[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.24"]
[Round "189"]
[White "Tofiks-base"]
[Black "Tofiks-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r1bqk2r/ppppnpbp/4p1p1/n7/2BPPB2/5N2/PPP1QPPP/RN2K2R w KQkq - 4 7"]
[GameDuration "00:00:51"]
[GameStartTime "2026-04-24T19:24:06 +0000"]
[GameEndTime "2026-04-24T19:24:58 +0000"]
[PlyCount "491"]
[Termination "abandoned"]
[TimeControl "1.28+0.1"]

7. Bd3 {+0.51/8 0.084s, n=74290, sd=20} c5 {-0.52/9 0.109s, n=80564, sd=19}
8. O-O {+0.52/8 0.044s, n=52252, sd=17} cxd4 {-0.58/8 0.028s, n=52025, sd=18}
9. c3 {+0.54/9 0.093s, n=75300, sd=18} d5 {-0.61/9 0.137s, n=172625, sd=21}
10. cxd4 {+0.31/8 0.031s, n=54135, sd=20}
dxe4 {-0.52/10 0.072s, n=115451, sd=20}
11. Bxe4 {+0.38/8 0.060s, n=89403, sd=20} O-O {-0.61/9 0.031s, n=57821, sd=19}
12. Nc3 {+0.61/8 0.056s, n=72450, sd=18} Nac6 {-0.69/8 0.054s, n=100243, sd=24}
13. Rad1 {+0.51/8 0.085s, n=72827, sd=16} Nd5 {-0.69/8 0.066s, n=101176, sd=19}
14. Bg3 {+0.67/8 0.083s, n=121014, sd=18} Nce7 {-0.67/8 0.148s, n=229958, sd=18}
15. Be5 {+0.54/7 0.069s, n=89725, sd=18} Bh6 {-0.51/9 0.286s, n=490070, sd=21}
16. Bc2 {+0.62/7 0.095s, n=115986, sd=18} Bd7 {-0.27/8 0.096s, n=161239, sd=20}
17. Ne4 {+0.35/7 0.080s, n=119973, sd=19} Qb6 {-0.25/8 0.093s, n=121445, sd=18}
18. Nd6 {+0.40/7 0.053s, n=78251, sd=16} Qxb2 {+0.52/8 0.055s, n=52922, sd=16}
19. Rde1 {-0.74/8 0.139s, n=130798, sd=18} Nb4 {+1.20/9 0.201s, n=172735, sd=20}
20. Bb1 {-1.02/9 0.127s, n=146116, sd=21} Qxe2 {+1.05/9 0.093s, n=155289, sd=20}
21. Rxe2 {-1.12/11 0.062s, n=100770, sd=21}
Bc6 {+1.19/9 0.091s, n=175786, sd=20} 22. Rb2 {-1.24/10 0.135s, n=180061, sd=22}
Bxf3 {+1.24/10 0.063s, n=77592, sd=18}
23. gxf3 {-1.27/11 0.251s, n=445227, sd=22}
Nec6 {+1.46/9 0.039s, n=80586, sd=18} 24. Nxb7 {-1.27/10 0.368s, n=1898, sd=12}
Nxe5 {+2.19/10 0.123s, n=193617, sd=22}
25. dxe5 {-2.17/11 0.191s, n=210505, sd=22}
Nc6 {+2.36/12 0.225s, n=432592, sd=24}
26. Rb5 {-2.17/11 0.057s, n=128416, sd=18} Bf4 {+2.36/11 0.080s, n=80399, sd=19}
27. Be4 {-2.44/11 0.127s, n=272012, sd=23}
Nxe5 {+2.30/12 0.107s, n=195891, sd=20}
28. Nc5 {-2.16/12 0.249s, n=469596, sd=23}
Rad8 {+2.48/11 0.065s, n=129289, sd=19}
29. Rfb1 {-2.22/12 0.222s, n=443069, sd=21}
Rd2 {+2.64/9 0.113s, n=153125, sd=19} 30. R5b2 {-2.53/10 0.095s, n=87983, sd=17}
Rc8 {+2.57/10 0.113s, n=100755, sd=18}
31. Rxd2 {-2.52/10 0.077s, n=144755, sd=20}
Bxd2 {+2.53/11 0.072s, n=168545, sd=20}
32. Rb5 {-2.44/11 0.076s, n=152155, sd=18}
Nc4 {+2.54/11 0.072s, n=157659, sd=17}
33. Bb7 {-2.53/12 0.272s, n=657961, sd=19}
