[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.24"]
[Round "34"]
[White "Tofiks-base"]
[Black "Tofiks-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "r1bqk1nr/pp2ppbp/2np2p1/2p5/2N1P3/2P2N2/PP1PQPPP/R1B1KB1R b KQkq - 1 6"]
[GameDuration "00:01:02"]
[GameStartTime "2026-04-24T23:22:30 +0000"]
[GameEndTime "2026-04-24T23:23:33 +0000"]
[PlyCount "493"]
[Termination "abandoned"]
[TimeControl "1.52+0.12"]

6... Nf6 {+0.89/9 0.175s, n=66253, sd=19}
7. e5 {-0.79/9 0.170s, n=111137, sd=21} dxe5 {+0.72/9 0.092s, n=70151, sd=17}
8. Ncxe5 {-0.76/9 0.053s, n=51847, sd=16} O-O {+0.66/8 0.040s, n=52299, sd=15}
9. Nxc6 {-0.61/8 0.037s, n=48609, sd=16} bxc6 {+0.64/8 0.062s, n=49180, sd=16}
10. h3 {-0.68/8 0.164s, n=253489, sd=17} Be6 {+0.68/7 0.037s, n=62693, sd=18}
11. d4 {-0.37/7 0.052s, n=49391, sd=16} cxd4 {+0.85/9 0.333s, n=377027, sd=23}
12. Nxd4 {-0.99/9 0.171s, n=134448, sd=22}
Bd5 {+0.75/10 0.240s, n=336761, sd=20} 13. Nb3 {-0.86/9 0.151s, n=220464, sd=20}
e5 {+0.87/9 0.071s, n=106952, sd=20} 14. Be3 {-0.85/8 0.059s, n=85126, sd=17}
Qc7 {+0.62/8 0.095s, n=100667, sd=17} 15. Nc5 {-0.24/9 0.086s, n=91232, sd=22}
Rad8 {+0.43/9 0.191s, n=221656, sd=24} 16. Rd1 {-0.27/9 0.161s, n=146597, sd=20}
Nh5 {+0.59/9 0.277s, n=312455, sd=20} 17. c4 {-0.75/9 0.218s, n=215373, sd=21}
Nf4 {+1.69/10 0.202s, n=198435, sd=23}
18. Bxf4 {-1.78/9 0.110s, n=141443, sd=21}
exf4 {+2.06/11 0.202s, n=242903, sd=25}
19. cxd5 {-1.41/11 0.305s, n=345207, sd=26}
Rfe8 {+2.04/11 0.108s, n=169574, sd=25}
20. Ne6 {-2.29/9 0.231s, n=385683, sd=23}
Qa5+ {+2.39/11 0.316s, n=463510, sd=25}
21. Qd2 {-2.56/9 0.125s, n=206773, sd=27} Qxd5 {+2.39/11 0.326s, n=4978, sd=20}
22. Qxd5 {-1.89/10 0.125s, n=133318, sd=19}
cxd5 {+2.27/11 0.228s, n=396919, sd=21}
23. Kd2 {-2.29/10 0.302s, n=396773, sd=20} Rxe6 {+2.33/9 0.073s, n=68617, sd=17}
24. Kc2 {-2.19/11 0.172s, n=297512, sd=21}
Rc6+ {+2.19/9 0.087s, n=146415, sd=16} 25. Kb1 {-2.08/9 0.085s, n=136094, sd=16}
Rb8 {+2.16/10 0.075s, n=128162, sd=18} 26. Rd2 {-1.95/9 0.060s, n=105279, sd=15}
Re6 {+1.92/8 0.121s, n=122782, sd=14} 27. Bd3 {-1.93/9 0.061s, n=88925, sd=15}
f3 {+1.93/8 0.041s, n=60223, sd=13} 28. gxf3 {-1.91/9 0.132s, n=212115, sd=19}
Rf6 {+1.74/9 0.074s, n=84311, sd=14} 29. Be2 {-1.62/10 0.287s, n=466133, sd=21}
Rfb6 {+1.63/9 0.072s, n=96923, sd=16} 30. b3 {-1.41/11 0.240s, n=404877, sd=21}
Re8 {+1.37/9 0.062s, n=104445, sd=15} 31. Rc2 {-1.50/10 0.135s, n=261395, sd=17}
