[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.28"]
[Round "127"]
[White "Tofiks-base"]
[Black "Tofiks-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "r1b1kb1r/ppppqppp/2n2n2/8/3P4/2N1P3/PP3PPP/R1BQKBNR w KQkq - 3 6"]
[GameDuration "00:03:35"]
[GameStartTime "2026-04-28T11:55:24 +0000"]
[GameEndTime "2026-04-28T11:58:59 +0000"]
[PlyCount "380"]
[Termination "abandoned"]
[TimeControl "13.11"]

6. Be2 {+1.14/9 0.224s, n=179782, sd=17} d5 {-0.98/10 0.262s, n=222595, sd=21}
7. Nf3 {+0.98/10 0.201s, n=243790, sd=20} g6 {-0.84/10 0.133s, n=193792, sd=23}
8. O-O {+0.83/10 0.145s, n=130026, sd=22} Bg7 {-0.74/12 0.200s, n=277442, sd=26}
9. Qb3 {+0.70/10 0.223s, n=371346, sd=25} Qd8 {-0.67/11 0.157s, n=239259, sd=25}
10. Bd2 {+0.74/10 0.108s, n=162822, sd=23}
O-O {-0.68/11 0.102s, n=176734, sd=25} 11. h3 {+0.58/10 0.164s, n=262882, sd=23}
Ne7 {-0.42/10 0.259s, n=307172, sd=23} 12. Ne5 {+0.42/9 0.203s, n=211044, sd=23}
c6 {-0.33/9 0.098s, n=161990, sd=20} 13. Rac1 {+0.19/9 0.245s, n=268549, sd=22}
Nf5 {-0.06/10 0.363s, n=465786, sd=23} 14. a3 {+0.01/9 0.385s, n=597273, sd=24}
Nd6 {+0.07/9 0.216s, n=200952, sd=22} 15. Na4 {+0.19/9 0.223s, n=256797, sd=23}
Nfe4 {+0.10/11 0.283s, n=231289, sd=25}
16. Be1 {+0.03/9 0.214s, n=174791, sd=22} Re8 {+0.14/10 0.239s, n=258646, sd=29}
17. Nc5 {-0.12/12 0.577s, n=678991, sd=25} a5 {+0.10/9 0.154s, n=262956, sd=22}
18. Nxe4 {-0.20/12 0.584s, n=438138, sd=24}
Nxe4 {+0.25/10 0.253s, n=327155, sd=22}
19. f3 {-0.30/12 0.327s, n=496911, sd=28} a4 {+0.35/10 0.238s, n=247126, sd=23}
20. Qc2 {-0.30/12 0.268s, n=343069, sd=23}
Nd6 {+0.32/11 0.525s, n=758538, sd=29}
21. Bf2 {-0.33/11 0.414s, n=725599, sd=26}
Qe7 {+0.38/11 0.345s, n=511382, sd=24}
22. Qd2 {-0.24/11 0.313s, n=418788, sd=26}
Bxe5 {+0.39/10 0.299s, n=260024, sd=27}
23. dxe5 {-0.28/11 0.223s, n=379532, sd=25}
Qxe5 {+0.53/12 0.534s, n=827600, sd=29}
24. Rfd1 {-0.40/12 0.200s, n=304969, sd=22}
Nf5 {+0.75/11 0.246s, n=464640, sd=25} 25. e4 {-0.63/11 0.563s, n=992995, sd=26}
dxe4 {+0.71/11 0.456s, n=634531, sd=26}
26. fxe4 {-0.99/10 0.567s, n=761744, sd=22}
Qxe4 {+0.76/10 0.264s, n=331615, sd=19}
27. Bd3 {-1.06/10 0.149s, n=264562, sd=19}