Rd8 {+2.56/11 0.097s, n=226505, sd=19}
34. Kg2 {-2.54/11 0.162s, n=379630, sd=19} Kg7 {+2.49/9 0.076s, n=106261, sd=15}
35. Ne4 {-2.56/10 0.037s, n=84768, sd=17} Rd4 {+2.70/10 0.142s, n=196409, sd=17}
36. Kg3 {-2.65/10 0.142s, n=270362, sd=17} Nd6 {+2.71/9 0.066s, n=104244, sd=17}
37. Nxd6 {-2.76/10 0.071s, n=91143, sd=17}
Rxd6 {+2.68/11 0.089s, n=124360, sd=16}
38. Be4 {-2.77/10 0.052s, n=127602, sd=17}
Rd4 {+2.85/11 0.223s, n=382562, sd=19}
39. Rc5 {-2.76/10 0.076s, n=170236, sd=18} h5 {+2.86/11 0.197s, n=214839, sd=17}
40. Rc2 {-2.75/9 0.096s, n=175037, sd=14} Bb4 {+2.88/10 0.148s, n=272515, sd=18}
41. Rc8 {-2.95/9 0.043s, n=89372, sd=15} Bd6+ {+3.18/11 0.111s, n=257051, sd=18}
42. Kg2 {-3.12/10 0.097s, n=123284, sd=18}
Ra4 {+3.06/12 0.155s, n=337532, sd=18} 43. Bb1 {-3.13/11 0.061s, n=86256, sd=17}
Kf6 {+3.11/11 0.076s, n=190983, sd=17}
44. Rd8 {-3.11/11 0.127s, n=183868, sd=17}
Ke7 {+3.22/11 0.087s, n=103227, sd=16}
45. Rc8 {-3.19/11 0.092s, n=246243, sd=18}
Rh4 {+3.22/10 0.074s, n=137359, sd=17} 46. h3 {-3.22/12 0.212s, n=354447, sd=21}
Ra4 {+3.19/12 0.084s, n=161843, sd=20}
47. Rc3 {-3.08/11 0.080s, n=215565, sd=17}
Kf6 {+3.06/11 0.125s, n=182551, sd=17} 48. Rb3 {-3.08/10 0.058s, n=96280, sd=14}
Be5 {+3.06/12 0.097s, n=141455, sd=18}
49. Rb7 {-3.09/12 0.072s, n=102588, sd=17}
Kg7 {+3.09/14 0.259s, n=617740, sd=22}
50. Rb3 {-3.10/13 0.091s, n=148432, sd=19}
Bf4 {+3.06/13 0.154s, n=316091, sd=20}
51. Rb7 {-3.10/13 0.085s, n=156670, sd=19} Kf6 {+3.06/14 0.062s, n=95829, sd=18}
52. Kf1 {-3.11/14 0.167s, n=122979, sd=19}
Ra3 {+3.06/14 0.085s, n=173746, sd=19} 53. Kg2 {-3.10/14 0.063s, n=87982, sd=18}
Ra5 {+3.06/14 0.081s, n=168721, sd=21} 54. Rd7 {-3.10/13 0.069s, n=77434, sd=18}
Ra4 {+3.06/13 0.064s, n=167287, sd=19}
55. Rb7 {-3.10/15 0.106s, n=146050, sd=25} g5 {+3.10/13 0.086s, n=176385, sd=22}
56. Rd7 {-3.21/13 0.205s, n=248361, sd=23} h4 {+3.07/13 0.096s, n=229138, sd=19}
57. Kf1 {-3.09/12 0.044s, n=113403, sd=19} a5 {+3.03/13 0.298s, n=704730, sd=20}
58. Rb7 {-3.05/12 0.083s, n=166548, sd=20}
Rd4 {+3.16/12 0.066s, n=180619, sd=24}
59. Ke2 {-3.23/11 0.082s, n=152411, sd=18}
Rd2+ {+3.07/12 0.059s, n=164640, sd=26}
60. Ke1 {-3.23/13 0.120s, n=126589, sd=22}
Ke5 {+3.16/13 0.192s, n=491121, sd=30} 61. a4 {-3.15/11 0.088s, n=148811, sd=17}
Kf6 {+2.91/10 0.056s, n=105548, sd=16}
62. Be4 {-2.71/12 0.113s, n=188236, sd=22} Rd4 {+2.92/11 0.056s, n=93424, sd=16}
63. Bc6 {-2.75/13 0.066s, n=120471, sd=21}
Rb4 {+2.73/11 0.049s, n=129334, sd=18} 64. Ra7 {-2.63/10 0.068s, n=94429, sd=21}
Rb1+ {+2.53/11 0.228s, n=340599, sd=21}
65. Ke2 {-2.62/11 0.095s, n=163362, sd=20}
