[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.25"]
[Round "59"]
[White "Tofiks-base"]
[Black "Tofiks-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "rnbqr1k1/pp3ppp/2pb1n2/4p3/2P5/2NP1NP1/PP2PPBP/R1BQK2R b KQ - 2 8"]
[GameDuration "00:00:50"]
[GameStartTime "2026-04-25T00:32:56 +0000"]
[GameEndTime "2026-04-25T00:33:47 +0000"]
[PlyCount "485"]
[Termination "abandoned"]
[TimeControl "1.25+0.1"]

8... Nbd7 {-1.02/9 0.256s, n=371229, sd=21}
9. O-O {+1.03/9 0.124s, n=84542, sd=19} a5 {-1.04/9 0.133s, n=237093, sd=23}
10. e3 {+1.33/7 0.061s, n=82358, sd=17} Nf8 {-1.25/8 0.100s, n=95427, sd=20}
11. Qc2 {+1.18/8 0.105s, n=136319, sd=18} h6 {-1.18/7 0.067s, n=113064, sd=18}
12. d4 {+1.22/7 0.047s, n=59891, sd=19} Ng6 {-1.10/9 0.078s, n=79848, sd=21}
13. b3 {+1.08/7 0.037s, n=56964, sd=18} Qe7 {-1.09/7 0.053s, n=90999, sd=18}
14. Bb2 {+1.30/10 0.267s, n=253538, sd=27} e4 {-1.39/9 0.174s, n=216509, sd=22}
15. Nd2 {+1.30/10 0.292s, n=35647, sd=20} Bf5 {-1.19/8 0.031s, n=57703, sd=23}
16. h3 {+1.22/11 0.172s, n=275585, sd=23} h5 {-1.25/8 0.055s, n=75636, sd=22}
17. c5 {+1.27/11 0.276s, n=514940, sd=26} Bc7 {-1.22/8 0.065s, n=89504, sd=21}
18. Rae1 {+1.27/11 0.064s, n=113120, sd=19} Qe6 {-1.25/9 0.073s, n=78626, sd=22}
19. h4 {+1.00/10 0.061s, n=110753, sd=21} Rad8 {-1.00/9 0.082s, n=129747, sd=18}
20. a4 {+1.15/11 0.137s, n=190949, sd=21} Rd7 {-1.21/9 0.056s, n=75169, sd=21}
21. Ra1 {+1.19/8 0.040s, n=50883, sd=19} Rdd8 {-1.20/9 0.095s, n=81803, sd=24}
22. Rfe1 {+1.17/8 0.038s, n=56442, sd=19} Rd7 {-1.20/9 0.092s, n=127697, sd=20}
23. Ba3 {+1.44/10 0.091s, n=79721, sd=20} Rdd8 {-1.40/9 0.061s, n=92766, sd=18}
24. Rac1 {+1.16/10 0.126s, n=226965, sd=20}
Re7 {-1.31/10 0.114s, n=142474, sd=23} 25. Rf1 {+1.30/10 0.063s, n=62060, sd=19}
Ree8 {-1.31/10 0.119s, n=135704, sd=21}
26. Bb2 {+1.21/9 0.056s, n=101342, sd=22} Rd7 {-1.21/9 0.080s, n=104048, sd=20}
27. Rfe1 {+1.19/11 0.083s, n=91052, sd=23} Rdd8 {-1.21/9 0.060s, n=83337, sd=20}
28. Rb1 {+1.28/11 0.104s, n=172839, sd=23} Rd7 {-1.21/9 0.098s, n=125728, sd=21}
29. Ba3 {+1.46/10 0.103s, n=156072, sd=25} Bb8 {-1.46/9 0.096s, n=101061, sd=20}
30. b4 {+1.48/10 0.185s, n=288030, sd=23} axb4 {-1.53/9 0.137s, n=146264, sd=22}
31. Rxb4 {+1.77/9 0.063s, n=119680, sd=20} Qe7 {-1.86/8 0.090s, n=95969, sd=22}
32. a5 {+2.10/8 0.071s, n=79121, sd=23} Qe6 {-2.37/9 0.339s, n=452295, sd=23}
33. Reb1 {+2.80/10 0.109s, n=104992, sd=22}
Bc7 {-2.80/9 0.111s, n=147981, sd=21}
34. Rxb7 {+3.08/10 0.094s, n=137505, sd=25}
Bxa5 {-3.14/10 0.089s, n=151833, sd=24}
