[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.25"]
[Round "177"]
[White "Tofiks-dev"]
[Black "Tofiks-base"]
[Result "1-0"]
[SetUp "1"]
[FEN "r2q1rk1/pbppbppp/1pn1pn2/8/3PP3/P1NB1N2/1PP2PPP/R1BQR1K1 b - - 8 8"]
[GameDuration "00:01:15"]
[GameStartTime "2026-04-25T01:35:42 +0000"]
[GameEndTime "2026-04-25T01:36:58 +0000"]
[PlyCount "486"]
[Termination "abandoned"]
[TimeControl "1.82+0.15"]

8... d6 {-0.90/9 0.410s, n=62215, sd=22}
9. Ne2 {+0.85/9 0.261s, n=181880, sd=20} Qd7 {-1.01/9 0.115s, n=144870, sd=25}
10. c3 {+1.09/9 0.117s, n=110889, sd=21} Rad8 {-0.98/9 0.075s, n=84765, sd=20}
11. Ng3 {+1.11/9 0.069s, n=60055, sd=25} h6 {-1.22/8 0.086s, n=62231, sd=24}
12. h3 {+1.06/8 0.053s, n=73714, sd=24} Nb8 {-0.96/8 0.082s, n=63765, sd=22}
13. c4 {+0.97/8 0.164s, n=124475, sd=22} c5 {-0.62/9 0.220s, n=196496, sd=23}
14. d5 {+0.63/9 0.261s, n=242840, sd=24} Qc7 {-0.65/10 0.117s, n=110059, sd=27}
15. Be3 {+0.65/9 0.086s, n=100408, sd=23} Nbd7 {-0.65/10 0.084s, n=81768, sd=23}
16. Bc2 {+0.65/9 0.091s, n=70225, sd=22} Ne5 {-0.53/9 0.058s, n=58947, sd=22}
17. Qe2 {+0.73/9 0.123s, n=130898, sd=23} Ba6 {-0.61/8 0.069s, n=93672, sd=21}
18. Nxe5 {+0.71/11 0.148s, n=111563, sd=22}
dxe5 {-0.65/10 0.277s, n=287075, sd=23}
19. dxe6 {+0.71/11 0.476s, n=32374, sd=16}
fxe6 {-0.57/10 0.084s, n=95660, sd=21}
20. Rad1 {+0.73/12 0.282s, n=262721, sd=22}
Bd6 {-0.62/10 0.122s, n=107935, sd=20}
21. Kh2 {+0.72/11 0.146s, n=199934, sd=21} Qf7 {-0.50/8 0.095s, n=99316, sd=17}
22. Rd2 {+0.60/9 0.078s, n=71113, sd=20} Bc7 {-0.75/10 0.149s, n=121603, sd=22}
23. Rxd8 {+0.90/10 0.111s, n=94474, sd=23}
Rxd8 {-1.03/10 0.148s, n=178437, sd=22}
24. b4 {+0.85/11 0.103s, n=140176, sd=19} Qe7 {-0.80/10 0.310s, n=350976, sd=23}
25. Rb1 {+0.90/10 0.163s, n=250368, sd=21} Bd6 {-0.98/9 0.061s, n=89806, sd=22}
26. b5 {+1.03/11 0.285s, n=202170, sd=22} Bb7 {-1.01/12 0.225s, n=234854, sd=22}
27. Rd1 {+1.02/11 0.161s, n=235780, sd=21}
Qf7 {-1.05/11 0.240s, n=328439, sd=24} 28. f3 {+1.04/10 0.115s, n=191424, sd=18}
a5 {-1.02/10 0.072s, n=90146, sd=21} 29. Qe1 {+1.19/9 0.118s, n=158618, sd=19}
Bc7 {-1.06/9 0.207s, n=238954, sd=18}
30. Rxd8+ {+0.93/9 0.126s, n=161062, sd=20}
Bxd8 {-1.02/9 0.097s, n=98290, sd=21} 31. Qd2 {+1.09/10 0.097s, n=111818, sd=18}
Bc7 {-0.99/10 0.184s, n=157504, sd=18}
32. Kg1 {+0.94/11 0.185s, n=229749, sd=20}
Qg6 {-0.84/12 0.230s, n=249385, sd=20}
33. Bf2 {+0.89/11 0.110s, n=131789, sd=20}
Ne8 {-0.88/11 0.099s, n=173757, sd=26}
34. Qc3 {+0.89/11 0.099s, n=111029, sd=18}
Nd6 {-0.82/12 0.376s, n=480335, sd=22}