Qd5 {+0.82/10 0.133s, n=228366, sd=19} 28. Qf4 {-0.87/9 0.150s, n=237708, sd=19}
Be6 {+1.01/10 0.362s, n=423737, sd=22} 29. Rd2 {-1.29/9 0.285s, n=452399, sd=20}
Qd6 {+1.94/11 0.431s, n=401628, sd=20}
30. Qxd6 {-1.98/10 0.197s, n=256919, sd=18}
Nxd6 {+2.18/13 0.368s, n=429073, sd=20}
31. Bc5 {-1.97/10 0.200s, n=196920, sd=19}
Rad8 {+2.10/12 0.129s, n=284397, sd=20}
32. Bxg6 {-2.22/12 0.278s, n=298108, sd=19}
hxg6 {+2.37/13 0.526s, n=1003190, sd=24}
33. Bxd6 {-2.23/12 0.229s, n=507475, sd=21}
Bd5 {+2.30/13 0.433s, n=757152, sd=22}
34. Bc7 {-2.32/11 0.151s, n=312422, sd=19}
Rd7 {+2.31/12 0.308s, n=322485, sd=20}
35. Bb6 {-2.24/12 0.285s, n=372329, sd=22}
Rde7 {+2.35/12 0.180s, n=410328, sd=23}
36. Rf1 {-2.29/12 0.187s, n=356811, sd=22}
Kg7 {+2.32/11 0.167s, n=354208, sd=19}
37. Kf2 {-2.33/12 0.702s, n=1066265, sd=22}
f5 {+2.28/11 0.181s, n=248735, sd=19} 38. Kg3 {-2.29/11 0.230s, n=486877, sd=22}
Re4 {+2.30/10 0.221s, n=446421, sd=21}
39. Rf4 {-2.32/11 0.083s, n=156272, sd=21}
Rxf4 {+2.27/10 0.100s, n=173149, sd=18}
40. Kxf4 {-2.31/12 0.207s, n=302378, sd=22}
Kh6 {+2.36/11 0.133s, n=265463, sd=19}
41. Kg3 {-2.40/12 0.161s, n=384762, sd=21}
Re1 {+2.33/11 0.147s, n=201910, sd=19} 42. Rf2 {-2.29/11 0.077s, n=94250, sd=19}
Re4 {+2.42/11 0.167s, n=260566, sd=21}
43. Rf1 {-2.44/10 0.150s, n=363521, sd=18}
Kg5 {+2.42/11 0.124s, n=197657, sd=22}
44. Bd8+ {-2.44/11 0.157s, n=186923, sd=21}
Kh5 {+2.42/12 0.091s, n=143206, sd=21}
45. Bb6 {-2.44/12 0.061s, n=145020, sd=22}
Kh6 {+2.38/12 0.082s, n=200688, sd=20}
46. Rf2 {-2.44/12 0.065s, n=151804, sd=21}
Kg7 {+2.44/12 0.300s, n=593157, sd=22}
47. Rd2 {-2.40/11 0.172s, n=408796, sd=22} g5 {+2.55/11 0.068s, n=160714, sd=19}
48. Kf2 {-2.57/12 0.318s, n=626157, sd=23}
Rc4 {+2.70/10 0.055s, n=128480, sd=22}
49. Bd4+ {-2.67/9 0.084s, n=133504, sd=19}
Kg6 {+2.78/12 0.285s, n=587246, sd=24} 50. Bc3 {-2.77/11 0.067s, n=82937, sd=18}
Rf4+ {+2.81/12 0.088s, n=204116, sd=22}
51. Kg1 {-2.86/11 0.238s, n=475892, sd=22} g4 {+2.80/12 0.055s, n=141968, sd=20}
52. Rd3 {-2.91/11 0.085s, n=212123, sd=19} b5 {+2.84/11 0.071s, n=166490, sd=20}
53. Kh2 {-2.84/10 0.080s, n=193460, sd=18}
Kh5 {+2.51/11 0.140s, n=245479, sd=21}
54. hxg4+ {-2.53/10 0.044s, n=76922, sd=18}