35. Rxd7 {+3.14/11 0.103s, n=162718, sd=24}
Qxd7 {-3.14/11 0.409s, n=54482, sd=18}
36. Nc4 {+3.35/11 0.111s, n=166042, sd=23}
Bc7 {-3.33/12 0.207s, n=313142, sd=23}
37. Nd6 {+3.46/11 0.085s, n=139790, sd=24}
Bxd6 {-3.33/12 0.095s, n=179190, sd=24}
38. cxd6 {+3.46/11 0.045s, n=80661, sd=23}
Ra8 {-3.33/12 0.258s, n=464758, sd=25} 39. Bc5 {+3.38/9 0.100s, n=140416, sd=18}
Qe6 {-3.33/9 0.057s, n=48582, sd=16} 40. Qb2 {+3.47/8 0.045s, n=68603, sd=16}
Bh3 {-3.20/9 0.137s, n=135116, sd=20} 41. Qb7 {+3.58/10 0.098s, n=79978, sd=19}
Rd8 {-3.32/10 0.109s, n=177512, sd=19}
42. Qc7 {+4.15/11 0.164s, n=112047, sd=24}
Rc8 {-3.28/10 0.120s, n=177389, sd=27} 43. d7 {+3.65/12 0.352s, n=706118, sd=26}
Qxd7 {-3.63/10 0.113s, n=238000, sd=22}
44. Qxd7 {+3.57/12 0.103s, n=255333, sd=21}
Bxd7 {-3.59/12 0.185s, n=394164, sd=24}
45. Nxe4 {+3.58/13 0.122s, n=309380, sd=23}
Nd5 {-3.59/12 0.035s, n=84687, sd=18} 46. Ra1 {+3.67/10 0.085s, n=74995, sd=19}
Bg4 {-3.83/11 0.104s, n=219030, sd=20} 47. Ra7 {+3.73/9 0.037s, n=78194, sd=18}
Rb8 {-3.57/10 0.072s, n=76476, sd=19} 48. Kh2 {+3.52/9 0.048s, n=78465, sd=18}
f6 {-3.71/10 0.197s, n=387593, sd=19} 49. Nd6 {+3.67/10 0.121s, n=196134, sd=21}
Kh8 {-3.69/10 0.160s, n=327881, sd=20}
50. Be4 {+3.80/10 0.186s, n=192770, sd=20} Kh7 {-3.73/9 0.029s, n=56149, sd=15}
51. Kg1 {+3.91/11 0.095s, n=192071, sd=18} Bh3 {-3.66/9 0.045s, n=73093, sd=17}
52. Nc4 {+3.89/10 0.112s, n=259077, sd=19} Be6 {-3.96/9 0.139s, n=144722, sd=16}
53. Na5 {+3.88/9 0.067s, n=94072, sd=15} Rb2 {-4.03/9 0.054s, n=76020, sd=17}
54. Nxc6 {+3.91/9 0.092s, n=140439, sd=19} Nc3 {-3.83/10 0.044s, n=76160, sd=18}
55. Bd3 {+4.02/10 0.112s, n=154170, sd=18}
Ne2+ {-3.75/9 0.053s, n=107559, sd=18}
56. Bxe2 {+3.77/10 0.345s, n=94034, sd=18}
Rxe2 {-3.79/10 0.116s, n=231946, sd=18}
57. Nb4 {+3.46/12 0.040s, n=60167, sd=17} Bh3 {-3.54/10 0.079s, n=171606, sd=18}
58. Bd6 {+3.75/12 0.145s, n=295644, sd=23} Rd2 {-3.65/10 0.070s, n=83993, sd=16}
59. Nd5 {+3.80/11 0.089s, n=128112, sd=18}
Kh6 {-3.79/11 0.115s, n=212010, sd=19}
60. Nc3 {+3.89/11 0.080s, n=129102, sd=18}
Bf5 {-3.81/11 0.091s, n=164028, sd=18}
61. Kg2 {+3.85/10 0.065s, n=139669, sd=17} Rc2 {-3.81/10 0.056s, n=75646, sd=17}
62. Rc7 {+4.01/11 0.101s, n=132326, sd=19}
Rd2 {-3.90/11 0.093s, n=132663, sd=20} 63. d5 {+3.91/11 0.161s, n=234723, sd=20}
Rc2 {-3.90/11 0.061s, n=64902, sd=19} 64. Rc6 {+3.99/10 0.060s, n=106533, sd=17}
Bd7 {-3.90/12 0.070s, n=81521, sd=19} 65. Rc5 {+3.91/12 0.080s, n=87672, sd=19}
Bg4 {-3.99/11 0.046s, n=102529, sd=18}
66. Rc4 {+3.93/11 0.147s, n=237899, sd=18}
