[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.28"]
[Round "137"]
[White "Tofiks-dev"]
[Black "Tofiks-base"]
[Result "1-0"]
[SetUp "1"]
[FEN "r1bq1rk1/ppp1bppp/3p1n2/4n3/2PNP3/1P1B4/P4PPP/RNBQ1RK1 w - - 1 9"]
[GameDuration "00:02:57"]
[GameStartTime "2026-04-28T11:57:35 +0000"]
[GameEndTime "2026-04-28T12:00:32 +0000"]
[PlyCount "369"]
[Termination "abandoned"]
[TimeControl "13.17"]

9. Bc2 {+0.43/9 0.123s, n=154975, sd=19} c5 {-0.35/10 0.404s, n=391146, sd=24}
10. Nf5 {+0.21/10 0.141s, n=182459, sd=22}
Bxf5 {-0.16/11 0.436s, n=672577, sd=26}
11. exf5 {+0.23/11 0.238s, n=348300, sd=24}
d5 {-0.23/12 0.280s, n=473408, sd=24}
12. cxd5 {+0.15/11 0.385s, n=646220, sd=25}
Qxd5 {-0.01/12 0.442s, n=325674, sd=24}
13. Nc3 {0.00/11 0.178s, n=207523, sd=20}
Qxd1 {+0.02/12 0.289s, n=437784, sd=22}
14. Rxd1 {+0.06/12 0.402s, n=624612, sd=25}
Nc6 {+0.02/12 0.162s, n=274732, sd=21}
15. Be3 {+0.13/12 0.187s, n=376955, sd=21}
Rad8 {-0.03/11 0.123s, n=234704, sd=20}
16. Rac1 {+0.08/11 0.181s, n=339401, sd=21}
Rfe8 {-0.17/10 0.203s, n=400740, sd=20}
17. Bb1 {-0.07/10 0.129s, n=262855, sd=22}
Nd4 {+0.04/11 0.579s, n=530455, sd=23} 18. h3 {-0.13/11 0.433s, n=616435, sd=22}
Rd7 {+0.07/10 0.292s, n=368424, sd=22} 19. g4 {-0.23/10 0.483s, n=815569, sd=22}
Red8 {+0.05/9 0.179s, n=156370, sd=21}
20. Kg2 {-0.05/11 0.213s, n=244966, sd=21} h6 {+0.03/10 0.197s, n=243830, sd=21}
21. Re1 {+0.01/10 0.197s, n=149063, sd=20} b6 {+0.14/10 0.181s, n=257252, sd=21}
22. Kg3 {-0.15/9 0.316s, n=341980, sd=22} Bd6+ {+0.17/9 0.240s, n=379030, sd=24}
23. f4 {-0.33/9 0.188s, n=271190, sd=23} Bc7 {+0.45/10 0.311s, n=539722, sd=24}
24. b4 {-0.34/11 0.303s, n=292557, sd=25}
cxb4 {+0.37/10 0.438s, n=579821, sd=25}
25. Ne4 {-0.62/11 0.195s, n=375119, sd=26}
Nxe4+ {+0.72/12 0.641s, n=1007425, sd=26}
26. Bxe4 {-0.88/12 0.428s, n=783929, sd=27}
Bb8 {+0.72/13 0.136s, n=256806, sd=22} 27. Rc4 {-0.52/9 0.209s, n=267547, sd=22}
b3 {+0.67/12 0.216s, n=389439, sd=22}
28. axb3 {-0.74/11 0.587s, n=457214, sd=22}
Nxb3 {+1.00/12 0.268s, n=528704, sd=22}
29. Bg2 {-0.91/11 0.396s, n=801675, sd=22}
Rc7 {+1.08/11 0.137s, n=245938, sd=22}