Rb2+ {+2.74/12 0.157s, n=250619, sd=20}
66. Kf1 {-2.68/12 0.064s, n=152053, sd=19}
Be5 {+2.61/12 0.052s, n=124715, sd=24}
67. Rd7 {-2.75/12 0.053s, n=135903, sd=19}
Bc3 {+2.85/11 0.087s, n=110716, sd=17}
68. Rb7 {-2.86/13 0.260s, n=606519, sd=23}
Rxb7 {+2.69/13 0.100s, n=190634, sd=21}
69. Bxb7 {-2.73/15 0.113s, n=186509, sd=21}
Ke5 {+2.70/17 0.077s, n=102882, sd=21} 70. Bc6 {-2.79/18 0.122s, n=92446, sd=22}
Kf4 {+2.70/16 0.035s, n=117120, sd=21}
71. Be8 {-2.79/20 0.086s, n=119044, sd=24} f6 {+2.63/15 0.034s, n=116161, sd=20}
72. Bc6 {-2.79/20 0.055s, n=132443, sd=24}
Bb4 {+2.63/18 0.090s, n=104800, sd=24}
73. Kg2 {-2.79/23 0.111s, n=126817, sd=28} f5 {+2.65/22 0.291s, n=381396, sd=26}
74. Kf1 {-2.63/18 0.122s, n=108853, sd=22} Bc3 {+2.65/20 0.073s, n=77826, sd=25}
75. Kg2 {-2.63/20 0.094s, n=81264, sd=25} Bd4 {+2.65/20 0.142s, n=394237, sd=27}
76. Bb5 {-2.63/21 0.077s, n=86009, sd=20} Ke5 {+2.65/20 0.062s, n=151925, sd=25}
77. Kf1 {-2.63/22 0.135s, n=389066, sd=26}
Bc5 {+2.65/21 0.082s, n=159906, sd=25}
78. Kg2 {-2.63/22 0.140s, n=262564, sd=28}
Kd5 {+2.65/21 0.069s, n=156183, sd=24} 79. Kf1 {-2.63/19 0.090s, n=84847, sd=23}
Bd4 {+2.65/21 0.075s, n=175750, sd=28}
80. Bd7 {-2.63/20 0.094s, n=165433, sd=25}
Ba7 {+2.65/18 0.091s, n=133816, sd=20} 81. Kg2 {-2.63/20 0.076s, n=81139, sd=21}
Ke5 {+2.65/20 0.083s, n=89113, sd=21} 82. Kf1 {-2.63/22 0.205s, n=364761, sd=29}
Kd6 {+2.65/20 0.054s, n=146783, sd=24} 83. Bc8 {-2.63/20 0.085s, n=88227, sd=24}
Bc5 {+2.65/21 0.107s, n=107475, sd=24}
84. Kg2 {-2.63/21 0.069s, n=111739, sd=26} Bb4 {+2.65/19 0.090s, n=88320, sd=24}
85. Ba6 {-2.63/22 0.107s, n=206871, sd=26} Kd5 {+2.65/22 0.091s, n=85711, sd=20}
86. Bb5 {-2.63/21 0.068s, n=102962, sd=26}
Bd6 {+2.65/23 0.070s, n=100396, sd=21}
87. Bd7 {-2.63/21 0.092s, n=106408, sd=23} Ke5 {+2.65/24 0.129s, n=91281, sd=23}
88. Bb5 {-2.63/22 0.084s, n=163884, sd=24}
Kd4 {+2.65/22 0.121s, n=110982, sd=21}
89. Bd7 {-2.63/22 0.269s, n=818093, sd=31}
Kd5 {+2.65/26 0.101s, n=106960, sd=22}
90. Kf1 {-2.63/22 0.103s, n=362656, sd=29}
Ke5 {+2.65/23 0.106s, n=114521, sd=27}
91. Bb5 {-2.63/21 0.141s, n=523473, sd=25}
Kf6 {+2.65/20 0.183s, n=577493, sd=25}
92. Ke2 {-2.63/20 0.053s, n=121210, sd=24}
Bc5 {+2.65/20 0.105s, n=116001, sd=24} 93. Kf1 {-2.63/24 0.104s, n=84507, sd=22}
Bb4 {+2.65/23 0.124s, n=80092, sd=22} 94. Kg2 {-2.63/23 0.185s, n=558583, sd=32}
Ke5 {+2.65/25 0.165s, n=261189, sd=30}
95. Kf1 {-2.63/22 0.036s, n=122191, sd=23}
Kd4 {+2.65/23 0.092s, n=126320, sd=33}
96. Ke2 {-2.63/21 0.034s, n=112157, sd=22}
Kd5 {+2.65/23 0.155s, n=151299, sd=25}