Bf5 {-3.96/10 0.051s, n=100307, sd=18}
67. Rc7 {+4.03/12 0.211s, n=259701, sd=20}
Bg4 {-4.09/10 0.089s, n=166893, sd=19} 68. Ne4 {+4.03/10 0.057s, n=92161, sd=18}
Bf5 {-4.00/10 0.052s, n=84447, sd=18} 69. Nc5 {+4.06/10 0.056s, n=61751, sd=17}
Bg4 {-4.07/10 0.045s, n=98931, sd=17} 70. Nb3 {+4.17/11 0.113s, n=199729, sd=19}
Rb2 {-4.20/11 0.090s, n=158948, sd=21} 71. Nd4 {+4.26/11 0.069s, n=54638, sd=17}
Rd2 {-4.05/11 0.185s, n=374745, sd=21}
72. Rc5 {+4.18/11 0.181s, n=409986, sd=20}
Kh7 {-4.20/10 0.095s, n=174613, sd=23}
73. Ra5 {+4.25/10 0.097s, n=136736, sd=16} Rd1 {-4.23/10 0.077s, n=68358, sd=16}
74. Bc7 {+4.07/10 0.089s, n=107086, sd=16}
Kg8 {-4.20/10 0.166s, n=318633, sd=17}
75. Ra7 {+4.20/10 0.120s, n=143347, sd=18}
Kh7 {-4.15/11 0.197s, n=246490, sd=21} 76. Bd8 {+4.20/9 0.033s, n=75527, sd=16}
Kh6 {-4.01/11 0.094s, n=86250, sd=17} 77. Ba5 {+4.00/10 0.093s, n=106444, sd=18}
Ra1 {-3.92/11 0.108s, n=242135, sd=21}
78. Nc6 {+3.90/10 0.157s, n=237458, sd=16} Bf5 {-3.56/11 0.066s, n=80086, sd=21}
79. Bd2 {+3.53/11 0.086s, n=89888, sd=18}
Rxa7 {-3.78/13 0.127s, n=196106, sd=24}
80. Nxa7 {+3.73/12 0.084s, n=196070, sd=24}
Kh7 {-3.78/12 0.043s, n=115975, sd=22}
81. Kf3 {+3.71/12 0.085s, n=238439, sd=24}
Bg4+ {-3.68/12 0.288s, n=401053, sd=24}
82. Ke4 {+3.63/11 0.030s, n=89681, sd=23} Ne5 {-4.04/13 0.087s, n=264826, sd=26}
83. Nc6 {+4.02/12 0.080s, n=219764, sd=25}
Bf3+ {-4.04/13 0.048s, n=92594, sd=23}
84. Kf4 {+4.02/14 0.077s, n=178992, sd=28}
Bxd5 {-4.02/14 0.042s, n=124670, sd=23}
85. Nxe5 {+4.02/16 0.075s, n=146752, sd=27}
fxe5+ {-4.02/16 0.088s, n=186946, sd=23}
86. Kxe5 {+4.02/18 0.086s, n=198199, sd=26}
Bg2 {-4.02/17 0.044s, n=112655, sd=23}
87. Kf5 {+4.02/18 0.063s, n=100703, sd=23}
g6+ {-4.03/17 0.118s, n=400442, sd=24}
88. Ke6 {+4.02/19 0.104s, n=207656, sd=25}
Kg7 {-4.03/20 0.205s, n=287274, sd=27}
89. Ke7 {+4.02/18 0.088s, n=131766, sd=25}
Kh7 {-4.03/20 0.111s, n=156398, sd=23}
90. Kf6 {+4.02/21 0.087s, n=136130, sd=25}
Bf3 {-4.03/21 0.146s, n=231212, sd=26}
91. Ba5 {+4.02/21 0.058s, n=137450, sd=27}
Kh6 {-4.03/22 0.182s, n=232714, sd=28}
92. Bc3 {+4.02/21 0.110s, n=305317, sd=27}
Bg2 {-4.03/23 0.078s, n=110342, sd=28}
93. Bb4 {+4.02/20 0.075s, n=105829, sd=27}
Kh7 {-4.03/21 0.059s, n=151910, sd=26}
94. Ke5 {+4.02/17 0.040s, n=145766, sd=23}
Kg7 {-4.03/19 0.231s, n=254765, sd=27} 95. Ke6 {+4.02/16 0.084s, n=93164, sd=22}
Bf3 {-4.03/20 0.097s, n=221021, sd=25}
96. Bd6 {+4.02/18 0.096s, n=105165, sd=24}
Bg4+ {-4.03/18 0.078s, n=92863, sd=22}
97. Ke7 {+4.02/19 0.111s, n=135746, sd=26}