30. Bf1 {-0.87/10 0.156s, n=296866, sd=23}
Rxc4 {+0.90/11 0.364s, n=552624, sd=22}
31. Bxc4 {-0.61/11 0.203s, n=387404, sd=21}
Na5 {+0.72/12 0.329s, n=680415, sd=21}
32. Be2 {-0.69/12 0.450s, n=925875, sd=22}
Kf8 {+0.69/11 0.116s, n=245811, sd=18}
33. Rc1 {-0.69/11 0.212s, n=436365, sd=22}
Ke7 {+0.69/11 0.301s, n=334035, sd=21}
34. Bb5 {-0.61/10 0.121s, n=250039, sd=18}
Nb3 {+0.74/11 0.380s, n=376342, sd=20}
35. Rc4 {-0.78/10 0.181s, n=218393, sd=19}
Nc5 {+0.78/10 0.305s, n=401872, sd=20}
36. Rc1 {-0.82/10 0.153s, n=308087, sd=19}
Bd6 {+0.82/10 0.204s, n=278515, sd=20}
37. Kf3 {-0.73/11 0.343s, n=434403, sd=21} a5 {+0.77/10 0.138s, n=238604, sd=18}
38. Rb1 {-0.79/12 0.311s, n=571992, sd=27}
Rc8 {+0.80/10 0.274s, n=239427, sd=19}
39. Rd1 {-0.66/11 0.318s, n=361907, sd=21}
Rb8 {+0.72/10 0.149s, n=215091, sd=19}
40. Bd4 {-0.68/11 0.135s, n=242490, sd=22} f6 {+0.74/11 0.187s, n=310505, sd=20}
41. Bf2 {-0.72/12 0.274s, n=442477, sd=25}
Rc8 {+0.64/11 0.172s, n=273120, sd=21}
42. Bd4 {-0.61/12 0.134s, n=253022, sd=21}
Rd8 {+0.50/12 0.472s, n=850605, sd=23}
43. Re1+ {-0.58/12 0.206s, n=369947, sd=23}
Kf8 {+0.41/11 0.123s, n=288159, sd=20}
44. Rb1 {-0.54/12 0.221s, n=507453, sd=23}
Rc8 {+0.62/10 0.123s, n=143357, sd=17}
45. Rc1 {-0.55/11 0.093s, n=201363, sd=20}
Kf7 {+0.41/11 0.363s, n=588759, sd=20}
46. Re1 {-0.55/11 0.100s, n=173575, sd=20}
Ra8 {+0.41/10 0.064s, n=128813, sd=18}
47. Rd1 {-0.54/12 0.268s, n=240931, sd=21} Ke7 {+0.42/9 0.077s, n=141681, sd=21}
48. Re1+ {-0.50/12 0.313s, n=332597, sd=22}
Kf8 {+0.41/11 0.278s, n=582364, sd=23}
49. Rb1 {-0.43/13 0.239s, n=571802, sd=21}
Be7 {+0.46/11 0.049s, n=108569, sd=18}
50. Be3 {-0.40/10 0.168s, n=192949, sd=20}
Rd8 {+0.42/10 0.058s, n=134513, sd=17}
51. Re1 {-0.44/10 0.185s, n=366342, sd=19}
Nb3 {+1.92/10 0.123s, n=202993, sd=18}
52. Ke4 {-1.93/10 0.288s, n=423898, sd=21}
Nd2+ {+2.12/10 0.139s, n=228044, sd=21}
53. Bxd2 {-2.14/9 0.070s, n=128765, sd=20}
Rxd2 {+2.09/12 0.249s, n=483808, sd=22}
54. Re2 {-2.35/11 0.285s, n=614676, sd=20}
Rxe2+ {+1.98/14 0.130s, n=192580, sd=24}
55. Bxe2 {-2.05/16 0.133s, n=145213, sd=25}