Rxg4 {+2.47/12 0.085s, n=148426, sd=26}
55. Rh3+ {-2.42/11 0.112s, n=202389, sd=26}
Kg6 {+2.26/13 0.190s, n=546215, sd=29} 56. Rg3 {-2.35/14 0.054s, n=84066, sd=21}
Kg5 {+2.26/16 0.067s, n=93034, sd=21} 57. Kh3 {-2.44/15 0.096s, n=200245, sd=22}
Rxg3+ {+2.23/16 0.178s, n=500296, sd=25}
58. Kxg3 {-2.44/16 0.059s, n=158133, sd=23}
f4+ {+2.20/17 0.070s, n=232252, sd=24}
59. Kf2 {-2.44/18 0.032s, n=105486, sd=24} c5 {+2.20/18 0.055s, n=73611, sd=21}
60. Bd2 {-2.33/18 0.173s, n=534526, sd=24}
Kg4 {+2.23/18 0.064s, n=136638, sd=23} 61. Bc3 {-2.33/18 0.033s, n=80219, sd=23}
Kf5 {+2.23/17 0.061s, n=77357, sd=22} 62. Bd2 {-2.33/18 0.070s, n=70707, sd=21}
c4 {+2.23/18 0.050s, n=77875, sd=20} 63. Bc3 {-2.33/20 0.066s, n=119540, sd=25}
Kg4 {+2.23/19 0.072s, n=92994, sd=23} 64. Bb4 {-2.33/20 0.033s, n=74290, sd=19}
Bc6 {+2.23/19 0.056s, n=131910, sd=21} 65. Be7 {-2.33/18 0.038s, n=52910, sd=19}
Be4 {+2.23/19 0.076s, n=184195, sd=22} 66. Bd8 {-2.33/18 0.025s, n=55218, sd=20}
Bd5 {+2.23/17 0.072s, n=132735, sd=25}
67. Be7 {-2.33/15 0.047s, n=156995, sd=22} Bc6 {+2.23/18 0.041s, n=65683, sd=23}
68. Bb4 {-2.33/21 0.127s, n=318381, sd=26} Kf5 {+2.23/18 0.032s, n=63497, sd=20}
69. Bc3 {-2.33/20 0.057s, n=65640, sd=17} Be4 {+2.23/17 0.045s, n=130486, sd=21}
70. Bb4 {-2.33/20 0.024s, n=43929, sd=17} Bb7 {+2.23/17 0.024s, n=53399, sd=17}
71. Bc3 {-2.33/18 0.024s, n=25274, sd=15} Bd5 {+2.22/19 0.107s, n=254131, sd=25}
72. Bb4 {-2.33/19 0.032s, n=32656, sd=19} Ke4 {+2.22/16 0.046s, n=36156, sd=18}
73. Bc3 {-2.15/13 0.045s, n=51802, sd=21} Ba8 {+2.22/17 0.040s, n=38982, sd=23}
74. Ke2 {-2.33/11 0.035s, n=59678, sd=18} Kf5 {+2.22/17 0.019s, n=47048, sd=20}
75. Kf2 {-2.33/20 0.052s, n=51052, sd=18} Kg5 {+2.22/17 0.072s, n=219785, sd=22}
76. Bb4 {-2.33/16 0.051s, n=45979, sd=18} Kg4 {+2.22/14 0.022s, n=62372, sd=20}
77. Be7 {-2.33/19 0.016s, n=21199, sd=16} Bb7 {+2.22/18 0.038s, n=52756, sd=22}
78. Bb4 {-2.33/20 0.014s, n=20208, sd=18} Be4 {+2.22/17 0.010s, n=34607, sd=19}
79. Be7 {-2.33/20 0.025s, n=71927, sd=25} Bf5 {+2.22/16 0.022s, n=36518, sd=20}
80. Bb4 {-2.33/17 0.017s, n=14142, sd=15} Be6 {+2.22/19 0.027s, n=42187, sd=18}