Bf3 {-4.03/19 0.041s, n=133710, sd=25}
98. Be5+ {+4.02/21 0.061s, n=119230, sd=25}
Kh6 {-4.03/20 0.059s, n=120886, sd=23}
99. Bf4+ {+4.02/22 0.086s, n=207545, sd=27}
Kh7 {-4.03/21 0.094s, n=109858, sd=25}
100. Kf6 {+4.02/20 0.078s, n=112854, sd=24}
Bg2 {-4.03/22 0.053s, n=141331, sd=24}
101. Bd6 {+4.02/22 0.085s, n=103319, sd=22}
Kh6 {-4.03/23 0.319s, n=1018059, sd=35}
102. Be5 {+4.02/23 0.074s, n=122943, sd=25}
Bf3 {-4.03/22 0.070s, n=76930, sd=24}
103. Bf4+ {+4.02/24 0.378s, n=1313569, sd=35}
Kh7 {-4.03/23 0.148s, n=136048, sd=31}
104. Ke7 {+4.02/25 0.074s, n=283674, sd=29}
Kg7 {-4.03/21 0.137s, n=170911, sd=25}
105. Bd6 {+4.02/24 0.059s, n=226815, sd=27}
Kh6 {-4.03/22 0.121s, n=166719, sd=29}
106. Ke6 {+4.02/23 0.067s, n=244959, sd=28}
Kh7 {-4.03/23 0.169s, n=189352, sd=29}
107. Be7 {+4.02/20 0.094s, n=115486, sd=23}
Kg7 {-4.03/21 0.061s, n=124752, sd=25}
108. Bc5 {+4.02/20 0.058s, n=125303, sd=25}
Kh6 {-4.03/20 0.070s, n=194336, sd=27}
109. Kf6 {+4.02/22 0.095s, n=131777, sd=30}
Bg2 {-4.03/24 0.070s, n=115201, sd=25}
110. Bf8+ {+4.02/20 0.083s, n=137918, sd=26}
Kh7 {-4.03/25 0.162s, n=499437, sd=33}
111. Be7 {+4.02/22 0.064s, n=161225, sd=24}
Kh6 {-4.03/21 0.063s, n=83021, sd=26}
112. Kf7 {+4.02/22 0.103s, n=105081, sd=24}
Bf3 {-4.03/21 0.046s, n=114986, sd=26}
113. Bf8+ {+4.02/23 0.096s, n=135836, sd=27}
Kh7 {-4.03/24 0.072s, n=214766, sd=29}
114. Bd6 {+4.02/25 0.105s, n=269316, sd=28}
Kh6 {-4.03/23 0.136s, n=185196, sd=28}
115. Kf8 {+4.02/21 0.099s, n=90527, sd=22}
Kh7 {-4.03/23 0.147s, n=133384, sd=26}
116. Bf4 {+4.02/23 0.082s, n=133297, sd=26}
Bd5 {-4.03/22 0.126s, n=165856, sd=25}
117. Bg5 {+4.02/23 0.081s, n=108744, sd=28}
Be4 {-4.03/24 0.087s, n=143577, sd=25}
118. Kf7 {+4.02/25 0.094s, n=224467, sd=31}
Bf3 {-4.03/24 0.045s, n=86850, sd=29}
119. Ke7 {+4.02/24 0.095s, n=266792, sd=28}
Kg7 {-4.03/23 0.033s, n=124100, sd=28}
120. Bf6+ {+4.02/23 0.048s, n=160258, sd=25}
Kh6 {-4.03/22 0.041s, n=143426, sd=28}
121. Ke6 {+4.02/23 0.064s, n=203905, sd=26}
Bg4+ {-4.03/22 0.051s, n=185049, sd=24}
122. Ke5 {+4.02/19 0.126s, n=141674, sd=22}
Kh7 {-3.98/17 0.101s, n=115087, sd=23}
123. Kd6 {+4.02/21 0.111s, n=225443, sd=26}
Kg8 {-3.96/18 0.049s, n=106367, sd=22}
124. Ke7 {+4.02/21 0.066s, n=180931, sd=25}
Bf3 {-4.03/24 0.092s, n=118866, sd=23}
125. Bd4 {+4.02/22 0.069s, n=125787, sd=24}
Kh7 {-4.03/24 0.080s, n=222213, sd=26}
126. Ke6 {+4.02/22 0.084s, n=208978, sd=26}
Bg4+ {-4.03/23 0.082s, n=97887, sd=23}
127. Kf6 {+4.02/21 0.065s, n=137744, sd=23}
Bf3 {-4.03/24 0.272s, n=851859, sd=30}