a4 {+2.02/17 0.212s, n=466201, sd=30} 56. Kd5 {-2.05/16 0.058s, n=141909, sd=22}
a3 {+2.02/17 0.063s, n=139907, sd=22} 57. Bc4 {-2.21/17 0.107s, n=270441, sd=23}
Bc5 {+2.26/17 0.136s, n=401935, sd=24}
58. Kc6 {-2.37/16 0.157s, n=496237, sd=24}
Be3 {+2.26/17 0.114s, n=287229, sd=23}
59. Kb5 {-2.37/15 0.133s, n=182429, sd=21}
Ke7 {+2.26/16 0.079s, n=192192, sd=23} 60. Kb4 {-2.37/16 0.054s, n=74490, sd=26}
Bc5+ {+2.32/15 0.076s, n=96063, sd=24}
61. Kb5 {-2.29/17 0.094s, n=221859, sd=26} Kd6 {+2.35/16 0.042s, n=96902, sd=24}
62. Bb3 {-2.29/17 0.036s, n=104580, sd=25}
Kc7 {+2.11/15 0.055s, n=166084, sd=24} 63. Bd5 {-2.37/16 0.026s, n=68608, sd=27}
Bd6 {+2.32/14 0.038s, n=101389, sd=22}
64. Ka4 {-2.40/16 0.100s, n=323757, sd=25}
Kd7 {+2.61/14 0.071s, n=218861, sd=23} 65. h4 {-2.45/11 0.042s, n=48131, sd=17}
b5+ {+2.97/13 0.090s, n=269465, sd=23}
66. Kxb5 {-2.70/12 0.143s, n=261152, sd=20}
Bxf4 {+2.93/14 0.045s, n=133580, sd=24}
67. Ka4 {-2.74/13 0.102s, n=273853, sd=21}
Kd6 {+2.93/15 0.101s, n=168013, sd=24}
68. Bc4 {-2.84/12 0.056s, n=166905, sd=19} Bc1 {+2.92/15 0.023s, n=52503, sd=22}
69. Kb3 {-2.88/14 0.035s, n=53027, sd=21} Ke5 {+2.92/16 0.046s, n=81911, sd=22}
70. h5 {-2.88/14 0.011s, n=32993, sd=17} Kf4 {+2.92/16 0.032s, n=69064, sd=22}
71. Be2 {-2.86/15 0.026s, n=51987, sd=19} Ke3 {+2.92/16 0.015s, n=47526, sd=26}
72. Bd1 {-2.93/15 0.015s, n=37485, sd=19} Bb2 {+2.92/16 0.029s, n=38485, sd=20}
73. Bc2 {-2.87/15 0.040s, n=79228, sd=21} Kf3 {+2.92/15 0.034s, n=38431, sd=22}
74. Bd1+ {-2.69/15 0.029s, n=76305, sd=21} Ke4 {+2.92/16 0.014s, n=34734, sd=24}
75. Be2 {-2.69/16 0.030s, n=86013, sd=22} Ke3 {+2.92/15 0.021s, n=27804, sd=18}
76. Bd1 {-2.69/16 0.010s, n=22210, sd=18} Bc1 {+2.92/16 0.023s, n=49227, sd=22}
77. Bc2 {-2.69/16 0.013s, n=31611, sd=19} Kf3 {+2.92/16 0.020s, n=52473, sd=22}
78. Bd1+ {-2.69/15 0.015s, n=20885, sd=18} Ke4 {+2.92/17 0.020s, n=47562, sd=20}
79. Be2 {-2.69/16 0.025s, n=29791, sd=19} Bb2 {+2.92/14 0.020s, n=25209, sd=16}
80. Bd1 {-2.69/16 0.008s, n=24601, sd=18} Kd3 {+2.92/15 0.017s, n=25260, sd=18}
81. Bf3 {-2.69/15 0.034s, n=25099, sd=18} Kd4 {+2.91/15 0.050s, n=63974, sd=19}