81. Be7 {-2.33/16 0.006s, n=12651, sd=15} Bd7 {+2.22/17 0.022s, n=17860, sd=15}
82. Bb4 {-2.33/17 0.011s, n=17445, sd=19} Bf5 {+2.22/19 0.021s, n=29936, sd=18}
83. Be7 {-2.33/18 0.013s, n=26774, sd=17} Bd3 {+2.22/13 0.014s, n=24199, sd=18}
84. Bb4 {-2.33/19 0.018s, n=60485, sd=26} Bc2 {+2.22/19 0.080s, n=19390, sd=17}
85. Be7 {-2.33/18 0.006s, n=15605, sd=16} Bd1 {+2.22/15 0.016s, n=28788, sd=19}
86. Bb4 {-2.33/16 0.024s, n=16382, sd=16} Bb3 {+2.22/15 0.014s, n=27289, sd=20}
87. Be7 {-2.33/17 0.008s, n=12793, sd=19} Bc2 {+2.15/15 0.041s, n=128333, sd=21}
88. Bb4 {-2.33/17 0.008s, n=12410, sd=17} Kf5 {+2.15/14 0.014s, n=44899, sd=19}
89. Be7 {-2.15/12 0.011s, n=14265, sd=15} Bb3 {+2.15/13 0.006s, n=18568, sd=18}
90. Bb4 {-2.15/13 0.005s, n=9594, sd=13} Bd1 {+2.15/13 0.006s, n=15455, sd=16}
91. Be7 {-2.15/13 0.034s, n=5202, sd=14} Ke4 {+2.15/12 0.010s, n=17277, sd=16}
92. Bb4 {-2.15/12 0.010s, n=15839, sd=17} Bc2 {+2.15/12 0.010s, n=23179, sd=16}
93. Bd6 {-2.15/9 0.005s, n=13533, sd=13} Bd3 {+2.10/14 0.042s, n=92698, sd=19}
94. Be7 {-2.10/10 0.005s, n=7999, sd=14} Ke5 {+2.14/10 0.005s, n=13273, sd=16}
95. g3 {-2.15/9 0.007s, n=16715, sd=15} Bc2 {+2.04/10 0.016s, n=51171, sd=18}
96. gxf4+ {-1.83/8 0.005s, n=10486, sd=14}
Kxf4 {+1.93/10 0.008s, n=27057, sd=19} 97. Bd6+ {-1.84/9 0.005s, n=15206, sd=15}
Ke4 {+1.93/11 0.003s, n=10689, sd=20} 98. Kg3 {-2.08/10 0.013s, n=46533, sd=15}
Bd1 {+2.15/12 0.010s, n=8345, sd=14} 99. Kh4 {-2.12/9 0.005s, n=13665, sd=12}
Kf5 {+2.15/14 0.007s, n=8803, sd=12} 100. Kg3 {-1.89/11 0.006s, n=18028, sd=15}
Bh5 {+1.89/9 0.007s, n=13481, sd=12} 101. Be7 {-1.87/8 0.003s, n=7842, sd=11}
Ke4 {+1.97/10 0.005s, n=8566, sd=13} 102. Kh4 {-1.77/9 0.002s, n=4880, sd=11}
Be2 {+1.77/9 0.005s, n=17781, sd=13} 103. Kg5 {-1.77/7 0.002s, n=5352, sd=10}
Kd3 {+1.75/9 0.009s, n=29344, sd=12} 104. Bf6 {-1.96/7 0.004s, n=10668, sd=10}
Bf3 {+1.97/8 0.004s, n=14779, sd=11} 105. Kf5 {-1.79/6 0.001s, n=6017, sd=11}
Kc2 {+1.91/7 0.005s, n=10152, sd=10} 106. Bg7 {-1.94/6 0.001s, n=3753, sd=8}
Kb3 {+1.89/10 0.023s, n=4422, sd=13} 107. Ke6 {-1.43/7 0.006s, n=16863, sd=11}
b4 {+1.84/9 0.004s, n=10589, sd=15} 108. axb4 {-1.58/7 0.002s, n=4174, sd=10}