128. Ke7 {+4.02/22 0.100s, n=220150, sd=23}
Kh6 {-4.03/24 0.086s, n=219061, sd=32}
129. Ke6 {+4.02/21 0.108s, n=332948, sd=25}
Kh7 {-4.03/21 0.148s, n=538667, sd=27}
130. Kf6 {+4.02/20 0.055s, n=178580, sd=25}
Kh6 {-4.03/23 0.070s, n=244419, sd=27}
131. Ke5 {+4.02/20 0.238s, n=868444, sd=26}
Kh7 {-4.03/18 0.075s, n=125101, sd=21}
132. Bc3 {+4.02/20 0.088s, n=230624, sd=21}
Kg8 {-4.03/18 0.051s, n=98306, sd=23}
133. Kf6 {+4.02/21 0.254s, n=828038, sd=28}
Be4 {-4.03/20 0.310s, n=104111, sd=20}
134. Bb4 {+4.02/19 0.121s, n=378199, sd=24}
Kh7 {-3.73/19 0.107s, n=300277, sd=23}
135. Bd6 {+4.02/23 0.363s, n=76150, sd=24}
Kh6 {-3.73/18 0.040s, n=144500, sd=21}
136. f4 {+3.72/19 0.098s, n=129547, sd=21}
Bb1 {-3.73/18 0.074s, n=122775, sd=25}
137. Bf8+ {+3.72/18 0.095s, n=111227, sd=23}
Kh7 {-3.73/19 0.108s, n=144704, sd=25}
138. Bc5 {+3.72/20 0.073s, n=192606, sd=23}
Kg8 {-3.73/17 0.071s, n=162473, sd=23}
139. Ke6 {+3.72/20 0.063s, n=168070, sd=23}
Be4 {-3.73/19 0.083s, n=116885, sd=21}
140. Ke7 {+3.72/20 0.065s, n=171284, sd=22}
Kg7 {-3.73/20 0.058s, n=113572, sd=25}
141. Bd4+ {+3.72/18 0.083s, n=108571, sd=23}
Kh7 {-3.73/20 0.043s, n=118221, sd=24}
142. Ke6 {+3.72/20 0.081s, n=106723, sd=20}
Bf3 {-3.73/19 0.094s, n=122798, sd=21}
143. Bc5 {+3.72/20 0.056s, n=141685, sd=21}
Kg7 {-3.73/18 0.079s, n=87638, sd=24}
144. Bd6 {+3.72/18 0.087s, n=125393, sd=20}
Kh7 {-3.73/20 0.088s, n=122731, sd=24}
145. Kf6 {+3.72/20 0.114s, n=245802, sd=26}
Be4 {-3.73/21 0.319s, n=106555, sd=22}
146. Ke5 {+3.72/19 0.093s, n=118118, sd=23}
Bb1 {-3.93/21 0.083s, n=230083, sd=28}
147. e4 {+3.80/21 0.244s, n=220683, sd=26}
Kg8 {-3.93/21 0.064s, n=171802, sd=22}
148. f5 {+3.80/20 0.075s, n=131427, sd=21}
gxf5 {-3.93/20 0.086s, n=184874, sd=25}
149. exf5 {+3.81/19 0.042s, n=148721, sd=23}
Kf7 {-3.93/21 0.098s, n=301233, sd=26}
150. Kf4 {+3.80/19 0.046s, n=166364, sd=22}
Bd3 {-3.93/20 0.076s, n=211101, sd=23}
151. Kg5 {+3.79/19 0.084s, n=204695, sd=22}
Be2 {-3.93/22 0.072s, n=122999, sd=25}
152. Bb4 {+3.77/23 0.150s, n=308146, sd=26}
Bf3 {-3.93/22 0.134s, n=193297, sd=25}
153. Bc3 {+3.77/22 0.041s, n=158199, sd=32}
Be2 {-3.93/22 0.052s, n=164905, sd=27}
154. Bf6 {+3.77/21 0.104s, n=376303, sd=25}
Bf3 {-3.93/22 0.065s, n=227493, sd=29}
155. Bd4 {+3.77/22 0.064s, n=150132, sd=28}
Be2 {-3.93/21 0.051s, n=194012, sd=25}
156. f6 {+3.77/26 0.120s, n=217685, sd=27}
Bd1 {-3.90/22 0.085s, n=154523, sd=27}
157. Be3 {+3.77/24 0.149s, n=371515, sd=27}
Be2 {-3.90/24 0.091s, n=158490, sd=28}
158. Bf4 {+3.77/23 0.057s, n=217784, sd=27}