82. Bd1 {-2.69/17 0.017s, n=22746, sd=18} Ke5 {+2.91/15 0.027s, n=27572, sd=19}
83. Bf3 {-2.69/17 0.012s, n=30531, sd=17} Kf4 {+2.91/15 0.016s, n=25006, sd=17}
84. Be2 {-2.69/17 0.007s, n=17483, sd=18} Bc1 {+2.91/15 0.012s, n=23826, sd=18}
85. Bd1 {-2.69/17 0.009s, n=34663, sd=20} Kg3 {+2.92/15 0.017s, n=37217, sd=18}
86. Be2 {-2.69/16 0.008s, n=27083, sd=21} Kf2 {+2.92/15 0.020s, n=48466, sd=18}
87. Bd1 {-2.69/16 0.010s, n=18959, sd=19} Bb2 {+2.92/15 0.007s, n=23671, sd=17}
88. Bc2 {-2.69/15 0.011s, n=18103, sd=16} Ke3 {+2.92/15 0.011s, n=13594, sd=16}
89. Bd1 {0.00/28 0.012s, n=10649, sd=17} Kd2 {+2.92/10 0.015s, n=30788, sd=17}
90. Bf3 {-2.69/15 0.024s, n=21501, sd=17} Ke1 {+2.91/12 0.010s, n=15288, sd=15}
91. Be4 {-2.69/14 0.003s, n=9016, sd=15} Ke2 {+2.91/12 0.006s, n=7220, sd=13}
92. Bc2 {-2.69/13 0.009s, n=11000, sd=15} Kf2 {+2.91/12 0.008s, n=13400, sd=15}
93. Bd1 {-2.69/15 0.006s, n=9686, sd=15} Kg3 {+2.91/13 0.007s, n=13065, sd=16}
94. Be2 {-2.69/15 0.006s, n=15875, sd=17} Kf4 {+2.91/12 0.004s, n=11701, sd=16}
95. Bd1 {-2.69/14 0.014s, n=15279, sd=15} Kg5 {+2.68/13 0.014s, n=15777, sd=17}
96. Be2 {-2.69/14 0.003s, n=7666, sd=15} Kh4 {+2.68/14 0.009s, n=18473, sd=16}
97. Bd1 {-2.69/13 0.006s, n=8528, sd=15} Bc1 {+2.68/13 0.010s, n=11476, sd=14}
98. Bf3 {-2.69/13 0.005s, n=11339, sd=16} Kh3 {+2.68/14 0.013s, n=15250, sd=16}
99. Be2 {-2.69/14 0.005s, n=8483, sd=15} Kg3 {+2.68/13 0.006s, n=15621, sd=16}
100. Bd1 {-2.69/14 0.002s, n=7643, sd=16} Kg2 {+2.68/11 0.004s, n=7677, sd=14}
101. Be2 {-2.69/15 0.003s, n=11388, sd=19} Kh3 {+2.68/12 0.005s, n=6870, sd=15}
102. Bf3 {-2.69/14 0.016s, n=17990, sd=19} Bb2 {+2.68/13 0.006s, n=11572, sd=16}
103. Be2 {-2.69/14 0.003s, n=5236, sd=12} Kg3 {+2.68/14 0.007s, n=12599, sd=18}
104. Bd1 {-2.69/16 0.012s, n=36304, sd=20} Kg2 {+2.68/13 0.006s, n=15306, sd=15}
105. Bc2 {-2.69/13 0.004s, n=7091, sd=15} Bc1 {+2.68/12 0.006s, n=8590, sd=13}
106. Ka2 {-2.69/13 0.003s, n=5674, sd=14} Kf3 {+2.92/13 0.008s, n=12052, sd=20}
107. Bd1+ {-2.33/14 0.013s, n=26639, sd=21} Ke4 {+2.92/14 0.005s, n=8235, sd=21}
108. Kb3 {-2.33/13 0.012s, n=15, sd=2} Kd3 {+2.33/11 0.012s, n=15923, sd=15}
