[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.24"]
[Round "53"]
[White "Tofiks-base"]
[Black "Tofiks-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "rnbq1rk1/ppp1Bpbp/6p1/3pp3/4P3/2NP1N2/PPP1BPPP/R2Q1RK1 b - - 0 8"]
[GameDuration "00:00:51"]
[GameStartTime "2026-04-24T19:39:31 +0000"]
[GameEndTime "2026-04-24T19:40:22 +0000"]
[PlyCount "491"]
[Termination "abandoned"]
[TimeControl "1.26+0.1"]

8... Qxe7 {-1.40/9 0.050s, n=71137, sd=22}
9. Nxd5 {+1.35/10 0.125s, n=162459, sd=23} Qd8 {-1.40/10 0.041s, n=68755, sd=21}
10. c3 {+1.36/10 0.142s, n=283254, sd=22} Be6 {-1.27/9 0.110s, n=98486, sd=23}
11. Ne3 {+1.15/8 0.037s, n=57889, sd=19} c5 {-1.07/8 0.069s, n=73771, sd=19}
12. h4 {+1.06/7 0.037s, n=55271, sd=16} h6 {-0.94/8 0.059s, n=68921, sd=18}
13. Qa4 {+1.01/7 0.046s, n=73443, sd=18} Nc6 {-0.79/8 0.040s, n=58143, sd=19}
14. Qb5 {+0.82/8 0.093s, n=105580, sd=22} Qd6 {-0.76/8 0.083s, n=111288, sd=20}
15. h5 {+0.69/8 0.120s, n=183003, sd=20} b6 {-0.76/8 0.055s, n=73952, sd=19}
16. a3 {+0.80/8 0.060s, n=84786, sd=20} Rad8 {-0.61/8 0.067s, n=67715, sd=19}
17. Nd2 {+0.61/7 0.038s, n=67598, sd=18} Qd7 {-0.20/8 0.155s, n=247248, sd=21}
18. a4 {+0.64/7 0.055s, n=65379, sd=17} Kh7 {-0.67/8 0.100s, n=132703, sd=23}
19. Ndc4 {+1.00/8 0.071s, n=85808, sd=21} Qc7 {-0.94/8 0.074s, n=104664, sd=22}
20. Nd5 {+1.52/9 0.140s, n=183321, sd=24} Qd7 {-1.53/10 0.238s, n=252734, sd=25}
21. Bf3 {+1.53/8 0.046s, n=92289, sd=22} g5 {-1.49/9 0.052s, n=92540, sd=24}
22. Nce3 {+1.49/8 0.105s, n=117671, sd=22} Rfe8 {-1.69/8 0.044s, n=80251, sd=19}
23. g4 {+1.77/8 0.070s, n=97211, sd=18} Qd6 {-1.53/8 0.077s, n=108331, sd=21}
24. Rfe1 {+1.87/9 0.180s, n=179234, sd=23} Ne7 {-1.74/8 0.053s, n=61048, sd=20}
25. a5 {+1.74/10 0.112s, n=143786, sd=21} Nxd5 {-1.74/9 0.078s, n=105881, sd=20}
26. Nxd5 {+2.38/11 0.245s, n=439845, sd=27}
bxa5 {-1.76/10 0.123s, n=188082, sd=21}
27. Rxa5 {+2.70/12 0.377s, n=655304, sd=23}
Rb8 {-2.44/9 0.104s, n=189290, sd=24} 28. Qa4 {+2.58/12 0.224s, n=430329, sd=27}
Red8 {-2.59/9 0.052s, n=93231, sd=16} 29. Rb1 {+2.50/12 0.238s, n=390134, sd=24}
Rb7 {-2.57/10 0.232s, n=371314, sd=22}
30. Rxa7 {+2.58/12 0.225s, n=410436, sd=25}
Qb8 {-2.57/10 0.052s, n=101112, sd=19}
31. Rxb7 {+2.58/11 0.322s, n=25121, sd=17}
Qxb7 {-2.41/11 0.222s, n=482245, sd=19}
32. Kh2 {+2.38/10 0.045s, n=63592, sd=18} Ra8 {-2.34/11 0.198s, n=320980, sd=22}
33. Qc4 {+2.45/10 0.030s, n=52645, sd=18} Ra5 {-2.41/11 0.054s, n=110839, sd=20}
34. Kg3 {+2.41/9 0.048s, n=101929, sd=18} Qd7 {-2.50/11 0.352s, n=683641, sd=22}