Bf3 {-3.90/23 0.109s, n=145070, sd=24}
159. Bc7 {+3.77/24 0.149s, n=422942, sd=28}
Bd1 {-3.90/23 0.095s, n=204800, sd=24}
160. Be5 {+3.77/21 0.120s, n=495203, sd=25}
Be2 {-3.90/25 0.113s, n=169230, sd=27}
161. Bc3 {+3.77/26 0.103s, n=123461, sd=26}
Bg4 {-3.90/25 0.063s, n=110527, sd=28}
162. Bd2 {+3.77/25 0.045s, n=183422, sd=30}
Bf3 {-3.90/25 0.110s, n=231868, sd=27}
163. Bf4 {+3.77/22 0.046s, n=135333, sd=27}
Be2 {-3.90/25 0.062s, n=186357, sd=29}
164. Be3 {+3.77/23 0.126s, n=350855, sd=26} Bf3 {-3.90/21 0.333s, n=23, sd=2}
165. Bc5 {+3.77/21 0.078s, n=247562, sd=22}
Bg4 {-3.90/23 0.114s, n=415260, sd=28}
166. Be7 {+3.77/25 0.356s, n=38782, sd=25} Be2 {-3.90/23 0.047s, n=91949, sd=25}
167. Bd6 {+3.77/23 0.052s, n=194435, sd=26}
Bd1 {-3.90/16 0.130s, n=439780, sd=21}
168. Bb8 {+3.77/23 0.141s, n=231146, sd=28}
Be2 {-3.90/24 0.053s, n=110930, sd=23}
169. Be5 {+3.77/22 0.043s, n=157698, sd=26}
Bd1 {-3.90/24 0.077s, n=241626, sd=26}
170. Kh6 {+3.77/23 0.116s, n=226174, sd=26}
Bg4 {-3.90/28 0.178s, n=133671, sd=29}
171. Bc3 {+3.77/25 0.086s, n=128096, sd=30}
Be2 {-3.90/25 0.163s, n=294362, sd=29}
172. Bd4 {+3.77/24 0.056s, n=197935, sd=28}
Bd1 {-3.90/26 0.157s, n=535410, sd=28}
173. Kg5 {+3.77/22 0.052s, n=176134, sd=26} Be2 {-3.90/24 0.274s, n=35, sd=4}
174. Bb2 {+3.77/23 0.065s, n=111694, sd=28}
Bd1 {-3.90/26 0.102s, n=132800, sd=27}
175. Kh6 {+3.77/24 0.074s, n=170471, sd=30}
Be2 {-3.90/26 0.236s, n=13809, sd=19}
176. Bc3 {+3.77/25 0.072s, n=155882, sd=28}
Bf3 {-3.90/28 0.109s, n=133990, sd=29}
177. Ba1 {+3.77/23 0.172s, n=658198, sd=28}
Bg4 {-3.74/29 0.155s, n=584658, sd=30}
178. Kg5 {+3.74/24 0.155s, n=530318, sd=30} Be2 {-3.74/27 0.102s, n=23, sd=2}
179. Kf5 {+3.74/23 0.043s, n=144228, sd=28}
Bg4+ {-3.74/27 0.058s, n=75783, sd=25}
180. Kf4 {+3.74/25 0.121s, n=212811, sd=24}
Kg6 {-3.74/28 0.106s, n=199530, sd=31}
181. Be5 {+3.74/25 0.137s, n=548107, sd=25}
Kf7 {-3.74/26 0.047s, n=106046, sd=27}
182. Bc3 {+3.74/23 0.070s, n=204812, sd=26}
Kg6 {-3.74/28 0.048s, n=90530, sd=27}
183. Bd4 {+3.74/23 0.096s, n=289318, sd=25}
Kf7 {-3.74/27 0.033s, n=86731, sd=26} 184. Bb2 {+3.74/23 0.090s, n=80638, sd=23}
Kg6 {-3.74/27 0.044s, n=134876, sd=27}
185. Bc3 {+3.74/23 0.075s, n=208608, sd=25}
Be2 {-3.74/26 0.235s, n=913970, sd=27}
186. Ke5 {+3.74/23 0.139s, n=368665, sd=26}
Bg4 {-3.74/28 0.219s, n=63532, sd=23}
187. Bd2 {+3.74/23 0.052s, n=122698, sd=25}
Kf7 {-3.74/24 0.032s, n=72190, sd=23}
188. Be3 {+3.74/22 0.036s, n=143691, sd=25}
Bd1 {-3.74/25 0.045s, n=68534, sd=21}
189. Bf4 {+3.74/24 0.134s, n=189353, sd=28}