109. Bc2+ {-2.69/13 0.002s, n=4815, sd=13} Kd4 {+2.33/10 0.003s, n=4586, sd=15}
110. Bd1 {-1.85/11 0.002s, n=3376, sd=16} Kc5 {+2.33/11 0.003s, n=8144, sd=16}
111. Bf3 {-1.85/12 0.003s, n=5857, sd=14} Bb2 {+2.30/10 0.002s, n=4551, sd=14}
112. Be2 {-1.85/12 0.010s, n=2386, sd=12} Kd5 {+2.34/9 0.002s, n=5497, sd=14}
113. Bd1 {-1.85/11 0.002s, n=2867, sd=13} Bc1 {+2.20/10 0.004s, n=9968, sd=12}
114. Bf3+ {-1.85/11 0.001s, n=2097, sd=11} Ke5 {+1.92/9 0.004s, n=13653, sd=14}
115. Be2 {-1.85/12 0.002s, n=5139, sd=13} Kd6 {+1.73/10 0.003s, n=9857, sd=13}
116. Bf3 {-1.85/11 0.000s, n=1995, sd=10} Bb2 {+0.98/10 0.006s, n=19148, sd=13}
117. Be2 {-1.85/10 0.000s, n=1497, sd=9} Kc5 {+0.68/9 0.003s, n=8672, sd=12}
118. Bf3 {-1.85/11 0.007s, n=798, sd=9} Be5 {0.00/9 0.007s, n=15520, sd=13}
119. Kxa3 {-0.30/6 0.001s, n=3052, sd=9} Kd4 {+0.66/9 0.001s, n=4740, sd=12}
120. Kb4 {-0.43/8 0.003s, n=3334, sd=11} Ke3 {+0.55/8 0.004s, n=7600, sd=11}
121. Bd1 {-0.55/7 0.002s, n=5820, sd=10} Bd4 {+0.46/7 0.002s, n=6583, sd=9}
122. Kc4 {-0.44/5 0.001s, n=1627, sd=8} Bb2 {+0.11/8 0.006s, n=19414, sd=11}
123. Kc5 {-0.52/5 0.001s, n=3232, sd=8} Bc3 {+0.39/5 0.001s, n=1758, sd=7}
124. Kc6 {-0.39/2 0.002s, n=165, sd=4} Be5 {+0.36/7 0.003s, n=8022, sd=10}
125. Kb6 {-0.55/5 0.001s, n=1471, sd=9} Ke4 {+0.58/6 0.001s, n=2071, sd=9}
126. Kc6 {-0.55/5 0.000s, n=1060, sd=8} Kd4 {+0.51/7 0.002s, n=4933, sd=9}
127. Kb5 {0.00/6 0.001s, n=1670, sd=8} Kd3 {+0.51/7 0.002s, n=6908, sd=10}
128. Bf3 {-0.53/6 0.001s, n=2099, sd=11} Ke3 {+0.57/7 0.001s, n=1842, sd=9}
129. Bd1 {-0.55/6 0.001s, n=3245, sd=9} Kf2 {+0.43/7 0.002s, n=7408, sd=10}
130. Ka6 {-0.55/5 0.000s, n=913, sd=9} Bd4 {+0.44/5 0.001s, n=1644, sd=8}
131. Kb7 {-0.29/4 0.000s, n=907, sd=6} Be3 {+0.52/4 0.000s, n=1460, sd=7}
132. Kc6 {-0.24/4 0.000s, n=733, sd=6} Bc1 {+0.43/5 0.001s, n=3053, sd=7}
133. Kb6 {-0.30/4 0.000s, n=1365, sd=6} Bd2 {+0.42/6 0.002s, n=4500, sd=9}
134. Kc6 {-0.24/4 0.000s, n=606, sd=6} Kg2 {+0.42/5 0.001s, n=2707, sd=7}
135. Kb6 {-0.28/3 0.000s, n=578, sd=5} Kg3 {+0.42/4 0.000s, n=1352, sd=7}
136. Kb7 {-0.26/4 0.000s, n=1994, sd=6} Bf4 {+0.42/5 0.001s, n=1969, sd=8}