Kxb4 {+2.00/9 0.004s, n=14713, sd=13} 109. Kf5 {-1.53/6 0.002s, n=3907, sd=10}
a3 {+2.68/8 0.002s, n=5801, sd=11} 110. bxa3+ {-2.01/7 0.004s, n=9256, sd=10}
Kxa3 {+2.39/7 0.003s, n=11047, sd=11} 111. Kf4 {-2.47/7 0.002s, n=6510, sd=9}
Bc6 {+1.97/7 0.004s, n=5159, sd=10} 112. Ke3 {-2.42/7 0.005s, n=13386, sd=10}
Kb4 {+1.91/7 0.003s, n=8804, sd=10} 113. Bf6 {-2.08/6 0.001s, n=3311, sd=8}
Bd5 {+1.92/7 0.007s, n=16699, sd=10} 114. Bg7 {-2.11/6 0.003s, n=5487, sd=8}
Bb7 {+1.90/8 0.010s, n=12493, sd=13} 115. Bb2 {-2.11/7 0.004s, n=11164, sd=9}
Bc8 {+1.98/7 0.002s, n=9057, sd=10} 116. Kd4 {-1.86/6 0.002s, n=5787, sd=8}
Bf5 {+1.98/7 0.002s, n=4383, sd=10} 117. Bc3+ {-1.78/5 0.004s, n=2341, sd=9}
Kb3 {+1.89/6 0.001s, n=2664, sd=10} 118. Be1 {-1.85/6 0.001s, n=2692, sd=8}
Bg4 {+1.89/6 0.001s, n=2657, sd=8} 119. Bd2 {-1.81/6 0.001s, n=4043, sd=8}
Bh5 {+1.89/7 0.002s, n=4581, sd=9} 120. Ba5 {-1.85/7 0.003s, n=6031, sd=10}
Bd1 {+1.87/7 0.002s, n=5528, sd=9} 121. Ke3 {-1.87/6 0.001s, n=2026, sd=8}
Bg4 {+1.87/8 0.003s, n=4502, sd=10} 122. Kd4 {-1.85/6 0.001s, n=1425, sd=7}
Bh5 {+1.87/8 0.002s, n=5761, sd=11} 123. Bd2 {-1.87/5 0.001s, n=1454, sd=6}
Bf3 {+1.75/7 0.002s, n=5461, sd=9} 124. Ba5 {-1.85/6 0.001s, n=1750, sd=8}
Ba8 {+1.74/7 0.002s, n=4453, sd=9} 125. Bd2 {-1.85/7 0.001s, n=1863, sd=8}
Bg2 {+1.74/7 0.001s, n=1932, sd=9} 126. Ba5 {-1.85/7 0.001s, n=1727, sd=9}
Bf3 {+1.74/7 0.001s, n=1664, sd=9} 127. Bd2 {-1.85/7 0.001s, n=1918, sd=9}
Bh1 {+1.74/8 0.005s, n=10020, sd=12} 128. Be1 {-1.85/6 0.001s, n=1377, sd=8}
Bb7 {+1.74/7 0.002s, n=6319, sd=9} 129. Ba5 {-1.85/7 0.001s, n=2049, sd=8}
Bg2 {+1.74/7 0.000s, n=1617, sd=9} 130. Bc3 {-1.85/7 0.001s, n=1477, sd=8}
Bc6 {+1.58/7 0.001s, n=4474, sd=9} 131. Ba5 {-1.85/7 0.001s, n=3364, sd=9}
Bb5 {+1.58/6 0.000s, n=1032, sd=8} 132. Bc3 {-1.71/5 0.000s, n=826, sd=7}
Bd7 {+1.58/7 0.001s, n=1918, sd=9} 133. Bd2 {-1.83/5 0.000s, n=1053, sd=7}
Be8 {+1.58/6 0.000s, n=1286, sd=7} 134. Be1 {-1.83/4 0.000s, n=630, sd=6}
Ba4 {+1.58/7 0.001s, n=1564, sd=9} 135. Ba5 {-0.46/5 0.000s, n=377, sd=7}
Bc6 {+1.58/7 0.000s, n=1421, sd=9} 136. Bd2 {-1.85/5 0.000s, n=1105, sd=7}
Bd7 {+1.98/6 0.000s, n=2505, sd=8} 137. Ba5 {-1.85/4 0.002s, n=777, sd=6}