35. Kh2 {+0.94/11 0.324s, n=232041, sd=18}
Qf6 {-0.89/11 0.182s, n=285737, sd=21} 36. Be3 {+0.89/8 0.087s, n=95770, sd=17}
Nf7 {-0.83/11 0.168s, n=169772, sd=20} 37. Qd2 {+0.78/9 0.215s, n=250371, sd=20}
Nd6 {-0.86/11 0.183s, n=205651, sd=20} 38. Qd3 {+0.74/10 0.090s, n=85695, sd=17}
Qh4 {-0.86/11 0.088s, n=116482, sd=21} 39. Qc3 {+0.77/9 0.094s, n=153303, sd=21}
Nf7 {-0.82/10 0.142s, n=116613, sd=19}
40. Nh1 {+1.03/11 0.195s, n=153682, sd=23}
Bd8 {-1.07/10 0.207s, n=188084, sd=18}
41. Bf2 {+0.83/10 0.079s, n=129743, sd=18}
Qg5 {-0.93/10 0.306s, n=428967, sd=23}
42. Qd3 {+1.00/10 0.136s, n=144979, sd=19} Qe7 {-0.88/9 0.069s, n=102235, sd=18}
43. Ng3 {+0.89/10 0.154s, n=162051, sd=19} Qd6 {-0.75/9 0.085s, n=97017, sd=19}
44. Qc3 {+0.75/10 0.220s, n=216954, sd=18}
Bh4 {-0.69/10 0.269s, n=225728, sd=23}
45. Bg1 {+0.69/10 0.298s, n=358189, sd=20}
Qe7 {-0.65/10 0.188s, n=187625, sd=22} 46. Ne2 {+0.70/10 0.106s, n=98106, sd=18}
Nd6 {-0.65/10 0.152s, n=169097, sd=21}
47. Bb3 {+0.73/10 0.136s, n=102353, sd=18}
Kh7 {-0.97/11 0.502s, n=683613, sd=21}
48. Qxe5 {+0.97/11 0.179s, n=144671, sd=24}
a4 {-1.19/10 0.128s, n=175924, sd=20} 49. Ba2 {+0.96/11 0.228s, n=238929, sd=26}
Bf6 {-0.97/11 0.259s, n=261208, sd=21} 50. Qg3 {+0.96/11 0.558s, n=55671, sd=18}
Bb2 {-0.73/10 0.093s, n=88623, sd=23} 51. Be3 {+0.54/10 0.415s, n=409549, sd=22}
e5 {-0.80/9 0.100s, n=43867, sd=17} 52. Qe1 {+0.74/9 0.077s, n=60206, sd=16}
Qe6 {-0.78/10 0.172s, n=105712, sd=20} 53. Nc3 {+0.78/10 0.081s, n=43154, sd=15}
Bxc3 {-0.80/11 0.160s, n=149184, sd=24}
54. Qxc3 {+0.46/10 0.065s, n=68624, sd=21}
Nxb5 {-1.15/12 0.107s, n=140284, sd=26}
55. cxb5 {+2.18/11 0.326s, n=450675, sd=25}
Qxa2 {-1.15/12 0.484s, n=54589, sd=19}
56. Qxe5 {+2.41/11 0.230s, n=341722, sd=24}
Bc8 {-2.33/10 0.203s, n=114824, sd=21}
57. Qc7 {+2.66/11 0.209s, n=150706, sd=21} Qe6 {-2.39/11 0.095s, n=86175, sd=16}
58. Bf4 {+2.77/11 0.057s, n=78331, sd=20} Bd7 {-2.40/10 0.424s, n=62846, sd=17}
59. Be5 {+3.00/11 0.064s, n=65908, sd=19} Kg8 {-2.57/11 0.231s, n=319294, sd=21}
60. f4 {+2.94/11 0.098s, n=105580, sd=19} Kf7 {-3.24/10 0.238s, n=238273, sd=22}
61. Bd6 {+3.08/11 0.212s, n=194347, sd=21}
Kg8 {-3.19/10 0.127s, n=108041, sd=21} 62. f5 {+3.30/11 0.209s, n=286187, sd=22}
Qe8 {-3.22/11 0.110s, n=134230, sd=22}
63. Be5 {+3.28/11 0.105s, n=116255, sd=19}
Qe7 {-3.21/11 0.084s, n=108733, sd=20} 64. Bb2 {+2.79/9 0.152s, n=125871, sd=19}
Qe8 {-2.94/9 0.188s, n=180024, sd=17} 65. Qxb6 {+3.75/10 0.445s, n=40630, sd=15}
Qxe4 {-3.16/11 0.153s, n=163952, sd=20}
66. Qxc5 {+2.81/11 0.088s, n=112098, sd=23}