35. Rc1 {+2.54/9 0.064s, n=95943, sd=19} Qa7 {-2.60/10 0.179s, n=331214, sd=18}
36. Qb3 {+2.61/10 0.090s, n=121493, sd=17}
Ra2 {-2.57/10 0.082s, n=119554, sd=16} 37. c4 {+2.60/11 0.075s, n=114219, sd=18}
Bd7 {-2.55/10 0.095s, n=127073, sd=17} 38. Bg2 {+2.59/10 0.040s, n=82139, sd=20}
Bc6 {-2.50/9 0.083s, n=143216, sd=18} 39. Rf1 {+2.53/10 0.126s, n=206158, sd=17}
Ra4 {-2.53/9 0.087s, n=111039, sd=18} 40. Rd1 {+2.62/8 0.057s, n=102678, sd=15}
Ra2 {-2.55/9 0.064s, n=114768, sd=18} 41. Rc1 {+2.62/10 0.101s, n=117208, sd=20}
Ra4 {-2.55/11 0.119s, n=93510, sd=16} 42. Re1 {+2.62/10 0.075s, n=104418, sd=18}
Ra2 {-2.55/11 0.123s, n=149577, sd=19}
43. Rh1 {+2.51/10 0.127s, n=164922, sd=16} Ra4 {-2.55/9 0.094s, n=117429, sd=17}
44. Rb1 {+2.59/9 0.036s, n=73001, sd=15} Ra2 {-2.55/10 0.096s, n=67983, sd=15}
45. Qb6 {+2.56/11 0.183s, n=307896, sd=19}
Qxb6 {-2.34/13 0.269s, n=415655, sd=22}
46. Nxb6 {+2.45/13 0.146s, n=269650, sd=22}
Kg8 {-2.47/13 0.097s, n=247625, sd=23}
47. Nd5 {+2.74/13 0.182s, n=220061, sd=21}
Bf8 {-2.72/13 0.064s, n=145576, sd=18}
48. Bf3 {+2.47/13 0.058s, n=137299, sd=21}
Kg7 {-2.53/12 0.046s, n=118278, sd=21}
49. Bd1 {+2.56/13 0.080s, n=196515, sd=23}
Ra8 {-2.41/12 0.058s, n=143108, sd=20}
50. Kf3 {+2.70/14 0.184s, n=448028, sd=21}
Bd6 {-2.51/12 0.059s, n=136631, sd=18}
51. Ke3 {+2.56/13 0.063s, n=150104, sd=19} f6 {-2.67/13 0.284s, n=604802, sd=20}
52. Bb3 {+2.57/11 0.036s, n=84863, sd=18} Rb8 {-2.67/12 0.151s, n=177963, sd=20}
53. Bc2 {+2.51/12 0.061s, n=85713, sd=19} Kf7 {-2.72/13 0.183s, n=404469, sd=22}
54. Kd2 {+2.59/12 0.078s, n=120696, sd=20}
Ke6 {-2.72/13 0.081s, n=140054, sd=20} 55. Kc3 {+2.59/13 0.069s, n=85267, sd=18}
Ra8 {-2.72/13 0.061s, n=107097, sd=19}
56. Bb3 {+2.59/13 0.083s, n=154294, sd=21}
Ra5 {-2.71/13 0.110s, n=265213, sd=20} 57. Kd2 {+2.61/13 0.064s, n=91822, sd=18}
Bf8 {-2.60/12 0.099s, n=244868, sd=18}
58. Re1 {+2.60/13 0.110s, n=185790, sd=17}
Bg7 {-2.65/13 0.099s, n=132711, sd=21}
59. Kc2 {+2.61/12 0.057s, n=104672, sd=18} Bd7 {-2.65/12 0.068s, n=89069, sd=16}
60. Ne3 {+2.61/13 0.070s, n=91813, sd=16} Kf7 {-2.65/14 0.132s, n=140468, sd=18}
61. Rg1 {+2.61/13 0.131s, n=201180, sd=19} Bc6 {-2.65/13 0.091s, n=69298, sd=22}
62. Nf5 {+2.62/15 0.145s, n=112632, sd=20} Ra8 {-2.65/14 0.071s, n=71473, sd=18}
63. Rc1 {+2.62/14 0.130s, n=127265, sd=20}
Bd7 {-2.65/15 0.168s, n=349989, sd=24}
64. Re1 {+2.62/14 0.079s, n=130365, sd=19} Ra5 {-2.65/14 0.046s, n=87435, sd=19}
65. Kd2 {+2.62/14 0.077s, n=133657, sd=21}
Ra8 {-2.65/13 0.102s, n=100359, sd=21}
66. Kc3 {+2.62/14 0.074s, n=114548, sd=19} Ra5 {-2.65/15 0.088s, n=96175, sd=19}