137. Be2 {-0.33/4 0.000s, n=638, sd=6} Kf2 {+0.54/5 0.000s, n=1380, sd=9}
138. Bd1 {-0.46/5 0.001s, n=1638, sd=8} Kg2 {+0.38/5 0.001s, n=2502, sd=8}
139. Be2 {-0.55/5 0.002s, n=848, sd=8} Bd2 {+0.28/5 0.000s, n=1686, sd=8}
140. Kb6 {-0.11/3 0.000s, n=419, sd=5} Bg5 {+0.38/5 0.001s, n=3254, sd=8}
141. Kc6 {+0.03/4 0.001s, n=1360, sd=6} Kf2 {+0.38/5 0.001s, n=4091, sd=7}
142. Bd1 {-0.36/5 0.001s, n=2545, sd=7} Kg3 {+0.38/4 0.000s, n=625, sd=6}
143. Be2 {0.00/4 0.000s, n=794, sd=6} Bd2 {+0.31/4 0.000s, n=840, sd=6}
144. Kd5 {-0.09/4 0.000s, n=1301, sd=6} Bc3 {+0.27/3 0.000s, n=587, sd=5}
145. Ke6 {-0.21/4 0.000s, n=770, sd=7} Kg2 {+0.06/5 0.001s, n=1970, sd=9}
146. Kf7 {+1.30/6 0.000s, n=1062, sd=9} Kf2 {-1.30/6 0.001s, n=1667, sd=9}
147. Bd1 {+1.25/6 0.000s, n=1736, sd=9} Ke1 {-1.25/3 0.001s, n=540, sd=4}
148. Bb3 {+1.63/5 0.000s, n=476, sd=7} Bd2 {-1.95/6 0.001s, n=1990, sd=8}
149. Bc4 {+1.85/5 0.000s, n=747, sd=6} Kf2 {-1.53/6 0.000s, n=976, sd=9}
150. Be6 {+1.47/5 0.000s, n=1549, sd=8} Kf3 {-0.14/6 0.001s, n=1013, sd=9}
151. Kxg7 {-0.04/6 0.001s, n=2490, sd=9} Bg5 {+0.04/5 0.000s, n=749, sd=7}
152. Kg6 {+0.07/6 0.000s, n=837, sd=8} Kxg4 {+0.14/6 0.000s, n=1850, sd=8}
153. Bd5 {-0.30/5 0.000s, n=1354, sd=6} Kf4 {+0.29/5 0.000s, n=1644, sd=7}
154. Ba8 {0.00/5 0.001s, n=2672, sd=6} Ke5 {+0.40/4 0.000s, n=590, sd=5}
155. Bg2 {0.00/5 0.000s, n=1306, sd=6} Bc1 {+0.20/5 0.000s, n=1254, sd=6}
156. Bc6 {0.00/5 0.000s, n=649, sd=7} Bg5 {0.00/5 0.000s, n=1342, sd=8}
157. Bg2 {0.00/10 0.000s, n=746, sd=8} Kd4 {+0.25/7 0.001s, n=2987, sd=7}
158. Kf7 {-0.26/5 0.001s, n=2774, sd=7} Kc4 {+0.18/5 0.000s, n=1470, sd=7}
159. Ke6 {+0.24/4 0.000s, n=835, sd=6} Kc3 {+0.27/4 0.000s, n=1482, sd=6}
160. Ba8 {+0.06/5 0.001s, n=2761, sd=7} Kb4 {+0.04/5 0.001s, n=3603, sd=7}
161. Bd5 {+0.22/4 0.000s, n=1159, sd=5} Kc3 {0.00/4 0.000s, n=676, sd=6}
162. Kf7 {+0.09/4 0.000s, n=897, sd=6} Kb2 {+0.04/4 0.000s, n=889, sd=6}
163. Bb7 {+0.11/5 0.000s, n=1606, sd=6} Kc1 {+0.02/4 0.000s, n=1471, sd=5}
164. Kg7 {-0.01/5 0.001s, n=2879, sd=6} Kb2 {-0.01/6 0.001s, n=2417, sd=8}