Bh3 {+1.66/7 0.001s, n=2090, sd=10} 138. Bc3 {-1.86/5 0.000s, n=1139, sd=7}
Bf1 {+1.66/7 0.000s, n=1132, sd=8} 139. Bd2 {-1.93/5 0.002s, n=934, sd=7}
Kc2 {+1.60/7 0.003s, n=10243, sd=9} 140. Bb4 {-1.81/4 0.000s, n=629, sd=6}
Be2 {+1.60/7 0.001s, n=1998, sd=8} 141. Ba5 {-1.81/4 0.000s, n=433, sd=6}
Bd3 {+1.68/6 0.000s, n=1763, sd=8} 142. Bb4 {-1.48/4 0.000s, n=509, sd=6}
Kb2 {+1.68/6 0.000s, n=1147, sd=8} 143. Bc5 {-1.87/5 0.001s, n=2006, sd=7}
Kb3 {+1.66/5 0.001s, n=2019, sd=6} 144. Bb6 {-2.19/6 0.001s, n=1866, sd=7}
Bf1 {+2.00/6 0.001s, n=1249, sd=7} 145. Ba5 {-1.81/6 0.000s, n=750, sd=7}
Ka4 {+1.68/6 0.000s, n=1681, sd=10} 146. Bc3 {-1.37/4 0.000s, n=583, sd=5}
Bd3 {+1.60/7 0.001s, n=3836, sd=8} 147. Bd2 {-1.93/5 0.000s, n=1676, sd=9}
Kb3 {+1.68/6 0.000s, n=1504, sd=8} 148. Ba5 {-1.93/4 0.000s, n=763, sd=7}
Be2 {+1.60/6 0.000s, n=554, sd=7} 149. Bc3 {-1.85/5 0.000s, n=1150, sd=9}
Ka4 {+1.54/6 0.000s, n=300, sd=6} 150. Kc5 {-1.62/5 0.000s, n=743, sd=7}
Ka3 {+1.18/5 0.000s, n=1148, sd=7} 151. Kd5 {-1.75/5 0.000s, n=1736, sd=7}
Ka2 {+1.48/5 0.000s, n=1186, sd=8} 152. Kc5 {-1.44/5 0.001s, n=2308, sd=6}
Kb1 {+1.44/4 0.000s, n=1185, sd=6} 153. Bf6 {-1.19/4 0.000s, n=817, sd=5}
Kc2 {+1.49/4 0.000s, n=624, sd=5} 154. Kb4 {-1.41/4 0.000s, n=2057, sd=6}
Kd3 {+1.78/4 0.000s, n=1575, sd=7} 155. Bc3 {-1.36/4 0.000s, n=1700, sd=6}
Bf1 {+1.70/5 0.001s, n=2942, sd=7} 156. Bg7 {-1.43/5 0.001s, n=2647, sd=8}
Bh3 {+1.66/4 0.000s, n=690, sd=6} 157. Bc3 {-1.36/4 0.000s, n=585, sd=6}
Be6 {+1.55/4 0.000s, n=981, sd=6} 158. Bf6 {-1.38/4 0.000s, n=1079, sd=6}
Bd5 {+1.53/4 0.001s, n=2178, sd=7} 159. Kc5 {-1.36/4 0.000s, n=421, sd=5}
Bf3 {+0.06/6 0.001s, n=2066, sd=9} 160. Kd6 {0.00/6 0.000s, n=773, sd=8}
c3 {+0.22/6 0.000s, n=1353, sd=8} 161. Bxc3 {-0.25/5 0.000s, n=2370, sd=8}
Be4 {+0.03/5 0.001s, n=3201, sd=7} 162. Bg7 {+0.22/4 0.000s, n=1973, sd=6}
Kc4 {+0.14/4 0.000s, n=2512, sd=6} 163. Kc7 {+0.25/4 0.000s, n=2158, sd=6}
Bf3 {+0.18/5 0.000s, n=1418, sd=5} 164. Bf6 {+0.02/5 0.001s, n=2543, sd=7}
Kb3 {+0.23/4 0.000s, n=2065, sd=7} 165. Be7 {+0.29/4 0.001s, n=3011, sd=6}
Bg2 {+0.16/4 0.001s, n=2786, sd=6} 166. Kd6 {+0.22/4 0.000s, n=885, sd=5}
Bh1 {0.00/3 0.000s, n=691, sd=4} 167. Ke5 {+0.32/4 0.000s, n=1197, sd=6}