67. Kc2 {+2.62/14 0.062s, n=122972, sd=20} Ra8 {-2.65/14 0.083s, n=92780, sd=18}
68. Rf1 {+2.62/14 0.101s, n=86539, sd=19} Ra5 {-2.65/16 0.108s, n=79940, sd=19}
69. Kc3 {+2.62/14 0.058s, n=99225, sd=18} Be6 {-2.65/15 0.113s, n=100328, sd=19}
70. Rg1 {+2.63/11 0.076s, n=113467, sd=15}
Ra8 {-2.65/12 0.053s, n=108364, sd=17}
71. Ne3 {+2.62/12 0.105s, n=178666, sd=18}
Ke7 {-2.65/12 0.086s, n=107585, sd=18}
72. Rc1 {+2.74/11 0.079s, n=191108, sd=18}
Kf7 {-2.68/10 0.061s, n=104205, sd=17}
73. Bd1 {+2.74/12 0.106s, n=111374, sd=16}
Ra5 {-2.67/11 0.151s, n=241576, sd=17}
74. Nd5 {+2.70/11 0.117s, n=158131, sd=16}
Bd7 {-2.69/11 0.081s, n=100509, sd=22} 75. Bf3 {+2.65/10 0.041s, n=89256, sd=15}
Ke6 {-2.64/11 0.075s, n=146148, sd=18}
76. Rd1 {+2.62/11 0.226s, n=331428, sd=18}
Bc6 {-2.64/11 0.095s, n=147666, sd=17} 77. Rg1 {+2.62/11 0.068s, n=67413, sd=18}
Bf8 {-2.60/11 0.096s, n=129771, sd=17} 78. Rc1 {+2.61/12 0.100s, n=86439, sd=17}
Bd7 {-2.60/11 0.081s, n=142745, sd=16}
79. Bd1 {+2.61/13 0.235s, n=266062, sd=20} Bg7 {-2.65/13 0.085s, n=80232, sd=19}
80. Ne3 {+2.62/12 0.084s, n=105034, sd=19} Bf8 {-2.65/14 0.080s, n=77903, sd=18}
81. Bb3 {+2.62/14 0.078s, n=81440, sd=18} Kd6 {-2.65/14 0.153s, n=243721, sd=20}
82. Nf5+ {+2.62/13 0.086s, n=73106, sd=19} Kc6 {-2.64/9 0.067s, n=131221, sd=15}
83. Kd2 {+2.68/11 0.110s, n=113995, sd=15} Kc7 {-2.64/10 0.070s, n=92252, sd=14}
84. Re1 {+2.64/11 0.088s, n=118268, sd=15}
Kc6 {-2.64/11 0.110s, n=203895, sd=15} 85. Kc2 {+2.64/10 0.068s, n=93363, sd=14}
Ra8 {-2.65/14 0.220s, n=300799, sd=20}
86. Kc3 {+2.64/13 0.126s, n=159711, sd=17} Be6 {-2.65/13 0.079s, n=87707, sd=18}
87. Bd1 {+2.70/12 0.216s, n=461270, sd=17}
Ra1 {-2.72/10 0.097s, n=134781, sd=18} 88. Rh1 {+2.75/9 0.042s, n=102388, sd=19}
Bd7 {-2.82/11 0.078s, n=98501, sd=16} 89. Bf3 {+2.75/11 0.085s, n=119140, sd=15}
Ra5 {-2.75/12 0.091s, n=136552, sd=18} 90. Kb3 {+2.71/9 0.074s, n=82796, sd=15}
Kb6 {-2.75/11 0.079s, n=98832, sd=17} 91. Ne3 {+2.70/10 0.128s, n=234150, sd=15}
Kc6 {-2.82/12 0.108s, n=119918, sd=20}
92. Nd5 {+2.82/12 0.181s, n=221583, sd=19}
Bg7 {-2.75/13 0.100s, n=126010, sd=19}
93. Ne7+ {+2.83/12 0.103s, n=247430, sd=19}
Kc7 {-2.76/12 0.047s, n=113787, sd=20}
94. Kc2 {+2.82/12 0.098s, n=157081, sd=19}
Ra2 {-2.76/12 0.131s, n=109354, sd=17}
95. Rc1 {+2.81/11 0.063s, n=130468, sd=18} Ra5 {-2.76/12 0.080s, n=72984, sd=16}
96. Kc3 {+2.75/11 0.087s, n=127795, sd=17}
Kd8 {-2.66/13 0.192s, n=401085, sd=19} 97. Nd5 {+2.78/10 0.071s, n=92146, sd=16}
Bc6 {-2.65/13 0.072s, n=101772, sd=19}
98. Ne3 {+2.61/10 0.114s, n=175112, sd=16} Kd7 {-2.56/12 0.117s, n=85876, sd=17}
