kg1 {-2.50/17 0.014s, n=12692, sd=41} Bd6 {+3.18/19 0.013s, n=11200, sd=55}
375. Kh1 {-2.50/16 0.012s, n=10531, sd=52} Bf4 {+3.18/18 0.018s, n=14984, sd=49}
376. Kg1 {-2.50/19 0.014s, n=12315, sd=55} Kh3 {+3.18/16 0.013s, n=12107, sd=49}
377. Kh1 {-2.50/19 0.013s, n=11367, sd=50} Bc7 {+3.18/16 0.013s, n=10963, sd=45}
378. Kg1 {-2.50/18 0.015s, n=13183, sd=50} Bd6 {+3.18/17 0.012s, n=11341, sd=44}
379. Kh1 {-2.50/17 0.012s, n=10610, sd=48} Kg3 {+3.39/18 0.014s, n=11967, sd=55}
380. Kg1 {-2.50/16 0.012s, n=10880, sd=54}
Bc5+ {+3.18/14 0.015s, n=14112, sd=53}
381. Kh1 {-2.50/17 0.011s, n=10649, sd=46} Bd6 {+3.18/15 0.016s, n=14282, sd=41}
382. Kg1 {-2.50/14 0.012s, n=10126, sd=50} Bf4 {+3.32/12 0.012s, n=10522, sd=43}
383. Kh1 {-2.54/16 0.015s, n=13416, sd=48} Bd2 {+3.18/14 0.018s, n=15071, sd=47}
384. Kg1 {-2.60/15 0.012s, n=10424, sd=46}
Be3+ {+3.24/14 0.014s, n=13339, sd=38}
385. Kh1 {-2.68/15 0.013s, n=11166, sd=36} Bf4 {+3.27/12 0.013s, n=12378, sd=35}
386. Kg1 {-2.58/13 0.012s, n=10497, sd=36} Bd6 {+2.42/12 0.029s, n=24205, sd=39}
387. Kh1 {-2.55/14 0.014s, n=12000, sd=34} Bc7 {+2.14/12 0.039s, n=29816, sd=35}
388. Kg1 {-2.41/13 0.016s, n=14117, sd=38} Bf4 {+2.14/13 0.030s, n=20437, sd=45}
389. Kh1 {-2.41/14 0.017s, n=13493, sd=36} Bd2 {+2.15/14 0.027s, n=20868, sd=51}
390. Kg1 {-2.41/16 0.012s, n=10605, sd=34}
Be3+ {+2.14/12 0.015s, n=11742, sd=33}
391. Kh1 {-2.23/16 0.025s, n=18405, sd=32} Kf3 {+2.12/13 0.035s, n=24608, sd=31}
392. Kh2 {-2.23/14 0.021s, n=16030, sd=32} Bc5 {+2.46/11 0.016s, n=12307, sd=29}
393. Kh1 {-2.23/14 0.020s, n=15099, sd=28} Be3 {+2.62/12 0.044s, n=24770, sd=27}
394. Kh2 {-2.23/15 0.016s, n=13245, sd=26} Kf2 {+2.08/12 0.017s, n=12634, sd=25}
395. Kh1 {-2.53/14 0.017s, n=12914, sd=24} Bb6 {+3.18/14 0.014s, n=10678, sd=23}
396. Kh2 {-2.35/14 0.023s, n=10904, sd=22} Ba5 {+2.42/12 0.018s, n=14233, sd=21}
397. Kh1 {-2.30/14 0.017s, n=14295, sd=20} Bd8 {+1.69/14 0.038s, n=26825, sd=27}
398. Kh2 {-2.31/13 0.020s, n=15248, sd=18} Kf3 {+1.78/11 0.050s, n=35865, sd=27}
399. Kg1 {-2.30/12 0.014s, n=11275, sd=16} Bc7 {+1.41/10 0.030s, n=20096, sd=15}
400. Kh1 {-2.24/13 0.020s, n=15249, sd=14} Kg4 {+1.31/11 0.075s, n=49798, sd=25}
401. Kg1 {-1.90/12 0.016s, n=11895, sd=16} Kf3 {+1.21/10 0.054s, n=39968, sd=25}