a5 {+1.20/10 0.252s, n=291640, sd=19} 32. Rhc1 {-1.48/9 0.054s, n=93396, sd=17}
a4 {+1.57/11 0.148s, n=218801, sd=28} 33. Rc8 {-1.57/11 0.143s, n=161102, sd=27}
Kf8 {+1.57/12 0.107s, n=189048, sd=24}
34. Rxe8+ {-1.57/11 0.085s, n=135284, sd=28}
Kxe8 {+1.86/12 0.119s, n=241464, sd=27}
35. Rc5 {-1.57/12 0.062s, n=115206, sd=23}
axb3 {+1.98/13 0.219s, n=402545, sd=31}
36. Bb5+ {-1.61/11 0.112s, n=233949, sd=25}
Ke7 {+1.98/13 0.363s, n=11620, sd=15}
37. Rxd5 {-1.70/13 0.222s, n=444359, sd=29}
bxa2+ {+1.63/11 0.100s, n=106791, sd=19}
38. Kxa2 {-1.70/12 0.398s, n=39919, sd=18}
Ke6 {+1.91/13 0.055s, n=103525, sd=19}
39. Bc4 {-1.66/10 0.093s, n=146608, sd=21} Rb4 {+1.91/13 0.064s, n=63483, sd=24}
40. Rd4+ {-1.77/10 0.067s, n=124010, sd=21} Ke7 {+1.91/13 0.344s, n=951, sd=13}
41. Re4+ {-1.84/12 0.087s, n=188954, sd=21}
Kf8 {+2.06/14 0.303s, n=57857, sd=20} 42. Bb3 {-1.95/13 0.157s, n=326828, sd=28}
Bc3 {+1.68/11 0.123s, n=134346, sd=17}
43. Re2 {-1.63/10 0.082s, n=115553, sd=17}
Rd4 {+1.61/10 0.076s, n=147360, sd=15} 44. Kb1 {-1.75/12 0.082s, n=82717, sd=17}
Rd2 {+1.78/11 0.050s, n=71840, sd=18}
45. Rxd2 {-1.92/12 0.059s, n=125454, sd=19}
Bxd2 {+1.96/13 0.107s, n=289157, sd=19}
46. Kc2 {-1.83/12 0.051s, n=169128, sd=20}
Be1 {+1.84/13 0.048s, n=153197, sd=20}
47. Kd3 {-1.91/12 0.057s, n=200092, sd=22}
Bxf2 {+1.89/13 0.055s, n=158936, sd=18}
48. Ke4 {-1.93/12 0.096s, n=312439, sd=17}
Ke7 {+1.92/12 0.163s, n=333720, sd=18} 49. f4 {-1.83/12 0.084s, n=148685, sd=18}
f5+ {+1.87/11 0.083s, n=143126, sd=16}
50. Kf3 {-1.88/13 0.073s, n=121435, sd=18}
Bd4 {+2.01/11 0.112s, n=278431, sd=14}
51. Ke2 {-1.93/13 0.060s, n=197883, sd=18}
Bc5 {+1.89/11 0.110s, n=203808, sd=14}
52. Bd5 {-1.98/15 0.216s, n=254557, sd=19}
Kf6 {+1.86/10 0.064s, n=141456, sd=15}
53. Bg8 {-1.98/15 0.081s, n=143806, sd=20}
Bb4 {+1.89/11 0.098s, n=193825, sd=16}
54. Ke3 {-1.98/15 0.058s, n=129883, sd=20}
Ba3 {+1.95/12 0.059s, n=118035, sd=17}
55. Kd2 {-1.98/18 0.172s, n=265627, sd=29}
Kg7 {+1.93/14 0.150s, n=354294, sd=21}
56. Bd5 {-1.98/18 0.133s, n=248621, sd=26}
Kh6 {+1.90/14 0.178s, n=375389, sd=22} 57. Be6 {-1.98/17 0.113s, n=85960, sd=24}
Bd6 {+1.90/15 0.179s, n=214034, sd=22}
58. Ke3 {-1.98/17 0.080s, n=110473, sd=24}
Kg7 {+1.90/16 0.072s, n=144644, sd=22}
59. Bd5 {-1.98/18 0.093s, n=113870, sd=24}
Kf6 {+1.93/16 0.164s, n=344396, sd=22}