Qf4+ {-2.49/10 0.208s, n=154298, sd=20}
67. Kg1 {+2.58/10 0.056s, n=89157, sd=18}
Qxf5 {-2.72/12 0.222s, n=297723, sd=23}
68. Qd4 {+2.45/11 0.173s, n=222069, sd=21} Qf7 {-2.72/11 0.336s, n=43286, sd=22}
69. b6 {+2.68/11 0.072s, n=118097, sd=19} Bc6 {-2.68/11 0.065s, n=104109, sd=19}
70. Qd6 {+2.68/11 0.094s, n=89718, sd=20} Bb7 {-2.76/10 0.130s, n=206882, sd=20}
71. Bc3 {+2.94/8 0.138s, n=71995, sd=17} Qd5 {-3.04/9 0.139s, n=122655, sd=19}
72. Qb8+ {+2.72/8 0.088s, n=86067, sd=17} Kh7 {-2.95/9 0.069s, n=84817, sd=24}
73. Qg3 {+3.03/10 0.078s, n=122288, sd=19}
Qf7 {-2.81/11 0.226s, n=351284, sd=24}
74. Qc7 {+2.74/10 0.160s, n=150736, sd=19} Kg8 {-2.59/10 0.059s, n=84403, sd=19}
75. h4 {+2.73/10 0.214s, n=327346, sd=23}
Qxc7 {-2.86/10 0.277s, n=362672, sd=18}
76. bxc7 {+2.10/13 0.161s, n=318398, sd=23}
g6 {-2.22/11 0.095s, n=172149, sd=17} 77. Bd2 {+2.42/14 0.238s, n=143680, sd=20}
h5 {-2.24/12 0.054s, n=46461, sd=16} 78. Kf2 {+2.50/16 0.085s, n=92796, sd=24}
Kf7 {-2.37/15 0.090s, n=130362, sd=21} 79. Bg5 {+2.50/19 0.120s, n=98262, sd=24}
Ke6 {-2.32/14 0.041s, n=100641, sd=22}
80. Bd8 {+2.48/19 0.086s, n=200682, sd=24}
Bc8 {-2.32/13 0.054s, n=122982, sd=21}
81. Ke3 {+2.38/15 0.166s, n=105420, sd=22}
Ke5 {-2.31/15 0.109s, n=179328, sd=20} 82. Kd2 {+2.38/17 0.091s, n=88002, sd=22}
Kd4 {-2.42/16 0.290s, n=391802, sd=25} 83. Ke2 {+2.38/16 0.107s, n=56989, sd=21}
Bg4+ {-2.27/15 0.057s, n=97144, sd=24}
84. Kf2 {+2.38/16 0.088s, n=136725, sd=23}
Kd3 {-2.27/21 0.191s, n=158055, sd=28}
85. Kg3 {+2.32/15 0.079s, n=117152, sd=21} Ke4 {-2.27/23 0.117s, n=80282, sd=22}
86. Bf6 {+2.34/19 0.088s, n=137732, sd=25}
Bc8 {-2.27/22 0.087s, n=219156, sd=26}
87. Be7 {+2.31/18 0.065s, n=154064, sd=23}
Bg4 {-2.27/21 0.043s, n=108301, sd=24}
88. Bg5 {+2.31/19 0.097s, n=134394, sd=24}
Bc8 {-2.27/24 0.240s, n=454582, sd=31}
89. Bf6 {+2.31/20 0.128s, n=138520, sd=26} Bg4 {-2.27/21 0.082s, n=55140, sd=22}
90. Kf2 {+2.30/19 0.150s, n=280423, sd=25} Kd3 {-2.27/24 0.419s, n=57001, sd=23}
91. Be7 {+2.31/18 0.059s, n=139546, sd=24}
Kd4 {-2.27/22 0.249s, n=508745, sd=27}
92. Bg5 {+2.31/15 0.121s, n=132842, sd=21}
Kd3 {-2.27/22 0.297s, n=362399, sd=28}
93. Bh6 {+2.31/21 0.510s, n=818990, sd=28} Ke4 {-2.27/19 0.142s, n=81678, sd=22}
94. Bc1 {+2.30/20 0.218s, n=535464, sd=27}
Kd5 {-2.27/20 0.210s, n=213484, sd=22}
95. Bg5 {+2.31/18 0.195s, n=201017, sd=24} Kd6 {-2.27/19 0.058s, n=71195, sd=19}
96. Bf4+ {+2.38/16 0.190s, n=147177, sd=22}
Kd5 {-2.39/15 0.298s, n=391121, sd=23} 97. Ke3 {+2.38/19 0.125s, n=80069, sd=22}
Bc8 {-2.39/14 0.144s, n=254921, sd=20}