97. Bd7 {-2.63/20 0.099s, n=150333, sd=24}
Bc5 {+2.65/22 0.050s, n=146475, sd=28} 98. Kf1 {-2.63/22 0.069s, n=84236, sd=22}
Bd4 {+2.65/22 0.075s, n=169880, sd=28}
99. Ke2 {-2.63/20 0.085s, n=105660, sd=22}
Ke5 {+2.65/21 0.095s, n=162222, sd=27}
100. Kf1 {-2.63/20 0.085s, n=94227, sd=21}
Bc5 {+2.65/21 0.076s, n=176618, sd=27}
101. Kg2 {-2.63/23 0.158s, n=432944, sd=29}
Kf6 {+2.65/21 0.092s, n=121286, sd=24}
102. Bb5 {-2.63/23 0.082s, n=122942, sd=29}
Bd4 {+2.65/21 0.067s, n=90607, sd=22}
103. Kf1 {-2.63/23 0.184s, n=169099, sd=27}
Ke5 {+2.65/20 0.336s, n=25395, sd=20} 104. Bd7 {0.00/45 0.150s, n=82127, sd=26}
Kd6 {+2.65/21 0.103s, n=106329, sd=22}
105. Bc8 {-2.63/20 0.079s, n=89209, sd=23}
Ke7 {+2.65/16 0.078s, n=112009, sd=20}
106. Ba6 {-2.63/19 0.066s, n=79276, sd=20} Be5 {+2.65/19 0.082s, n=84783, sd=20}
107. Bd3 {-2.63/19 0.091s, n=107006, sd=18}
Kf6 {+2.65/21 0.087s, n=86245, sd=19}
108. Bb5 {-2.63/24 0.099s, n=156652, sd=26}
Bc3 {+2.65/22 0.102s, n=111915, sd=26}
109. Kg2 {-2.63/23 0.031s, n=110777, sd=25}
Ke5 {+2.65/24 0.093s, n=91824, sd=23}
110. Bc4 {-2.63/23 0.090s, n=225979, sd=28}
Bb4 {+2.65/24 0.097s, n=116642, sd=24}
111. Bb5 {-2.63/23 0.094s, n=190273, sd=27}
Kd5 {+2.65/23 0.306s, n=34397, sd=23}
112. Kf1 {-2.63/22 0.051s, n=169120, sd=29}
Bc3 {+2.65/22 0.078s, n=85640, sd=20}
113. Ke2 {-2.63/22 0.101s, n=176357, sd=26}
Kd4 {+2.65/18 0.077s, n=91320, sd=21}
114. Bd7 {-2.63/22 0.083s, n=169175, sd=27}
Ke5 {+2.65/19 0.070s, n=106951, sd=22}
115. Kf1 {-2.63/22 0.076s, n=246632, sd=27}
Kd5 {+2.65/20 0.086s, n=108763, sd=22}
116. Ke2 {-2.63/22 0.078s, n=192573, sd=25}
Bb2 {+2.65/20 0.086s, n=115701, sd=24}
117. Bb5 {-2.63/18 0.079s, n=111782, sd=25}
Ke5 {+2.65/20 0.045s, n=102565, sd=21}
118. Ke3 {-2.63/19 0.068s, n=105926, sd=24}
Bd4+ {+2.65/20 0.112s, n=202317, sd=24}
119. Ke2 {-2.63/19 0.037s, n=107013, sd=22}
Kd6 {+2.65/21 0.044s, n=116703, sd=21}
120. Bc4 {-2.36/17 0.139s, n=330731, sd=20}
Bc5 {+2.45/18 0.169s, n=506167, sd=22}
121. Kf1 {-2.41/18 0.076s, n=109463, sd=19}
Ke5 {+2.34/18 0.094s, n=70112, sd=23}
122. Bb3 {-2.41/19 0.081s, n=130817, sd=23}
Bb4 {+2.34/19 0.132s, n=163446, sd=24}
123. Ba2 {-2.41/20 0.085s, n=142314, sd=26}
f4 {+2.34/22 0.130s, n=144714, sd=24}
124. Bc4 {-2.41/21 0.059s, n=132441, sd=23}
Kf6 {+2.34/21 0.073s, n=106143, sd=20}
125. Bb5 {-2.41/19 0.092s, n=142696, sd=25}
Ke7 {+2.34/21 0.054s, n=106769, sd=22}
126. Kg2 {-2.41/20 0.091s, n=91674, sd=21} Kd6 {+2.34/21 0.072s, n=98234, sd=20}
127. Bc4 {-2.68/20 0.175s, n=586311, sd=25}
Bc5 {+2.34/23 0.111s, n=240323, sd=26}