165. Bd5 {0.00/5 0.000s, n=720, sd=6} Ka3 {0.00/5 0.001s, n=1976, sd=7}
166. Kh7 {+0.12/5 0.000s, n=914, sd=5} Kb2 {-0.11/8 0.002s, n=3384, sd=8}
167. Kg7 {0.00/8 0.000s, n=447, sd=6} Ka3 {0.00/16 0.003s, n=1655, sd=11}
168. Bc4 {+0.11/4 0.000s, n=388, sd=5} Kb4 {+0.02/8 0.003s, n=6413, sd=9}
169. Be6 {-0.24/5 0.000s, n=1828, sd=6} Kc3 {0.00/7 0.001s, n=2564, sd=8}
170. Kf7 {-0.25/5 0.000s, n=1445, sd=6} Kd3 {-0.11/5 0.000s, n=633, sd=7}
171. Ke7 {+0.08/4 0.000s, n=517, sd=6} Ke3 {+0.20/4 0.000s, n=1396, sd=6}
172. Bd5 {+0.04/4 0.000s, n=860, sd=6} Kf4 {+0.34/5 0.000s, n=605, sd=7}
173. Be6 {-0.73/5 0.001s, n=2178, sd=8} Kg4 {+0.73/5 0.000s, n=522, sd=7}
174. Bf7 {-1.02/7 0.002s, n=4700, sd=10} Kxf5 {+1.18/5 0.000s, n=645, sd=8}
175. Bc4 {-1.32/6 0.001s, n=4052, sd=9} Kg4 {+1.32/4 0.000s, n=839, sd=7}
176. Be2+ {-1.29/5 0.001s, n=2523, sd=8} Kf4 {+1.18/3 0.000s, n=520, sd=6}
177. Ke6 {-0.81/6 0.001s, n=1538, sd=9} Kg3 {+1.00/5 0.001s, n=2858, sd=8}
178. Bc4 {-0.89/5 0.001s, n=2578, sd=8} Kf3 {+0.81/4 0.000s, n=900, sd=7}
179. Bd3 {-0.88/5 0.001s, n=1851, sd=8} Ke3 {+0.67/5 0.000s, n=982, sd=6}
180. Bg6 {-0.71/4 0.000s, n=677, sd=6} Kf2 {+0.70/4 0.000s, n=570, sd=5}
181. Be4 {-0.53/4 0.000s, n=1004, sd=6} Kg3 {+0.75/4 0.000s, n=752, sd=5}
182. Kf5 {-0.38/6 0.001s, n=1640, sd=9} Kh4 {+0.54/6 0.001s, n=1008, sd=8}
183. Bf3 {-0.41/5 0.000s, n=697, sd=7} Kh3 {+0.39/5 0.000s, n=517, sd=7}
184. Bd5 {-0.44/5 0.000s, n=1294, sd=7} Kh2 {+0.31/4 0.000s, n=556, sd=5}
185. Ke6 {-0.46/5 0.000s, n=1244, sd=6} Kg1 {+0.37/5 0.000s, n=945, sd=7}
186. Bc6 {-0.37/5 0.000s, n=1315, sd=7} Kf1 {+0.49/4 0.000s, n=627, sd=5}
187. Bf3 {-0.44/5 0.000s, n=2243, sd=7} Ke1 {+0.69/4 0.000s, n=723, sd=5}
188. Be4 {-0.71/5 0.000s, n=1694, sd=6} Kd2 {+0.78/5 0.001s, n=2167, sd=7}
189. Bb1 {-0.78/3 0.001s, n=528, sd=5} Bf4 {+0.53/5 0.000s, n=1177, sd=7}
190. Kxf6 {-0.02/5 0.000s, n=1569, sd=8} Ke3 {+0.02/4 0.000s, n=1509, sd=7}
191. Ke6 {+0.08/4 0.000s, n=848, sd=7} Kd4 {+0.34/4 0.002s, n=888, sd=6}
192. Bg6 {+0.13/4 0.000s, n=1333, sd=6} Bg5 {+0.23/4 0.000s, n=681, sd=6}
193. Kf5 {-0.27/5 0.001s, n=2005, sd=7, Black's connection stalls} 1-0