99. Bd1 {+2.57/11 0.080s, n=88429, sd=17} Ke6 {-2.65/12 0.067s, n=116252, sd=16}
100. Bb3 {+2.60/14 0.105s, n=152777, sd=22}
Bd7 {-2.65/13 0.077s, n=79291, sd=18} 101. f3 {+2.60/15 0.178s, n=135908, sd=19}
Kf7 {-2.65/14 0.084s, n=82682, sd=20}
102. Re1 {+2.60/14 0.177s, n=142930, sd=20}
Ke7 {-2.65/13 0.108s, n=94257, sd=20}
103. Nf5+ {+2.65/11 0.084s, n=88277, sd=17}
Kf8 {-2.65/10 0.055s, n=135652, sd=16}
104. Kd2 {+2.61/11 0.048s, n=110975, sd=14}
Ra8 {-2.65/13 0.121s, n=93694, sd=18}
105. Rc1 {+2.60/11 0.106s, n=115957, sd=19}
Kf7 {-2.65/13 0.110s, n=98445, sd=18}
106. Ne3 {+2.60/13 0.101s, n=108778, sd=18}
Ra5 {-2.65/14 0.119s, n=202786, sd=19}
107. Nd5 {+2.60/13 0.054s, n=112078, sd=18}
Ke6 {-2.65/14 0.053s, n=103193, sd=19}
108. Rf1 {+2.60/13 0.050s, n=91217, sd=18}
Bc6 {-2.65/15 0.113s, n=111267, sd=20}
109. Ne3 {+2.60/13 0.068s, n=69746, sd=18}
Kd7 {-2.65/14 0.192s, n=154013, sd=20}
110. Nf5 {+2.60/15 0.131s, n=174426, sd=20}
Bf8 {-2.65/14 0.090s, n=93244, sd=19}
111. Rd1 {+2.60/16 0.075s, n=129714, sd=20}
Ke6 {-2.65/13 0.091s, n=72581, sd=17}
112. Kc2 {+2.60/16 0.073s, n=125681, sd=22}
Ra8 {-2.65/14 0.100s, n=84347, sd=18}
113. Rc1 {+2.60/16 0.114s, n=130759, sd=20}
Bd7 {-2.65/16 0.087s, n=92606, sd=19}
114. Rg1 {+2.60/13 0.063s, n=117921, sd=17}
Ra5 {-2.65/15 0.116s, n=77887, sd=19}
115. Re1 {+2.60/16 0.104s, n=103862, sd=22}
Kf7 {-2.65/16 0.090s, n=127432, sd=26}
116. Ne3 {+2.60/14 0.109s, n=120259, sd=20}
Bg7 {-2.65/16 0.077s, n=125247, sd=19}
117. Kd2 {+2.60/15 0.119s, n=110855, sd=19}
Ke6 {-2.65/15 0.151s, n=151758, sd=25}
118. Nf5 {+2.60/15 0.051s, n=89831, sd=19}
Bf8 {-2.65/16 0.085s, n=169380, sd=23}
119. Kc3 {+2.60/17 0.119s, n=191597, sd=25}
Bc6 {-2.65/16 0.066s, n=125835, sd=22}
120. Rg1 {+2.60/17 0.084s, n=169171, sd=27}
Ra8 {-2.65/16 0.089s, n=76329, sd=20}
121. Kd2 {+2.60/17 0.093s, n=194720, sd=26}
Ra5 {-2.65/16 0.098s, n=140873, sd=22}
122. Rc1 {+2.60/17 0.126s, n=261182, sd=23}
Ra8 {-2.65/16 0.073s, n=133099, sd=23}
123. Kc3 {+2.60/16 0.127s, n=199548, sd=22}
Ra5 {-2.65/17 0.094s, n=161609, sd=24}
124. Rd1 {+2.60/16 0.065s, n=125320, sd=20}
Ra8 {-2.65/16 0.088s, n=72707, sd=20}
125. Rg1 {+2.60/16 0.115s, n=138730, sd=21}
Ra5 {-2.65/17 0.069s, n=94747, sd=23} 126. Rf1 {+2.60/16 0.084s, n=84940, sd=24}
Ra8 {-2.65/18 0.142s, n=172629, sd=24}
127. Rd1 {+2.60/15 0.075s, n=77780, sd=23}
Ra5 {-2.65/17 0.102s, n=113883, sd=19}
128. Rc1 {+2.60/16 0.071s, n=95878, sd=21}
Ra8 {-2.65/17 0.059s, n=109303, sd=22}
129. Kd2 {+2.60/16 0.084s, n=102567, sd=19}
Ra5 {-2.65/17 0.145s, n=315330, sd=23}