98. Kd3 {+2.38/19 0.114s, n=152925, sd=25}
Bf5+ {-2.42/14 0.093s, n=80913, sd=19}
99. Kc3 {+2.38/19 0.104s, n=186184, sd=24}
Kc5 {-2.42/17 0.084s, n=109588, sd=22}
100. Bg5 {+2.38/19 0.062s, n=145284, sd=24}
Bg4 {-2.42/18 0.121s, n=196763, sd=26}
101. Bd8 {+2.38/18 0.150s, n=117041, sd=21}
Bc8 {-2.42/17 0.121s, n=70659, sd=21}
102. Kd3 {+2.38/19 0.149s, n=134863, sd=24}
Kd5 {-2.42/17 0.103s, n=83338, sd=20}
103. Ke2 {+2.38/20 0.153s, n=202444, sd=25}
Bg4+ {-2.42/17 0.070s, n=100988, sd=21}
104. Kd2 {+2.38/20 0.175s, n=255423, sd=27}
Kd6 {-2.42/17 0.084s, n=92344, sd=21}
105. Kc3 {+2.38/20 0.057s, n=138158, sd=23}
Kc5 {-2.42/19 0.090s, n=138213, sd=24}
106. Kd3 {+2.38/20 0.069s, n=131702, sd=23}
Kd5 {-2.42/20 0.100s, n=97014, sd=20}
107. Ke3 {+2.34/19 0.229s, n=568209, sd=26}
Ke5 {-2.42/20 0.091s, n=183155, sd=24}
108. Be7 {+2.38/20 0.104s, n=148148, sd=25}
Be6 {-2.42/18 0.104s, n=64429, sd=18}
109. Kd2 {+2.38/16 0.167s, n=223620, sd=21}
Kd5 {-2.42/19 0.189s, n=298120, sd=25}
110. Ke2 {+2.38/18 0.096s, n=115772, sd=21}
Kc6 {-2.42/19 0.171s, n=132669, sd=18}
111. Bd8 {+2.38/18 0.088s, n=157297, sd=23}
Kd5 {-2.42/20 0.073s, n=128815, sd=22}
112. Ke3 {+2.38/18 0.087s, n=166177, sd=24}
Ke5 {-2.42/20 0.095s, n=78329, sd=19}
113. Be7 {+2.38/18 0.079s, n=141527, sd=23}
Bg4 {-2.42/19 0.117s, n=127363, sd=24}
114. Kd2 {+2.31/18 0.105s, n=228847, sd=24}
Kd5 {-2.42/17 0.073s, n=106633, sd=20}
115. g3 {+2.38/18 0.229s, n=139790, sd=23}
Kc6 {-2.42/19 0.112s, n=156574, sd=24}
116. Bd8 {+2.31/19 0.179s, n=281462, sd=25}
Kd5 {-2.42/22 0.253s, n=271039, sd=26}
117. Ke3 {+2.28/19 0.184s, n=344774, sd=25}
Ke5 {-2.42/20 0.160s, n=327485, sd=27}
118. Be7 {+2.28/20 0.127s, n=149391, sd=27}
Bf5 {-2.42/19 0.192s, n=459708, sd=30}
119. Bg5 {+2.28/17 0.100s, n=120402, sd=23}
Bc8 {-2.42/19 0.119s, n=96179, sd=21}
120. Kd3 {+2.28/20 0.298s, n=202578, sd=21}
Kd6 {-2.42/19 0.142s, n=236468, sd=26}
121. Bd8 {+2.28/19 0.126s, n=111306, sd=24}
Kd5 {-2.42/20 0.096s, n=153589, sd=28}
122. Be7 {+2.28/18 0.103s, n=216488, sd=24}
Kc6 {-0.25/15 0.201s, n=460308, sd=19}
123. Bd8 {+2.28/17 0.552s, n=10175, sd=16} Kd5 {0.00/31 0.151s, n=75384, sd=30}
124. Kc2 {+2.14/18 0.407s, n=545648, sd=26}
Kc6 {-2.42/19 0.138s, n=112466, sd=24}
125. Kd2 {+2.14/20 0.292s, n=329853, sd=28}
Kd5 {-2.42/21 0.155s, n=260441, sd=28}
126. Ke3 {+2.14/19 0.147s, n=169811, sd=27}
Ke5 {-2.42/20 0.051s, n=76598, sd=22}
127. Ke2 {+2.14/20 0.172s, n=150831, sd=26}
Ke4 {-2.42/17 0.119s, n=61924, sd=23}
128. Bg5 {+2.14/21 0.191s, n=146271, sd=26}