402. Kh1 {-1.72/12 0.026s, n=19338, sd=18} Ba5 {+0.98/11 0.085s, n=57194, sd=27}
403. Kg1 {-1.72/11 0.020s, n=15105, sd=22} Kg3 {+0.87/10 0.047s, n=34236, sd=19}
404. Kh1 {-1.72/12 0.029s, n=17198, sd=24} Bc7 {+0.87/11 0.066s, n=37497, sd=31}
405. Kg1 {-1.76/12 0.033s, n=14555, sd=30} h5 {+0.82/11 0.095s, n=50834, sd=31}
406. Kh1 {-1.76/13 0.023s, n=15358, sd=36} Bf4 {+0.82/11 0.056s, n=25262, sd=25}
407. Kg1 {-1.76/13 0.021s, n=12134, sd=40}
Bd6 {+0.82/11 0.046s, n=31930, sd=101}
408. Kh1 {-1.76/15 0.027s, n=21522, sd=48} Kh3 {+0.82/12 0.088s, n=63251, sd=48}
409. Kg1 {-1.76/14 0.013s, n=10310, sd=44} Bb8 {+0.82/13 0.026s, n=19525, sd=79}
410. Kh1 {-1.76/14 0.015s, n=11536, sd=40} Kg3 {+1.04/14 0.018s, n=11799, sd=57}
411. Kg1 {-2.70/14 0.028s, n=17033, sd=98} Kh3 {+1.18/13 0.015s, n=10819, sd=37}
412. Kh1 {-2.70/14 0.020s, n=10256, sd=62} Bc7 {+0.90/14 0.018s, n=15940, sd=35}
413. Kg1 {-2.14/14 0.026s, n=18220, sd=52} Bd8 {+1.09/14 0.025s, n=18313, sd=77}
414. Kh1 {-1.51/12 0.055s, n=33125, sd=48} Bf6 {+2.51/16 0.019s, n=13098, sd=55}
415. Kg1 {-1.60/11 0.022s, n=17750, sd=22} Be7 {+1.23/12 0.021s, n=12479, sd=39}
416. Kh1 {-1.60/12 0.027s, n=22984, sd=36} Bf8 {+2.09/14 0.020s, n=10276, sd=53}
417. Kg1 {-2.87/12 0.023s, n=11397, sd=134}
Kg3 {+1.90/15 0.019s, n=11176, sd=43}
418. Kh1 {-2.87/13 0.019s, n=10305, sd=102}
Bb4 {+1.15/14 0.026s, n=12361, sd=45} 419. Kg1 {-2.87/15 0.014s, n=11084, sd=41}
Ba5 {+1.23/13 0.018s, n=11593, sd=49} 420. Kh1 {-2.87/16 0.018s, n=10085, sd=48}
Bc7 {+1.74/13 0.029s, n=16899, sd=33} 421. Kg1 {-2.87/17 0.015s, n=12356, sd=48}
Bf4 {+1.80/15 0.030s, n=16858, sd=43} 422. Kh1 {-2.87/19 0.020s, n=10884, sd=52}
Kh3 {+2.19/12 0.020s, n=12066, sd=55} 423. Kg1 {-2.87/17 0.021s, n=10814, sd=52}
Kg3 {+1.81/14 0.017s, n=10688, sd=45} 424. Kh1 {-2.87/18 0.022s, n=11280, sd=46}
Bd2 {+1.84/13 0.016s, n=12822, sd=41} 425. Kg1 {-2.87/16 0.011s, n=10759, sd=45}
Kh3 {+1.94/14 0.011s, n=10117, sd=49} 426. Kh1 {-2.87/17 0.011s, n=10939, sd=60}
Ba5 {+1.84/13 0.016s, n=14962, sd=37} 427. Kg1 {-2.87/16 0.017s, n=11906, sd=46}
Bd2 {+0.91/10 0.025s, n=12938, sd=66} 428. Kh1 {-2.87/18 0.021s, n=11711, sd=48}
Bc3 {+2.37/13 0.109s, n=41102, sd=145}