130. Kc2 {+2.60/17 0.102s, n=94778, sd=21}
Bd7 {-2.65/18 0.079s, n=100357, sd=19}
131. Rg1 {+2.60/16 0.113s, n=114835, sd=22}
Bc6 {-2.65/18 0.071s, n=148198, sd=24}
132. Rb1 {+2.60/18 0.108s, n=117662, sd=23}
Bd7 {-2.65/17 0.133s, n=104082, sd=22}
133. Rd1 {+2.60/17 0.162s, n=229012, sd=25}
Ra8 {-2.65/16 0.090s, n=78811, sd=21} 134. Re1 {+2.60/15 0.078s, n=81795, sd=19}
Bc6 {-2.65/18 0.120s, n=127300, sd=19}
135. Rh1 {+2.60/16 0.085s, n=69913, sd=18} Kf7 {-2.65/17 0.121s, n=91512, sd=19}
136. Rc1 {+2.60/16 0.084s, n=72574, sd=23}
Ke6 {-2.65/19 0.144s, n=200082, sd=24}
137. Ne3 {+2.60/15 0.069s, n=87501, sd=22} Ra5 {-2.65/15 0.056s, n=80863, sd=21}
138. Kc3 {+2.60/16 0.094s, n=118294, sd=23}
Ra8 {-2.65/18 0.111s, n=128745, sd=20}
139. Rb1 {+2.60/15 0.123s, n=117703, sd=18}
Kd6 {-2.65/17 0.214s, n=185751, sd=21}
140. Nf5+ {+2.60/15 0.057s, n=79273, sd=25}
Ke6 {-2.65/17 0.102s, n=81099, sd=23}
141. Kd2 {+2.60/17 0.083s, n=111877, sd=26}
Ra5 {-2.65/17 0.041s, n=104971, sd=22}
142. Rd1 {+2.60/17 0.088s, n=138531, sd=21}
Kd7 {-2.65/17 0.123s, n=235922, sd=23}
143. Kc2 {+2.60/17 0.118s, n=177857, sd=21}
Ke6 {-2.65/17 0.103s, n=164228, sd=24}
144. Rf1 {+2.60/17 0.129s, n=125327, sd=20}
Ra8 {-2.65/17 0.106s, n=107224, sd=20}
145. Re1 {+2.60/17 0.207s, n=504734, sd=25}
Ra5 {-2.65/18 0.087s, n=101312, sd=20}
146. Ne3 {+2.60/17 0.078s, n=137824, sd=19}
Bb7 {-2.65/17 0.068s, n=87965, sd=18}
147. Kd2 {+2.42/13 0.120s, n=227238, sd=18}
Bd6 {-1.88/14 0.144s, n=269542, sd=20}
148. Nd5 {+2.08/12 0.102s, n=205172, sd=18}
Bc6 {-1.99/14 0.152s, n=237595, sd=22}
149. Bc2 {+2.00/12 0.121s, n=109798, sd=17}
Ra2 {-1.97/13 0.079s, n=120258, sd=19}
150. b3 {+1.98/12 0.083s, n=182589, sd=16}
Be7 {-1.99/13 0.193s, n=263909, sd=20}
151. Rb1 {+1.96/10 0.068s, n=79851, sd=16} Kf7 {-1.99/10 0.054s, n=67914, sd=16}
152. Kc3 {+1.98/9 0.069s, n=70780, sd=16} Ra3 {-1.99/13 0.144s, n=220722, sd=17}
153. Kb2 {+1.99/9 0.074s, n=40337, sd=14} Ra5 {-2.27/14 0.096s, n=92498, sd=21}
154. Ra1 {+2.49/14 0.114s, n=159679, sd=22}
Rxa1 {-2.58/16 0.176s, n=387823, sd=27}
155. Kxa1 {+2.38/14 0.078s, n=169367, sd=19}
Bd6 {-2.58/16 0.043s, n=122884, sd=22}
156. Kb2 {+2.69/14 0.098s, n=128469, sd=20}
Bd7 {-2.64/15 0.050s, n=136952, sd=20}
157. Bd1 {+2.68/16 0.194s, n=197640, sd=22}
Ke6 {-2.66/15 0.069s, n=132127, sd=20}
158. Be2 {+2.66/15 0.045s, n=100531, sd=21}
Kf7 {-2.66/15 0.054s, n=111567, sd=19}
159. Kc3 {+2.66/16 0.138s, n=102876, sd=19}
Ke6 {-2.69/14 0.074s, n=148415, sd=19}
160. Kd2 {+2.66/16 0.052s, n=105031, sd=22}
Bc6 {-2.69/16 0.158s, n=334069, sd=22}