Ke5 {-2.26/17 0.246s, n=375077, sd=24}
129. Ke3 {+2.14/19 0.242s, n=293618, sd=28}
Kd6 {-2.32/15 0.104s, n=88328, sd=21}
130. Bf4+ {+2.14/19 0.065s, n=127154, sd=28}
Kd5 {-2.25/16 0.102s, n=235915, sd=23}
131. Kd2 {+2.14/20 0.090s, n=158995, sd=22}
Kc6 {-2.25/17 0.172s, n=217800, sd=23}
132. Kd3 {+2.07/16 0.143s, n=159473, sd=22}
Kd5 {-2.25/20 0.224s, n=196139, sd=26}
133. Kc3 {+1.99/16 0.111s, n=223418, sd=26}
Kc5 {-2.25/19 0.106s, n=121017, sd=20}
134. Kc2 {+1.83/17 0.124s, n=283707, sd=24}
Kd5 {-2.25/17 0.116s, n=215597, sd=22}
135. Kd3 {+1.91/19 0.302s, n=515127, sd=25}
Bf5+ {-2.42/18 0.104s, n=96461, sd=23}
136. Ke2 {+2.14/17 0.390s, n=33274, sd=18}
Bg4+ {-2.25/18 0.118s, n=240986, sd=26}
137. Kd2 {+1.71/19 0.106s, n=164311, sd=23}
Bc8 {-2.05/21 0.295s, n=699986, sd=26}
138. Kc1 {+1.71/20 0.282s, n=687944, sd=25}
Kc6 {-2.17/15 0.156s, n=191308, sd=21}
139. Be5 {+1.71/20 0.139s, n=187103, sd=26}
Bg4 {-1.82/16 0.159s, n=218852, sd=24}
140. Kb2 {+1.71/19 0.183s, n=141137, sd=22}
Bc8 {-1.84/16 0.092s, n=158898, sd=23}
141. Kc3 {+1.91/15 0.061s, n=67663, sd=19}
Kd5 {-2.06/17 0.109s, n=317756, sd=24}
142. Bf6 {+2.01/19 0.241s, n=326914, sd=24}
Kc6 {-2.06/17 0.077s, n=174583, sd=22}
143. Bd8 {+2.00/19 0.139s, n=200899, sd=27}
Kc5 {-2.42/20 0.161s, n=133274, sd=23}
144. Be7+ {+2.00/20 0.173s, n=319748, sd=27}
Kc6 {-2.06/14 0.121s, n=115707, sd=20}
145. Kb4 {+1.91/21 0.227s, n=651627, sd=27}
Kxc7 {-2.06/17 0.105s, n=196225, sd=19}
146. Kxa4 {+1.91/22 0.091s, n=172657, sd=26}
Kc6 {-2.06/17 0.118s, n=152490, sd=19}
147. Kb3 {+1.91/18 0.093s, n=77642, sd=19}
Kb6 {-2.06/16 0.159s, n=146843, sd=19}
148. a4 {+1.91/19 0.142s, n=168997, sd=22}
Bg4 {-2.06/19 0.166s, n=174893, sd=19}
149. Kb4 {+1.91/19 0.102s, n=225113, sd=24}
Ka6 {-2.06/21 0.118s, n=99183, sd=24} 150. Bd8 {+2.21/20 0.097s, n=71564, sd=21}
Be2 {-2.06/23 0.152s, n=127261, sd=26}
151. Kc5 {+2.21/20 0.052s, n=109371, sd=22}
Bf3 {-2.06/23 0.134s, n=228484, sd=26}
152. a5 {+2.21/20 0.097s, n=151200, sd=23}
Be4 {-2.06/23 0.079s, n=102910, sd=26}
153. Kd4 {+2.21/18 0.097s, n=53330, sd=23} Bf5 {-2.06/22 0.128s, n=76149, sd=24}
154. Kc4 {+2.21/18 0.292s, n=425636, sd=22}
Be4 {-2.06/23 0.110s, n=110981, sd=23}
155. Kb4 {+2.21/19 0.243s, n=504544, sd=23}
Bf3 {-2.06/23 0.149s, n=243562, sd=29}
156. Bf6 {+2.21/21 0.097s, n=91139, sd=20}
Be2 {-2.06/25 0.170s, n=110963, sd=24}
157. Bg5 {+2.21/21 0.079s, n=52518, sd=23} Bg4 {-2.06/27 0.113s, n=90229, sd=23}
158. Bf4 {+2.21/19 0.085s, n=50760, sd=20}
Bf3 {-2.06/24 0.135s, n=159116, sd=25}