Bg4 {-3.74/27 0.077s, n=85378, sd=25}
190. Bh6 {+3.74/24 0.061s, n=160840, sd=26}
Kg6 {-3.74/26 0.025s, n=95651, sd=26}
191. Bg5 {+3.74/26 0.100s, n=135788, sd=27}
Kf7 {-3.74/27 0.089s, n=139569, sd=29}
192. Bf4 {+3.74/25 0.088s, n=338554, sd=30}
Kg6 {-3.74/29 0.056s, n=65341, sd=26}
193. Be3 {+3.74/29 0.111s, n=118580, sd=26}
Kf7 {-3.74/30 0.069s, n=134401, sd=29}
194. Bd4 {+3.74/28 0.076s, n=284389, sd=34}
Bf3 {-3.74/25 0.073s, n=97486, sd=31}
195. Bc3 {+3.74/26 0.117s, n=148951, sd=27}
Bg4 {-3.74/29 0.074s, n=78044, sd=26}
196. Kd6 {+3.74/28 0.238s, n=718002, sd=32}
Be2 {-3.74/27 0.144s, n=125521, sd=24}
197. Bb2 {+3.74/24 0.084s, n=90949, sd=26}
Bf3 {-3.74/30 0.156s, n=228990, sd=30}
198. Ke5 {+3.74/26 0.096s, n=180670, sd=25}
Bd1 {-3.74/27 0.113s, n=234740, sd=31}
199. Kf4 {+3.74/21 0.062s, n=125599, sd=22}
Bg4 {-3.74/26 0.240s, n=919176, sd=33}
200. Bd4 {+3.74/21 0.070s, n=131819, sd=24} Be2 {-3.74/24 0.217s, n=24, sd=2}
201. Ke4 {+3.74/21 0.096s, n=237999, sd=24}
Kg6 {-3.74/20 0.067s, n=137527, sd=24}
202. Ke5 {+3.74/21 0.352s, n=24301, sd=15}
Kf7 {-3.74/22 0.050s, n=105962, sd=24}
203. Kf4 {+3.74/20 0.306s, n=52347, sd=23} Bg4 {0.00/50 0.041s, n=26, sd=2}
204. Be5 {+1.66/19 0.254s, n=657974, sd=24}
Be2 {-2.27/19 0.118s, n=163284, sd=23}
205. g4 {+2.12/19 0.106s, n=226353, sd=24}
Bxg4 {-2.25/20 0.034s, n=102462, sd=23}
206. Kg5 {+2.17/19 0.043s, n=98477, sd=23} Bd1 {-2.25/19 0.027s, n=86602, sd=23}
207. Bc7 {+2.17/22 0.067s, n=70796, sd=22} Be2 {-2.25/21 0.065s, n=71171, sd=17}
208. Bf4 {+2.17/22 0.047s, n=105360, sd=22}
Bd1 {-2.25/24 0.110s, n=137936, sd=19}
209. Be5 {+2.17/21 0.036s, n=133244, sd=22}
Be2 {-2.25/24 0.038s, n=92286, sd=19}
210. Bd6 {+2.17/21 0.077s, n=239336, sd=23}
Bg4 {-2.25/22 0.101s, n=342164, sd=25}
211. Bb4 {+2.17/24 0.075s, n=120986, sd=28}
Bd1 {-2.25/25 0.075s, n=138412, sd=24}
212. Be7 {+2.17/27 0.101s, n=189534, sd=27}
Be2 {-2.25/24 0.064s, n=89904, sd=20} 213. Kf4 {+2.17/25 0.097s, n=84826, sd=23}
Bg4 {-2.17/22 0.134s, n=157461, sd=23}
214. Ke5 {+2.17/28 0.077s, n=93924, sd=29}
Kg6 {-2.17/21 0.095s, n=212837, sd=23}
215. Bb4 {+2.17/20 0.069s, n=108782, sd=23}
Kf7 {-2.17/20 0.065s, n=179948, sd=23}
216. Bc3 {+2.17/23 0.075s, n=147079, sd=23}
Kg6 {-2.17/20 0.079s, n=108075, sd=19}
217. Kd6 {+2.17/22 0.176s, n=734911, sd=26}
Kf7 {-2.17/22 0.076s, n=89541, sd=22}
218. Bd4 {+2.17/25 0.090s, n=171229, sd=22}
Bf5 {-2.17/23 0.057s, n=95914, sd=23}
219. Ke5 {+2.17/27 0.098s, n=146138, sd=29}
Bg4 {-2.17/22 0.056s, n=233443, sd=24}
220. Be3 {+2.17/28 0.079s, n=165835, sd=28}