128. Kf1 {-2.41/23 0.136s, n=247954, sd=25}
Ke5 {+2.34/23 0.064s, n=158658, sd=24}
129. Kg1 {-2.41/23 0.067s, n=154706, sd=25}
Kf6 {+2.34/21 0.070s, n=95541, sd=21} 130. Bd3 {-2.41/23 0.099s, n=87858, sd=18}
Bd4 {+2.34/22 0.105s, n=104006, sd=20}
131. Kf1 {-2.41/25 0.148s, n=239966, sd=30}
Ke5 {+2.34/24 0.085s, n=122003, sd=22}
132. Bc4 {-2.41/25 0.141s, n=315175, sd=31}
Kf5 {+2.34/24 0.065s, n=145994, sd=23}
133. Bd3+ {-2.41/22 0.126s, n=193542, sd=25}
Kf6 {+2.34/24 0.117s, n=321307, sd=32}
134. Be4 {-2.41/24 0.193s, n=183476, sd=23}
Bc5 {+2.34/21 0.087s, n=117952, sd=21}
135. Bc2 {-2.41/26 0.149s, n=182166, sd=30}
Ke5 {+2.34/23 0.085s, n=77691, sd=22}
136. Bb3 {-2.41/26 0.082s, n=222527, sd=30}
Kf5 {+2.34/25 0.164s, n=244098, sd=32}
137. Kg1 {-2.41/25 0.059s, n=189536, sd=31}
Bb4 {+2.34/24 0.167s, n=118082, sd=25}
138. Kf1 {-2.41/25 0.133s, n=335114, sd=30}
Bd6 {+2.34/23 0.113s, n=373555, sd=29}
139. Bc2+ {-2.41/24 0.088s, n=83198, sd=23}
Kf6 {+2.34/23 0.065s, n=150079, sd=28}
140. Kg1 {-2.41/25 0.116s, n=126828, sd=25}
Bb4 {+2.34/24 0.098s, n=121295, sd=25}
141. Kf1 {-2.41/25 0.048s, n=106703, sd=26}
Ke7 {+2.34/22 0.051s, n=75124, sd=23}
142. Ke2 {-2.41/25 0.224s, n=237832, sd=27}
Bc5 {+2.34/22 0.074s, n=86091, sd=22}
143. Be4 {-2.41/24 0.191s, n=221777, sd=26}
Kf6 {+2.34/20 0.099s, n=101158, sd=20}
144. Bc2 {-2.41/24 0.126s, n=218591, sd=29}
Bd4 {+2.34/22 0.083s, n=126441, sd=21}
145. Bd3 {-2.41/23 0.063s, n=201016, sd=27}
Ke5 {+2.34/22 0.082s, n=80898, sd=26}
146. Bc2 {-2.41/25 0.126s, n=182592, sd=26}
Bc3 {+2.34/23 0.115s, n=241506, sd=29}
147. Bb3 {-2.41/22 0.107s, n=104668, sd=25}
Kd6 {+2.34/22 0.106s, n=152264, sd=22}
148. Kf1 {-2.41/21 0.075s, n=108601, sd=20}
Bd4 {+2.34/20 0.073s, n=97260, sd=20} 149. Ke2 {-2.41/22 0.090s, n=95855, sd=21}
Bc5 {+2.34/22 0.077s, n=85365, sd=18}
150. Bc2 {-2.41/22 0.128s, n=468247, sd=30}
Ke5 {+2.34/19 0.077s, n=233966, sd=25} 151. Bb3 {-2.41/23 0.290s, n=393, sd=11}
Bb6 {+2.34/22 0.197s, n=667601, sd=29}
152. Bc4 {-2.48/19 0.069s, n=72748, sd=20}
Kf5 {+2.34/22 0.073s, n=159042, sd=23}
153. Bd3+ {-2.48/21 0.139s, n=192554, sd=29}
Kf6 {+2.34/20 0.081s, n=165962, sd=25}
154. Bc4 {-2.48/21 0.063s, n=61700, sd=20}
Ke5 {+2.34/23 0.090s, n=232422, sd=27}
155. Kf1 {-2.48/21 0.089s, n=96928, sd=23}
Kd6 {+2.34/23 0.083s, n=196969, sd=26}
156. Bb3 {-2.48/22 0.061s, n=106749, sd=25}
Ke7 {+2.34/17 0.101s, n=265085, sd=21}
157. Kg2 {-2.48/22 0.041s, n=99179, sd=25}
Bd4 {+2.34/20 0.063s, n=100948, sd=21}
158. Kg1 {-2.48/22 0.080s, n=108023, sd=23}
Kf7 {+2.34/23 0.187s, n=156836, sd=27}
159. Kf1 {-2.48/22 0.073s, n=96472, sd=24}