159. Be5 {+2.21/17 0.050s, n=84964, sd=21} Be2 {-2.06/26 0.112s, n=80316, sd=28}
160. Bf6 {+1.97/20 0.257s, n=363562, sd=24}
Bf3 {-2.06/24 0.191s, n=413093, sd=28}
161. Bd8 {+1.93/20 0.183s, n=427330, sd=24}
Be2 {-2.06/25 0.127s, n=153023, sd=27}
162. Kc5 {+1.93/19 0.088s, n=69997, sd=19}
Bf3 {-2.06/25 0.084s, n=126273, sd=29}
163. Kd4 {+1.93/19 0.116s, n=133329, sd=22}
Kb5 {-2.08/21 0.389s, n=243695, sd=24}
164. Ke5 {+1.93/19 0.059s, n=99593, sd=22}
Bg4 {-2.06/21 0.149s, n=156374, sd=24}
165. Kf4 {+1.93/19 0.153s, n=117429, sd=19}
Bf5 {-2.06/21 0.170s, n=173186, sd=24}
166. Bb6 {+1.93/19 0.125s, n=195133, sd=27}
Bg4 {-2.06/20 0.088s, n=168546, sd=24}
167. Kg5 {+1.93/18 0.128s, n=97516, sd=19}
Bf5 {-2.06/19 0.111s, n=121228, sd=22}
168. Bd8 {+1.93/19 0.073s, n=124065, sd=20}
Bd3 {-2.06/20 0.240s, n=196098, sd=23}
169. Kf6 {+1.93/19 0.101s, n=165850, sd=22}
Ka4 {-2.06/21 0.197s, n=252005, sd=23}
170. Ke5 {+1.93/19 0.094s, n=85639, sd=21}
Kb5 {-2.06/21 0.160s, n=215526, sd=24}
171. Bb6 {+1.93/19 0.087s, n=125616, sd=24}
Bc2 {-2.06/20 0.086s, n=158164, sd=22}
172. Kd5 {+1.93/19 0.144s, n=142904, sd=21}
Bd1 {-2.06/21 0.159s, n=108377, sd=19}
173. Ke6 {+1.93/19 0.118s, n=100180, sd=22}
Bg4+ {-2.06/22 0.116s, n=175264, sd=25}
174. Kf6 {+1.93/21 0.264s, n=216125, sd=27}
Bf5 {-2.06/20 0.188s, n=165321, sd=23} 175. Kg5 {+1.93/21 0.444s, n=54, sd=4}
Be4 {-2.06/19 0.106s, n=83275, sd=19}
176. Kf4 {+1.93/20 0.067s, n=117207, sd=23}
Bc2 {-2.06/21 0.232s, n=161660, sd=22}
177. Ke3 {+1.93/20 0.114s, n=76889, sd=21} Bf5 {-2.06/19 0.154s, n=69907, sd=20}
178. Kd4 {+1.93/20 0.097s, n=106007, sd=20}
Bc2 {-2.06/19 0.151s, n=102233, sd=19}
179. Ke5 {+1.93/19 0.076s, n=114390, sd=25}
Bd3 {-2.06/18 0.105s, n=106552, sd=21}
180. Kd5 {+1.93/20 0.109s, n=180656, sd=23}
Kb4 {-2.06/18 0.126s, n=98087, sd=19}
181. Ke6 {+1.93/16 0.132s, n=100608, sd=20}
Be2 {-2.06/19 0.088s, n=114559, sd=18}
182. Kf6 {+1.93/18 0.184s, n=129749, sd=20}
Bd3 {-2.06/19 0.112s, n=97145, sd=21}
183. Bc7 {+1.93/19 0.076s, n=129157, sd=20}
Ka4 {-2.06/21 0.121s, n=196068, sd=23}
184. Kg5 {+1.93/20 0.225s, n=424942, sd=24}
Kb5 {-2.06/18 0.150s, n=366640, sd=22}
185. Kf4 {+1.93/19 0.056s, n=141399, sd=21}
Be2 {-2.06/21 0.264s, n=285820, sd=25}
186. Bd8 {+1.93/19 0.136s, n=203728, sd=24}
Bg4 {-2.06/20 0.263s, n=619014, sd=22}
187. Bb6 {+1.93/20 0.159s, n=156563, sd=23}
Bf5 {-2.06/21 0.156s, n=124317, sd=23}
188. Ke3 {+1.93/19 0.103s, n=81746, sd=20} Kc6 {-2.06/19 0.132s, n=87068, sd=18}
189. Kd4 {+1.93/20 0.127s, n=171569, sd=22}
Bg4 {-2.06/20 0.085s, n=96893, sd=21} 190. Ke4 {+1.93/19 0.131s, n=90961, sd=20}