Bf3 {-0.26/5 0.001s, n=3743, sd=8} 168. Kf6 {+0.26/4 0.000s, n=2561, sd=6}
Kc2 {+0.10/4 0.000s, n=1745, sd=6} 169. Kg5 {+0.22/4 0.000s, n=1826, sd=7}
Kd3 {+0.17/4 0.000s, n=1178, sd=6} 170. Bf6 {+0.23/4 0.000s, n=1755, sd=6}
Ke4 {+0.29/4 0.001s, n=2385, sd=6} 171. Be7 {0.00/5 0.001s, n=1733, sd=6}
Be2 {+0.20/4 0.000s, n=1283, sd=6} 172. Bd6 {+0.04/5 0.002s, n=5668, sd=8}
Kf3 {+0.13/4 0.001s, n=2403, sd=5} 173. Bc7 {+0.17/5 0.001s, n=3674, sd=7}
Kg2 {+0.29/4 0.000s, n=2038, sd=6} 174. Be5 {+0.08/6 0.004s, n=10991, sd=9}
Kh3 {+0.08/4 0.000s, n=2517, sd=6} 175. Bb8 {+0.13/5 0.001s, n=4185, sd=6}
Kg2 {0.00/5 0.001s, n=2527, sd=7} 176. Kf6 {+0.17/4 0.000s, n=1438, sd=6}
Kf3 {+0.13/6 0.005s, n=15503, sd=9} 177. Be5 {+0.17/4 0.000s, n=730, sd=6}
Ke4 {0.00/5 0.001s, n=5372, sd=7} 178. Bd6 {+0.19/4 0.001s, n=2234, sd=7}
Bf3 {0.00/5 0.001s, n=3063, sd=8} 179. Bb8 {+0.17/4 0.000s, n=1615, sd=6}
Kd3 {+0.18/4 0.000s, n=879, sd=5} 180. Bd6 {-0.17/3 0.000s, n=715, sd=4}
Ke2 {+0.13/4 0.000s, n=1840, sd=7} 181. Be7 {+0.21/4 0.001s, n=2177, sd=6}
Kf2 {-0.21/3 0.000s, n=890, sd=5} 182. Bc5+ {+0.22/3 0.000s, n=729, sd=5}
Ke2 {0.00/3 0.000s, n=1198, sd=6} 183. Ke6 {0.00/3 0.000s, n=1094, sd=5}
Bg4+ {0.00/3 0.000s, n=664, sd=5} 184. Ke7 {+0.24/3 0.000s, n=1135, sd=6}
Kf3 {+0.12/4 0.000s, n=2006, sd=6} 185. Bd4 {+0.17/4 0.000s, n=1535, sd=7}
Bf5 {+0.12/4 0.001s, n=2681, sd=6} 186. Bf6 {+0.21/4 0.000s, n=1784, sd=6}
Kg4 {+0.22/4 0.001s, n=2781, sd=6} 187. Kd6 {+0.14/4 0.000s, n=1096, sd=5}
Be4 {-0.14/3 0.000s, n=605, sd=4} 188. Bg7 {+0.18/4 0.001s, n=3262, sd=7}
Kf4 {+0.03/3 0.000s, n=872, sd=5} 189. Be5+ {0.00/3 0.000s, n=784, sd=6}
Kf3 {+0.17/3 0.000s, n=1326, sd=5} 190. Bf6 {-0.19/3 0.000s, n=648, sd=4}
Bd3 {+0.15/4 0.000s, n=1899, sd=6} 191. Kc5 {+0.23/4 0.001s, n=4911, sd=6}
Ba6 {+0.26/4 0.000s, n=2022, sd=5} 192. Kb6 {+0.21/4 0.000s, n=1586, sd=6}
Be2 {+0.29/4 0.000s, n=1090, sd=5} 193. Be7 {-0.29/3 0.000s, n=811, sd=4}
Kf4 {+0.02/3 0.000s, n=895, sd=5} 194. Bd6+ {0.00/3 0.000s, n=732, sd=6}
Kg4 {+0.28/3 0.000s, n=1628, sd=6} 195. Be5 {+0.15/4 0.000s, n=2070, sd=6}
Kf3 {-0.02/3 0.001s, n=586, sd=5, White's connection stalls} 0-1