Bc3 {+2.34/25 0.177s, n=172890, sd=25}
160. Ke2 {-2.48/21 0.101s, n=125646, sd=21}
Bb4 {+2.34/25 0.084s, n=203102, sd=25}
161. Bc4 {-2.48/21 0.039s, n=95881, sd=21}
Kf6 {+2.34/25 0.063s, n=151073, sd=30}
162. Kf1 {-2.48/20 0.069s, n=89165, sd=21}
Ke7 {+2.34/23 0.046s, n=119938, sd=30}
163. Ke2 {-2.48/23 0.076s, n=100821, sd=23}
Kd6 {+2.34/24 0.193s, n=522327, sd=32}
164. Bb3 {-2.48/22 0.091s, n=308055, sd=24}
Kd7 {+2.34/25 0.167s, n=328841, sd=28}
165. Bc4 {-2.48/23 0.051s, n=113468, sd=24}
Bc5 {+2.34/24 0.033s, n=113045, sd=23}
166. Bb3 {-2.48/23 0.100s, n=276668, sd=27}
Bd4 {+2.34/23 0.138s, n=175709, sd=26}
167. Bc2 {-2.48/21 0.164s, n=547734, sd=25}
Kc6 {+2.34/19 0.070s, n=90489, sd=20}
168. Bb3 {-2.48/20 0.107s, n=119828, sd=23}
Kd6 {+2.34/19 0.041s, n=86555, sd=21} 169. Kf1 {-2.48/21 0.060s, n=94942, sd=23}
Bc3 {+2.34/21 0.090s, n=137560, sd=23}
170. Bc4 {-2.48/19 0.078s, n=258541, sd=25}
Ke7 {+2.34/18 0.050s, n=102017, sd=23}
171. Bb3 {-2.48/23 0.064s, n=104634, sd=26}
Bb4 {+2.12/22 0.168s, n=361868, sd=26}
172. Ke2 {-2.48/24 0.097s, n=234208, sd=28}
Bc5 {+2.12/20 0.060s, n=131090, sd=24}
173. Kf1 {-2.48/23 0.059s, n=179451, sd=27}
e5 {+2.12/19 0.081s, n=256415, sd=22}
174. Bc4 {-2.48/24 0.091s, n=118708, sd=23}
Kd6 {+2.12/20 0.106s, n=150998, sd=21}
175. Ke2 {-2.48/23 0.088s, n=168684, sd=27}
Bb6 {+2.12/19 0.039s, n=102550, sd=23}
176. Bb3 {-2.48/21 0.096s, n=116034, sd=22}
Bd4 {+2.12/19 0.065s, n=107219, sd=26}
177. Bc2 {-2.48/20 0.052s, n=180226, sd=25}
Bc5 {+2.12/15 0.057s, n=106182, sd=20}
178. Bb3 {-2.48/24 0.121s, n=294439, sd=31}
Bb6 {+2.12/19 0.140s, n=302139, sd=22}
179. Kd3 {-2.48/21 0.291s, n=930813, sd=27}
Ke7 {+2.12/21 0.155s, n=289081, sd=25}
180. Ke2 {-2.48/21 0.038s, n=104633, sd=23}
Kf6 {+2.12/21 0.038s, n=127450, sd=24}
181. Bc4 {-2.48/25 0.156s, n=381682, sd=30}
Bd4 {+2.12/18 0.050s, n=159560, sd=24}
182. Bb3 {-2.48/24 0.036s, n=120947, sd=31}
Ke7 {+2.12/21 0.095s, n=107000, sd=22}
183. Bc2 {-2.48/25 0.119s, n=186880, sd=27}
Ke6 {+2.12/20 0.144s, n=384799, sd=26}
184. Bb3+ {-2.48/23 0.069s, n=114033, sd=27}
Kf6 {+2.12/23 0.065s, n=107222, sd=24}
185. Bc2 {-2.48/24 0.127s, n=353538, sd=28}
Ke7 {+2.12/21 0.085s, n=131835, sd=22}
186. Kf1 {-2.48/23 0.037s, n=127120, sd=28}
Ke6 {+2.12/20 0.101s, n=138594, sd=20}
187. Ke2 {-2.48/23 0.327s, n=196586, sd=27}
Bc5 {+2.12/20 0.087s, n=162302, sd=22}
188. Be4 {-2.48/22 0.121s, n=146705, sd=22}
Kd6 {+2.12/21 0.220s, n=548857, sd=28}
189. Bc2 {-2.48/23 0.102s, n=153440, sd=26}
Kd5 {+2.12/20 0.057s, n=168311, sd=24}
190. Kd3 {-2.48/21 0.064s, n=94989, sd=21}