Kb5 {-2.06/23 0.120s, n=56875, sd=21}
191. Ke5 {+1.93/19 0.077s, n=105332, sd=22}
Ka6 {-2.06/22 0.160s, n=215747, sd=27}
192. Kf6 {+1.93/21 0.199s, n=165159, sd=25}
Bf5 {-2.06/21 0.112s, n=73350, sd=22}
193. Ke7 {+1.93/20 0.147s, n=122427, sd=21}
Bg4 {-2.06/21 0.078s, n=110700, sd=22}
194. Kd6 {+1.93/20 0.079s, n=104623, sd=19}
Kb5 {-2.06/21 0.161s, n=138475, sd=26}
195. Bd8 {+1.93/21 0.131s, n=159915, sd=24}
Bd1 {-2.06/21 0.093s, n=167057, sd=26}
196. Kd5 {+1.93/19 0.162s, n=255359, sd=24}
Bf3+ {-2.06/21 0.384s, n=674738, sd=28}
197. Kd4 {+1.93/19 0.173s, n=110926, sd=19}
Ka6 {-2.06/18 0.084s, n=96417, sd=20}
198. Ke5 {+1.93/20 0.104s, n=112673, sd=25}
Be2 {-1.92/18 0.165s, n=164652, sd=21}
199. Kf4 {+1.93/19 0.162s, n=95653, sd=22}
Kb7 {-1.92/18 0.158s, n=207792, sd=21}
200. Bb6 {+1.93/18 0.402s, n=533913, sd=22}
Kc6 {-1.92/17 0.141s, n=145601, sd=22}
201. Kg5 {+1.88/17 0.197s, n=142386, sd=22}
Bd3 {-1.92/18 0.131s, n=213583, sd=22}
202. g4 {+1.88/19 0.094s, n=175509, sd=20}
Be2 {-1.92/18 0.070s, n=120776, sd=20}
203. gxh5 {+1.88/18 0.064s, n=112509, sd=20}
gxh5 {-1.92/20 0.137s, n=111777, sd=19}
204. Kf6 {+1.88/18 0.055s, n=112485, sd=20}
Kb5 {-1.92/21 0.144s, n=119895, sd=22}
205. Bc7 {+1.88/19 0.133s, n=195242, sd=20}
Kb4 {-1.92/19 0.203s, n=249150, sd=20}
206. Kg5 {+1.88/17 0.096s, n=160012, sd=20}
Kb5 {-1.92/19 0.102s, n=148832, sd=21}
207. Bd8 {+1.88/19 0.127s, n=195189, sd=19}
Bg4 {-1.92/19 0.091s, n=125353, sd=22}
208. Bb6 {+1.88/19 0.088s, n=160239, sd=21}
Ka6 {-1.92/24 0.147s, n=99732, sd=29} 209. Kg6 {+1.88/21 0.119s, n=94278, sd=22}
Kb5 {-1.92/20 0.105s, n=132258, sd=22}
210. Kh6 {+1.88/20 0.057s, n=158117, sd=21}
Be2 {-1.92/20 0.103s, n=129526, sd=24}
211. Bc7 {+1.88/20 0.213s, n=507126, sd=25}
Kc6 {-1.92/20 0.131s, n=154139, sd=22}
212. Bd8 {+1.88/20 0.134s, n=176580, sd=23}
Kb5 {-1.92/21 0.105s, n=186502, sd=22}
213. Bb6 {+1.88/20 0.187s, n=320863, sd=24}
Bg4 {-1.92/21 0.168s, n=202073, sd=22}
214. Kg6 {+1.88/21 0.161s, n=299076, sd=24}
Kc6 {-1.92/21 0.158s, n=346998, sd=23}
215. Kf6 {+1.88/20 0.215s, n=343797, sd=22}
Kb5 {-1.92/21 0.109s, n=160068, sd=24}
216. Bd8 {+1.88/21 0.148s, n=269759, sd=26}
Be2 {-1.92/20 0.124s, n=208483, sd=22}
217. Ke7 {+1.88/20 0.112s, n=199960, sd=21}
Ka4 {-1.92/20 0.170s, n=322691, sd=22}
218. Ke6 {+1.88/18 0.145s, n=207577, sd=19}
Bg4+ {-1.92/20 0.211s, n=307557, sd=25}
219. Kf6 {+1.88/19 0.126s, n=210561, sd=21}
Kb5 {-1.92/21 0.175s, n=442085, sd=24}
220. Kg5 {+1.88/20 0.097s, n=155702, sd=22}
Bf3 {-1.92/18 0.126s, n=328254, sd=22}