Kg6 {-2.17/20 0.057s, n=99095, sd=20}
221. Bg5 {+2.17/21 0.104s, n=190800, sd=22}
Kf7 {-2.17/24 0.092s, n=138757, sd=25}
222. Bf4 {+2.17/29 0.088s, n=165518, sd=26}
Bf3 {-2.17/23 0.057s, n=245684, sd=25}
223. Bd2 {+2.17/27 0.042s, n=151602, sd=30}
Bg4 {-2.17/23 0.098s, n=235539, sd=23}
224. Bb4 {+2.17/26 0.054s, n=215163, sd=27}
Kg6 {-2.17/21 0.098s, n=256581, sd=22}
225. Bc3 {+2.17/19 0.068s, n=139765, sd=22}
Kf7 {-2.17/23 0.056s, n=151807, sd=22}
226. Kf4 {+2.17/20 0.055s, n=178987, sd=23}
Kg6 {-2.17/20 0.056s, n=191292, sd=23}
227. Bd4 {+2.17/18 0.062s, n=123749, sd=21}
Be2 {-2.17/22 0.237s, n=659228, sd=24}
228. Ke4 {+2.17/19 0.069s, n=138360, sd=20}
Bg4 {-2.17/20 0.060s, n=124229, sd=23}
229. Kd5 {+2.17/19 0.117s, n=228309, sd=21}
Kf7 {-2.17/23 0.055s, n=148840, sd=24}
230. Ke5 {+2.17/30 0.336s, n=18729, sd=20}
Kg6 {-2.17/22 0.093s, n=359611, sd=23}
231. Kd6 {+2.17/20 0.088s, n=171679, sd=22}
Kf7 {-2.17/27 0.096s, n=118824, sd=24}
232. Bc3 {+2.17/28 0.293s, n=70181, sd=22}
Bf3 {-2.17/28 0.084s, n=166600, sd=30}
233. Bb2 {+2.17/26 0.135s, n=265056, sd=22}
Bg4 {-2.17/23 0.097s, n=287602, sd=25}
234. Ke5 {+2.17/22 0.081s, n=189009, sd=26}
Be6 {-2.17/23 0.072s, n=179389, sd=24}
235. Ba3 {+2.17/26 0.060s, n=117089, sd=21}
Bg4 {-2.17/22 0.065s, n=277856, sd=24}
236. Bc5 {+2.17/25 0.054s, n=213247, sd=26}
Bd7 {-2.17/21 0.039s, n=168240, sd=22}
237. Bd6 {+2.17/23 0.078s, n=116295, sd=23}
Bg4 {-2.17/20 0.104s, n=422080, sd=22}
238. Bc7 {+2.17/22 0.042s, n=165467, sd=23}
Kg6 {-2.17/21 0.065s, n=127564, sd=23}
239. Bb6 {+2.17/21 0.052s, n=212823, sd=22}
Kf7 {-2.17/23 0.069s, n=133168, sd=23}
240. Bd8 {+2.17/22 0.110s, n=425119, sd=25}
Kg6 {-2.17/22 0.073s, n=157224, sd=23}
241. Kd4 {+2.17/20 0.087s, n=152189, sd=22}
Bf3 {-2.17/21 0.106s, n=155788, sd=21}
242. Be7 {+2.17/19 0.051s, n=111608, sd=21}
Bg4 {-2.17/22 0.083s, n=132239, sd=23}
243. Ke5 {+2.17/22 0.107s, n=208474, sd=24}
Kf7 {-2.17/27 0.079s, n=110196, sd=31}
244. Bd6 {+2.17/27 0.062s, n=95364, sd=30}
Kg6 {-2.17/21 0.089s, n=189385, sd=22}
245. Ba3 {+2.17/20 0.101s, n=191765, sd=22} Kf7 {0.00/50 0.012s, n=454, sd=11}
246. Bc1 {+2.17/28 0.269s, n=940929, sd=26}
Kg6 {-2.17/22 0.110s, n=241168, sd=23}
247. Be3 {+2.17/19 0.045s, n=85475, sd=21}
Kf7 {-2.17/22 0.354s, n=1621346, sd=27}
248. Bd2 {+2.17/25 0.065s, n=92750, sd=21}
Kg6 {-2.17/19 0.037s, n=153256, sd=22}
249. Ba5 {+2.17/21 0.099s, n=209058, sd=22}
Kf7 {-2.17/21 0.083s, n=354345, sd=21} 250. Bb6 {+2.17/23 0.296s, n=5370, sd=17}
Be6 {-2.17/22 0.100s, n=267232, sd=24, White disconnects} 0-1