161. Bd1 {+2.66/16 0.061s, n=118421, sd=20}
Bd7 {-2.66/15 0.103s, n=70594, sd=19}
162. Kc3 {+2.66/16 0.087s, n=147808, sd=21}
Bc6 {-2.66/16 0.093s, n=134523, sd=20}
163. Kc2 {+2.62/17 0.114s, n=242108, sd=24}
Be8 {-2.69/16 0.093s, n=240512, sd=23}
164. Be2 {+2.67/16 0.144s, n=210345, sd=21}
Bd7 {-2.69/16 0.049s, n=99633, sd=20}
165. Kc3 {+2.67/16 0.156s, n=145786, sd=23}
Kf7 {-2.69/16 0.076s, n=186017, sd=24}
166. Kd2 {+2.67/15 0.082s, n=195924, sd=20}
Ke6 {-2.69/15 0.043s, n=133209, sd=20}
167. Bf1 {+2.65/17 0.160s, n=279554, sd=21}
Bc6 {-2.69/16 0.069s, n=101391, sd=22}
168. Kc2 {+2.65/16 0.131s, n=202465, sd=22}
Bf8 {-2.69/15 0.090s, n=91361, sd=23} 169. Kc3 {+2.65/15 0.065s, n=82312, sd=21}
Kf7 {-2.69/16 0.089s, n=144912, sd=22}
170. Bg2 {+2.65/17 0.115s, n=152173, sd=22}
Ke6 {-2.69/18 0.121s, n=124935, sd=23}
171. Kd2 {+2.65/16 0.085s, n=105713, sd=21}
Be7 {-2.69/15 0.137s, n=174924, sd=20}
172. Ke2 {+2.65/14 0.087s, n=117994, sd=19}
Bd7 {-2.52/14 0.077s, n=109554, sd=18}
173. Ne3 {+2.65/16 0.355s, n=132310, sd=20}
Kd6 {-2.41/14 0.112s, n=252022, sd=19}
174. Bf1 {+2.35/16 0.145s, n=394670, sd=26}
Bd8 {-2.39/14 0.093s, n=84568, sd=18}
175. Nd5 {+2.35/15 0.042s, n=108725, sd=22}
Ke6 {-2.32/15 0.081s, n=138148, sd=21}
176. Kd2 {+2.35/16 0.055s, n=105716, sd=21}
Ba5+ {-2.36/13 0.102s, n=230394, sd=19}
177. Kd1 {+2.35/16 0.097s, n=198507, sd=24}
Kf7 {-2.43/14 0.084s, n=150332, sd=18}
178. Ke2 {+2.35/16 0.129s, n=166081, sd=22}
Ke6 {-2.43/14 0.068s, n=120412, sd=18}
179. Bg2 {+2.35/16 0.087s, n=132423, sd=20}
Bd8 {-2.43/15 0.080s, n=125412, sd=19}
180. Ne3 {+2.35/15 0.071s, n=65330, sd=18} Kd6 {-2.43/16 0.087s, n=88291, sd=18}
181. Kd1 {+2.35/17 0.238s, n=507682, sd=28}
Ba5 {-2.29/16 0.074s, n=188768, sd=21}
182. Nd5 {+2.35/17 0.038s, n=79228, sd=18}
Ke6 {-2.34/16 0.146s, n=356286, sd=23}
183. Bh1 {+2.35/17 0.055s, n=78704, sd=20}
Kf7 {-2.28/15 0.063s, n=144042, sd=20}
184. Ke2 {+2.35/17 0.081s, n=102145, sd=19}
Ke6 {-2.27/15 0.098s, n=214339, sd=19}
185. Ke3 {+2.29/17 0.242s, n=670721, sd=23}
Be1 {-2.32/14 0.072s, n=213257, sd=22}
186. Bg2 {+2.21/15 0.071s, n=103175, sd=21}
Ba5 {-2.23/15 0.073s, n=107719, sd=18}
187. Bh3 {+2.33/15 0.193s, n=386164, sd=22}
Be1 {-2.34/15 0.099s, n=131796, sd=19}
188. Ke2 {+2.35/14 0.060s, n=164087, sd=25}
Ba5 {-2.34/16 0.087s, n=115743, sd=19}
189. Kd1 {+2.35/16 0.089s, n=119409, sd=23}
Bb4 {-2.34/16 0.120s, n=226478, sd=22}
190. Bg2 {+2.35/15 0.290s, n=30081, sd=17} Ba5 {0.00/32 0.176s, n=116309, sd=25}
191. Kc2 {+2.14/15 0.084s, n=145913, sd=22}
Be1 {-2.22/13 0.099s, n=95532, sd=17}