221. Kf4 {+1.88/19 0.397s, n=1060081, sd=25}
Bd1 {-1.92/19 0.087s, n=157657, sd=22}
222. Ke5 {+1.88/19 0.149s, n=213847, sd=23}
Be2 {-1.92/20 0.205s, n=383565, sd=22}
223. Bb6 {+1.88/19 0.062s, n=185372, sd=21}
Ka6 {-1.92/23 0.126s, n=148685, sd=23}
224. Kd5 {+1.88/21 0.143s, n=134243, sd=22}
Kb5 {-1.92/22 0.175s, n=129625, sd=23}
225. Kd6 {+1.88/21 0.086s, n=107613, sd=24}
Bf1 {-1.92/21 0.061s, n=148471, sd=22}
226. Kd7 {+1.88/19 0.134s, n=163979, sd=22}
Be2 {-1.92/21 0.171s, n=229082, sd=23}
227. Ke6 {+1.88/17 0.074s, n=213057, sd=21}
Bg4+ {-1.92/21 0.106s, n=292433, sd=22}
228. Kf7 {+1.88/20 0.144s, n=147286, sd=22}
Bd1 {-1.92/21 0.137s, n=129583, sd=21}
229. Ke7 {+1.88/21 0.172s, n=226999, sd=25}
Be2 {-1.92/21 0.062s, n=174091, sd=24}
230. Kd8 {+1.88/21 0.165s, n=410246, sd=26}
Bg4 {-1.92/21 0.206s, n=372122, sd=25}
231. Kc7 {+1.88/19 0.109s, n=266088, sd=23}
Bf3 {-1.92/21 0.201s, n=256864, sd=22}
232. Kc8 {+1.88/20 0.124s, n=160752, sd=22}
Be4 {-1.92/25 0.251s, n=257543, sd=22}
233. Kd7 {+1.88/23 0.116s, n=102791, sd=26}
Bg2 {-1.92/24 0.173s, n=227857, sd=25}
234. Ke6 {+1.88/23 0.133s, n=161239, sd=27}
Bf3 {-1.92/23 0.225s, n=369806, sd=25}
235. Ke5 {+1.88/22 0.063s, n=179003, sd=27}
Be2 {-1.92/22 0.328s, n=717181, sd=26}
236. Bd8 {+1.88/19 0.139s, n=241953, sd=22}
Kb4 {-1.92/21 0.463s, n=1475122, sd=27}
237. Kf4 {+1.88/18 0.094s, n=162832, sd=21}
Ka4 {-1.92/20 0.111s, n=206918, sd=22}
238. Bb6 {+1.88/18 0.098s, n=160483, sd=20}
Kb4 {-1.92/18 0.445s, n=60158, sd=21}
239. Kg5 {+1.88/18 0.141s, n=177973, sd=21}
Kb5 {-1.92/20 0.062s, n=87860, sd=21}
240. Bc7 {+1.88/21 0.200s, n=205827, sd=23}
Bg4 {-1.92/20 0.093s, n=142611, sd=21}
241. Kf4 {+1.88/20 0.078s, n=116251, sd=21}
Be2 {-1.92/20 0.103s, n=107482, sd=21}
242. Ke3 {+1.88/19 0.122s, n=132947, sd=21}
Bg4 {-1.92/20 0.095s, n=114777, sd=20}
243. Bb6 {+1.88/19 0.088s, n=112546, sd=21}
Bh3 {-1.92/21 0.167s, n=127298, sd=22}
244. Ke4 {+1.88/20 0.102s, n=116338, sd=23}
Bg4 {-1.92/20 0.073s, n=55620, sd=21}
245. Kf4 {+1.88/20 0.171s, n=216358, sd=22}
Kc6 {-1.92/20 0.072s, n=113198, sd=20}
246. Ke5 {+1.88/19 0.087s, n=166217, sd=21}
Kb5 {-1.92/23 0.172s, n=273338, sd=27}
247. Kd6 {+1.88/21 0.161s, n=255791, sd=24}
Be2 {-1.92/22 0.276s, n=799442, sd=27}
248. Bc7 {+1.88/20 0.123s, n=225714, sd=22}
Bf3 {-1.92/21 0.136s, n=137751, sd=22}
249. Ke5 {+1.88/20 0.117s, n=202290, sd=22}
Bg4 {-1.92/20 0.111s, n=197379, sd=24}
250. Ke4 {+1.88/17 0.143s, n=327702, sd=21}
Kc6 {-1.92/16 0.136s, n=234064, sd=20}
251. Bb6 {0.00/18 0.348s, n=888172, sd=23, Black disconnects} 1-0