Ke6 {+2.12/20 0.146s, n=263489, sd=24}
191. Ke2 {-2.48/23 0.078s, n=106252, sd=25}
Ke7 {+2.12/21 0.082s, n=117890, sd=21}
192. Be4 {-2.48/24 0.206s, n=694078, sd=30}
Kf6 {+2.12/21 0.042s, n=121766, sd=22}
193. Ba8 {-2.48/21 0.069s, n=87933, sd=22} Bd4 {+2.12/23 0.109s, n=97679, sd=20}
194. Be4 {-2.48/23 0.097s, n=109585, sd=25}
Kf7 {+2.12/24 0.097s, n=139583, sd=23}
195. Kf1 {-2.48/23 0.054s, n=139414, sd=25}
Kg7 {+2.12/21 0.075s, n=78621, sd=22}
196. Bc2 {-2.48/24 0.113s, n=110576, sd=21}
Bc5 {+2.12/22 0.105s, n=143623, sd=24}
197. Be4 {-2.48/25 0.048s, n=95284, sd=21}
Kf6 {+2.12/23 0.087s, n=158277, sd=25}
198. Kg1 {-2.48/26 0.067s, n=117946, sd=25}
Bd4 {+2.12/20 0.045s, n=154057, sd=22}
199. Kf1 {-2.48/26 0.102s, n=285000, sd=28}
Ke6 {+2.12/22 0.091s, n=151905, sd=25}
200. Ke2 {-2.48/25 0.045s, n=161690, sd=25}
Bb6 {+2.12/22 0.131s, n=311846, sd=30}
201. Kf1 {-2.48/24 0.098s, n=135729, sd=24}
Kd6 {+2.35/21 0.114s, n=144356, sd=26}
202. Ke2 {-2.48/24 0.050s, n=96027, sd=26}
Kc5 {+2.12/21 0.194s, n=495160, sd=25}
203. Kd3 {-2.48/20 0.189s, n=311855, sd=26}
Ba7 {+2.12/20 0.094s, n=220768, sd=25}
204. Bb7 {-2.48/21 0.103s, n=265394, sd=23}
Kd6 {+2.12/19 0.047s, n=102685, sd=22}
205. Bc8 {-2.48/21 0.129s, n=319497, sd=25}
Kd5 {+2.12/19 0.057s, n=142547, sd=23}
206. Bb7+ {-2.48/21 0.141s, n=184529, sd=24}
Ke6 {+2.12/20 0.057s, n=139123, sd=22}
207. Ke2 {-2.48/23 0.090s, n=204040, sd=23}
Kd6 {+2.12/20 0.068s, n=99725, sd=22}
208. Be4 {-2.48/23 0.137s, n=151417, sd=25}
Bb6 {+2.12/21 0.089s, n=169018, sd=22}
209. Bb7 {-2.48/24 0.172s, n=335981, sd=26}
Bd4 {+2.12/20 0.174s, n=371822, sd=24}
210. Ba6 {-2.53/17 0.074s, n=76894, sd=20}
Kd5 {+2.35/20 0.078s, n=109786, sd=20}
211. Bb5 {-2.53/20 0.120s, n=217742, sd=27}
Bc5 {+2.35/20 0.080s, n=91922, sd=21}
212. Kf1 {-2.53/22 0.146s, n=252784, sd=23}
Kd4 {+2.35/20 0.060s, n=110572, sd=22}
213. Bd7 {-2.53/19 0.064s, n=67475, sd=19}
Be7 {+2.35/20 0.101s, n=115212, sd=19}
214. Kg1 {-2.53/20 0.066s, n=71140, sd=19}
Bd6 {+2.35/21 0.108s, n=125982, sd=19}
215. Kf1 {-2.48/21 0.111s, n=322275, sd=27}
Bc5 {+2.35/22 0.135s, n=140329, sd=27}
216. Bc6 {-2.48/21 0.081s, n=103869, sd=20}
Bb4 {+2.35/22 0.133s, n=267752, sd=23}
217. Bb5 {-2.48/22 0.065s, n=122717, sd=21}
Kc3 {+2.35/19 0.083s, n=88150, sd=19}
218. Kg1 {-2.48/18 0.063s, n=212302, sd=23}
Kb3 {+2.29/18 0.091s, n=190549, sd=22}
219. Kf1 {-2.23/17 0.294s, n=12185, sd=17}
Bc5 {+1.85/17 0.087s, n=194073, sd=20}
220. Ke2 {-1.17/16 0.060s, n=182720, sd=19}
Kc2 {+0.65/16 0.171s, n=522431, sd=22}
221. Kf1 {-0.54/16 0.118s, n=215143, sd=21}