192. Ne3 {+2.20/14 0.091s, n=163604, sd=20}
Kd6 {-2.15/13 0.115s, n=266409, sd=20}
193. Kc1 {+2.21/12 0.058s, n=50551, sd=16}
Bg3 {-2.18/13 0.082s, n=109850, sd=18}
194. Kd1 {+2.27/13 0.049s, n=85843, sd=20}
Ke7 {-2.29/14 0.130s, n=206111, sd=19}
195. Nd5+ {+2.31/13 0.064s, n=121817, sd=17}
Ke6 {-2.29/14 0.078s, n=132157, sd=21}
196. Ke2 {+2.32/12 0.030s, n=79238, sd=18}
Bh2 {-2.23/14 0.052s, n=146414, sd=20}
197. Ne3 {+2.26/14 0.190s, n=241897, sd=21}
Kf7 {-2.23/15 0.113s, n=189947, sd=21}
198. Kf2 {+2.28/13 0.052s, n=95821, sd=18}
Bf4 {-2.27/16 0.328s, n=650324, sd=23}
199. Bf1 {+2.25/14 0.085s, n=186420, sd=19}
Ke7 {-2.27/15 0.117s, n=133055, sd=20}
200. Ke2 {+2.19/14 0.156s, n=334816, sd=21}
Be6 {-2.27/15 0.135s, n=186821, sd=20}
201. Nd5+ {+2.19/16 0.065s, n=88388, sd=20}
Bxd5 {-2.21/17 0.078s, n=87716, sd=24}
202. exd5 {+2.19/19 0.058s, n=91189, sd=23}
Kd6 {-2.21/20 0.077s, n=108884, sd=24}
203. Bh3 {+2.19/18 0.064s, n=87183, sd=22}
Kd7 {-2.21/19 0.096s, n=105156, sd=23}
204. Bg2 {+2.19/19 0.052s, n=76447, sd=25}
Bc1 {-2.21/19 0.058s, n=144466, sd=23}
205. Kf2 {+2.19/20 0.108s, n=117639, sd=21}
Kd6 {-2.21/19 0.094s, n=84327, sd=20} 206. Ke1 {+2.19/20 0.042s, n=96586, sd=23}
Bf4 {-2.21/22 0.131s, n=172173, sd=28}
207. Ke2 {+2.19/20 0.049s, n=131870, sd=26}
Bc1 {-2.21/22 0.066s, n=136590, sd=23}
208. Bh1 {+2.19/18 0.085s, n=94396, sd=23}
Kd7 {-2.21/22 0.113s, n=102497, sd=22}
209. Kd1 {+2.19/20 0.108s, n=146116, sd=26}
Bb2 {-2.21/21 0.252s, n=691714, sd=27}
210. Bg2 {+2.19/19 0.080s, n=119674, sd=25}
Bd4 {-2.21/19 0.086s, n=113290, sd=23}
211. Ke2 {+2.19/21 0.070s, n=98008, sd=22}
Kd6 {-2.21/21 0.082s, n=110638, sd=24}
212. Kd2 {+2.19/21 0.072s, n=134033, sd=25}
Kd7 {-2.21/20 0.091s, n=110814, sd=23}
213. Bh1 {+2.19/21 0.058s, n=148739, sd=26}
Kd6 {-2.21/20 0.081s, n=126986, sd=20}
214. Kc2 {+2.19/20 0.118s, n=215609, sd=25}
Ke7 {-2.21/21 0.079s, n=144933, sd=22}
215. Bg2 {+2.19/20 0.065s, n=101155, sd=24}
Kd6 {-2.21/21 0.064s, n=162365, sd=26}
216. Bf1 {+2.19/20 0.080s, n=124961, sd=27}
Kd7 {-2.21/21 0.108s, n=267015, sd=25}
217. Kd2 {+2.19/19 0.045s, n=141233, sd=22}
Bf2 {-2.21/21 0.116s, n=162881, sd=28}
218. Kd1 {+2.19/19 0.071s, n=134911, sd=24}
Bd4 {-2.21/19 0.105s, n=116331, sd=21}
219. Kc2 {+2.19/20 0.089s, n=179159, sd=25}
Kd6 {-2.21/21 0.131s, n=152196, sd=25}
220. Bg2 {+2.19/20 0.052s, n=116327, sd=23}
Ke7 {-2.21/19 0.058s, n=181995, sd=25}
221. Bh1 {+2.19/21 0.097s, n=170899, sd=24}
Kd7 {-2.21/21 0.109s, n=145382, sd=25}
222. Kc1 {+2.19/22 0.117s, n=182353, sd=25}
Kd6 {-2.21/21 0.083s, n=197572, sd=26}