429. Kg1 {-2.87/18 0.012s, n=11203, sd=48} Ba5 {+1.98/11 0.027s, n=11582, sd=57}
430. Kh1 {-2.87/16 0.018s, n=11415, sd=44} Bd2 {+1.87/16 0.068s, n=44951, sd=69}
431. Kg1 {-2.87/18 0.016s, n=10963, sd=50} Kg3 {+1.88/13 0.022s, n=14245, sd=49}
432. Kh1 {-2.87/20 0.028s, n=15338, sd=48} Ba5 {+1.14/14 0.059s, n=32461, sd=57}
433. Kg1 {-2.87/18 0.023s, n=11887, sd=46} Bc3 {+1.14/13 0.014s, n=11135, sd=43}
434. Kh1 {-2.87/19 0.042s, n=21731, sd=44} Bb2 {+1.23/11 0.015s, n=12499, sd=43}
435. Kg1 {-2.87/17 0.033s, n=16141, sd=42} Bc3 {+0.94/12 0.103s, n=67884, sd=33}
436. Kh1 {-2.87/17 0.029s, n=16682, sd=40} Bb2 {+0.64/11 0.042s, n=19982, sd=39}
437. Kg1 {-2.87/16 0.022s, n=10258, sd=38} h4 {+0.64/10 0.029s, n=19085, sd=43}
438. Kh1 {-2.87/13 0.017s, n=11347, sd=38} Kh3 {+0.64/14 0.032s, n=19756, sd=45}
439. Kg1 {-2.89/15 0.012s, n=11567, sd=44} Be5 {+0.67/16 0.015s, n=12055, sd=57}
440. Kh1 {-2.89/16 0.018s, n=10114, sd=45} Bf4 {+0.67/14 0.015s, n=11511, sd=49}
441. Kg1 {-2.89/16 0.011s, n=10379, sd=42} Bh6 {+0.67/12 0.018s, n=12993, sd=41}
442. Kh1 {-2.89/17 0.013s, n=11892, sd=54} Bc1 {+0.67/14 0.015s, n=10355, sd=35}
443. Kg1 {-2.89/18 0.020s, n=11335, sd=56} Kg3 {+0.67/15 0.016s, n=11939, sd=63}
444. Kh1 {-2.89/17 0.016s, n=10762, sd=57} Bf4 {+0.67/14 0.024s, n=12581, sd=62}
445. Kg1 {-2.89/16 0.021s, n=11680, sd=56}
Bh6 {+0.67/12 0.028s, n=13852, sd=100}
446. Kh1 {-2.89/16 0.018s, n=10373, sd=65} Bd2 {+0.67/12 0.030s, n=14320, sd=37}
447. Kg1 {-2.89/16 0.018s, n=10012, sd=66} Ba5 {+0.90/12 0.023s, n=11241, sd=89}
448. Kh1 {-2.89/17 0.020s, n=11399, sd=52} Bc7 {+0.74/13 0.023s, n=11388, sd=59}
449. Kg1 {-2.89/16 0.020s, n=11310, sd=58} Bd8 {+1.37/16 0.034s, n=17403, sd=75}
450. Kh1 {-2.89/18 0.019s, n=10660, sd=58} Kh3 {+0.91/14 0.025s, n=12645, sd=59}
451. Kg1 {-2.89/16 0.019s, n=10645, sd=54}
Bc7 {+0.77/12 0.049s, n=24478, sd=109}
452. Kh1 {-2.89/16 0.015s, n=10130, sd=62} Ba5 {+1.11/15 0.016s, n=11370, sd=61}
453. Kg1 {-2.89/15 0.019s, n=10274, sd=60} Kg3 {+0.82/13 0.018s, n=13957, sd=51}
454. Kh1 {-2.89/17 0.019s, n=12017, sd=50} Bc7 {+0.84/11 0.021s, n=11187, sd=27}
455. Kg1 {-2.89/15 0.027s, n=11533, sd=58} Bd8 {+0.82/13 0.026s, n=13571, sd=53}
456. Kh1 {-2.89/15 0.025s, n=11877, sd=60, Black disconnects} 1-0