Kc3 {+1.57/17 0.354s, n=147607, sd=25}
222. Bc6 {-0.48/15 0.029s, n=96841, sd=18} e4 {+0.43/16 0.176s, n=170424, sd=25}
223. fxe4 {-0.39/15 0.046s, n=162276, sd=19}
f3 {+0.52/16 0.075s, n=247157, sd=20} 224. e5 {-0.62/16 0.110s, n=150363, sd=21}
Kd4 {+0.66/16 0.050s, n=178921, sd=19}
225. e6 {-0.69/16 0.030s, n=116556, sd=20}
Ke5 {+0.65/15 0.060s, n=100619, sd=19}
226. Bxf3 {-0.69/17 0.056s, n=111413, sd=22}
Kxe6 {+0.57/19 0.098s, n=104109, sd=17}
227. Bh5 {-0.69/17 0.044s, n=114075, sd=20}
Ke5 {+0.57/15 0.073s, n=225910, sd=17}
228. Ke2 {-0.58/17 0.095s, n=278319, sd=19}
Kf4 {+0.57/21 0.231s, n=570974, sd=24}
229. Bg4 {-0.58/19 0.102s, n=230519, sd=22}
Bd4 {+0.57/22 0.213s, n=674056, sd=26}
230. Bd7 {-0.50/19 0.170s, n=608134, sd=23}
Bb6 {+0.57/21 0.123s, n=469663, sd=28}
231. Bc8 {-0.50/17 0.076s, n=136833, sd=21}
Ba7 {+0.57/22 0.047s, n=95530, sd=25}
232. Be6 {-0.57/14 0.070s, n=153635, sd=20}
Ke5 {+0.57/20 0.130s, n=327081, sd=24}
233. Bd7 {-0.50/15 0.111s, n=194560, sd=19}
Ke4 {+0.57/19 0.032s, n=104141, sd=21}
234. Bc6+ {-0.57/19 0.238s, n=484875, sd=24}
Kf4 {+0.57/21 0.244s, n=824515, sd=28}
235. Bd7 {-0.57/20 0.031s, n=107796, sd=24}
Bd4 {+0.57/23 0.164s, n=541599, sd=28}
236. Bc8 {-0.57/16 0.070s, n=202025, sd=19}
Bb6 {+0.57/24 0.056s, n=117965, sd=26}
237. Bd7 {-0.57/18 0.073s, n=159134, sd=22}
Bc7 {+0.57/21 0.062s, n=102960, sd=23}
238. Bg4 {-0.47/19 0.094s, n=146247, sd=22}
Bb8 {+0.57/24 0.074s, n=98198, sd=20}
239. Kd3 {-0.55/20 0.068s, n=101833, sd=23}
Ba7 {+0.57/24 0.270s, n=87968, sd=20} 240. f3 {-0.52/19 0.060s, n=246130, sd=22}
Bf2 {+0.55/19 0.121s, n=177236, sd=22}
241. Kc4 {-0.52/19 0.159s, n=530708, sd=23}
Ke5 {+0.54/18 0.049s, n=187362, sd=22}
242. Kb5 {-0.52/18 0.041s, n=157208, sd=22}
Be1 {+0.54/19 0.051s, n=99529, sd=21}
243. Kb6 {-0.52/22 0.115s, n=135720, sd=24}
Kd4 {+0.55/16 0.067s, n=59423, sd=19} 244. Kb5 {-0.52/16 0.078s, n=84896, sd=17}
Bd2 {+0.54/18 0.083s, n=203846, sd=21}
245. Kc6 {-0.49/19 0.255s, n=777436, sd=22}
Kc4 {+0.54/15 0.107s, n=197347, sd=18}
246. Kd6 {-0.51/15 0.120s, n=138087, sd=20}
Kc3 {+0.51/11 0.061s, n=128073, sd=16}
247. Bd7 {-0.49/11 0.061s, n=154992, sd=15}
Kd3 {+0.53/11 0.045s, n=106248, sd=14}
248. Kd5 {-0.48/12 0.081s, n=158835, sd=16}
Ke3 {+0.54/17 0.078s, n=69446, sd=19} 249. Bg4 {-0.46/19 0.081s, n=74467, sd=18}
Bc3 {+0.54/20 0.068s, n=115341, sd=22}
250. Kc4 {-0.46/21 0.131s, n=237729, sd=20}
Bb4 {+0.54/21 0.071s, n=54747, sd=17}
251. Kd5 {-0.46/20 0.063s, n=233787, sd=19}
Kf2 {+0.54/23 0.107s, n=94203, sd=20}
252. Ke6 {-0.43/17 0.075s, n=125662, sd=19, Black disconnects} 1-0