223. Kd2 {+2.19/21 0.060s, n=115869, sd=23}
Kd7 {-2.21/21 0.095s, n=124400, sd=24}
224. Bg2 {+2.19/22 0.121s, n=132775, sd=26}
Kd6 {-2.21/21 0.072s, n=190628, sd=24}
225. Bf1 {+2.19/22 0.074s, n=155524, sd=25}
Kd7 {-2.21/23 0.138s, n=303792, sd=31}
226. Bh3 {+2.19/22 0.097s, n=258996, sd=28}
Kd6 {-2.21/22 0.075s, n=103308, sd=27}
227. Kd1 {+2.19/22 0.078s, n=195474, sd=26}
Bc3 {-2.21/22 0.096s, n=156546, sd=23}
228. Bg2 {+2.19/22 0.134s, n=287218, sd=25}
Kd7 {-2.21/22 0.073s, n=123755, sd=24}
229. Ke2 {+2.19/22 0.123s, n=158207, sd=23}
Bd4 {-2.21/24 0.113s, n=247342, sd=25}
230. Bh3 {+2.19/22 0.089s, n=246893, sd=26}
Kd6 {-2.21/24 0.084s, n=196869, sd=24}
231. Kd2 {+2.19/24 0.159s, n=295548, sd=27}
Bf2 {-2.21/21 0.074s, n=184509, sd=26}
232. Kd1 {+2.19/23 0.114s, n=138847, sd=21}
Be3 {-2.21/22 0.102s, n=173095, sd=25}
233. Ke1 {+2.19/22 0.096s, n=80281, sd=21}
Kd7 {-2.21/22 0.112s, n=109358, sd=23}
234. Bg2 {+2.19/21 0.087s, n=112022, sd=29}
Kd6 {-2.21/23 0.187s, n=329293, sd=24}
235. Bf1 {+2.19/23 0.219s, n=222741, sd=27}
Bf4 {-2.21/22 0.160s, n=161473, sd=25}
236. Ke2 {+2.19/20 0.105s, n=94165, sd=24}
Bc1 {-2.21/23 0.142s, n=284410, sd=29}
237. Kd1 {+2.19/23 0.142s, n=242046, sd=23}
Be3 {-2.21/24 0.063s, n=131468, sd=26}
238. Bh3 {+2.19/24 0.070s, n=175480, sd=27}
Kd7 {-2.21/19 0.066s, n=162415, sd=28}
239. Kc2 {+2.20/21 0.100s, n=87809, sd=23}
Bd4 {-2.21/20 0.071s, n=115846, sd=21}
240. Kb1 {+2.20/21 0.046s, n=110375, sd=22}
Bc3 {-2.21/20 0.055s, n=127657, sd=21}
241. Ka2 {+2.20/21 0.065s, n=162485, sd=24}
Bb4 {-2.21/21 0.094s, n=159776, sd=23}
242. Kb2 {+2.20/21 0.054s, n=126581, sd=24}
Kd6 {-2.21/20 0.085s, n=137358, sd=25}
243. Bg2 {+2.19/21 0.068s, n=134771, sd=26}
Kd7 {-2.21/21 0.078s, n=126505, sd=26}
244. Bh1 {+2.19/21 0.092s, n=92487, sd=20}
Kd6 {-2.21/22 0.093s, n=101062, sd=23}
245. Kc2 {+2.19/23 0.115s, n=168449, sd=32}
Kc7 {-2.21/22 0.065s, n=136836, sd=25}
246. Bg2 {+2.19/21 0.081s, n=96035, sd=23}
Kd7 {-2.21/21 0.160s, n=374780, sd=26}
247. Kb2 {+2.19/21 0.384s, n=27220, sd=17}
Kd6 {-1.78/20 0.232s, n=725223, sd=26}
248. Kc1 {+1.53/18 0.146s, n=163396, sd=22}
Ke7 {-1.91/19 0.103s, n=310308, sd=24}
249. Bf1 {+1.53/20 0.173s, n=180702, sd=21}
Kd6 {-1.37/16 0.115s, n=242394, sd=22}
250. Kc2 {+1.53/20 0.059s, n=123739, sd=23}
Ba5 {-1.51/18 0.087s, n=94175, sd=21} 251. d4 {+1.53/21 0.155s, n=148204, sd=25}
exd4 {-1.51/19 0.109s, n=182946, sd=23}
252. Bd3 {+1.53/22 0.050s, n=81244, sd=24} Ke5 {-1.51/19 0.062s, n=87271, sd=23}
253. Bg6 {+1.53/20 0.099s, n=98641, sd=24}
Kd6 {-1.51/19 0.093s, n=77214, sd=21, White disconnects} 0-1