60. Bg8 {-1.98/20 0.101s, n=150865, sd=25} Be7 {+1.93/16 0.042s, n=87155, sd=20}
61. Ke2 {-1.98/20 0.166s, n=244008, sd=26} Kg7 {+1.93/18 0.062s, n=84246, sd=23}
62. Bd5 {-1.98/21 0.118s, n=173193, sd=26}
Kh6 {+1.93/17 0.065s, n=209786, sd=23}
63. Kd2 {-1.98/18 0.169s, n=361124, sd=23}
Bd6 {+1.93/16 0.074s, n=123568, sd=21}
64. Ke3 {-1.98/19 0.095s, n=141964, sd=26}
Bc5+ {+1.93/17 0.083s, n=206970, sd=23}
65. Ke2 {-1.98/20 0.082s, n=117438, sd=26}
Kg7 {+1.93/17 0.067s, n=108996, sd=21}
66. Kd3 {-1.98/21 0.203s, n=588235, sd=28}
Bb6 {+1.93/19 0.092s, n=112608, sd=26}
67. Ke2 {-1.98/19 0.136s, n=122090, sd=21} Bd4 {+1.93/19 0.383s, n=41453, sd=19}
68. Bf3 {-1.98/19 0.084s, n=197899, sd=24}
Bc5 {+1.93/17 0.086s, n=148474, sd=21}
69. Bd5 {-1.98/19 0.075s, n=194403, sd=25}
Kh6 {+1.93/16 0.086s, n=278662, sd=23}
70. Kd3 {-1.98/19 0.101s, n=255832, sd=26}
Bf2 {+1.93/17 0.228s, n=687051, sd=23}
71. Bg8 {-1.98/20 0.126s, n=126854, sd=23}
Kg7 {+1.93/18 0.075s, n=127462, sd=23}
72. Bb3 {-1.98/21 0.092s, n=141277, sd=26}
Bg1 {+1.93/19 0.115s, n=134781, sd=24}
73. Bd5 {-1.98/21 0.376s, n=960644, sd=28}
Kf6 {+1.93/18 0.034s, n=116119, sd=24}
74. Kd2 {-1.98/18 0.097s, n=123987, sd=23}
Bd4 {+1.93/17 0.147s, n=305289, sd=22}
75. Kd3 {-1.98/20 0.109s, n=138491, sd=23}
Bf2 {+1.93/19 0.174s, n=512771, sd=25}
76. Bc4 {-1.98/19 0.050s, n=136586, sd=25}
Ke7 {+1.93/18 0.213s, n=618059, sd=24} 77. Ke2 {-1.98/18 0.127s, n=62501, sd=22}
Bb6 {+1.93/17 0.068s, n=78180, sd=20} 78. Kd2 {-1.98/15 0.152s, n=115631, sd=17}
Bd4 {+1.93/16 0.089s, n=119801, sd=20}
79. Bd5 {-1.98/18 0.223s, n=243164, sd=21} Ba1 {+1.93/17 0.091s, n=97978, sd=20}
80. Ke3 {-1.98/18 0.242s, n=173749, sd=21} Kf6 {+1.93/18 0.096s, n=97464, sd=21}
81. Ke2 {-1.98/20 0.146s, n=159203, sd=25} Kg7 {+1.93/19 0.104s, n=96342, sd=20}
82. Ke3 {-1.98/22 0.094s, n=81827, sd=21} Kh6 {+1.93/19 0.077s, n=81032, sd=24}
83. Bc4 {-1.98/20 0.108s, n=90747, sd=24} Bb2 {+1.93/18 0.079s, n=103079, sd=23}
84. Kd2 {-1.98/20 0.147s, n=373768, sd=27}
Bd4 {+1.93/17 0.043s, n=127212, sd=22}
85. Bg8 {-1.98/18 0.080s, n=118593, sd=22}
Bc5 {+1.93/17 0.053s, n=116289, sd=22}
86. Ke2 {-1.98/18 0.116s, n=124818, sd=23} Bb4 {+1.93/17 0.078s, n=89117, sd=20}
87. Ke3 {-1.98/19 0.073s, n=91324, sd=25} Bc3 {+1.93/18 0.088s, n=89550, sd=22}
88. Bc4 {-1.98/19 0.101s, n=218848, sd=23}
Bf6 {+1.93/19 0.081s, n=133292, sd=23}
89. Bd5 {-1.98/18 0.066s, n=110036, sd=24}
Bb2 {+1.93/20 0.197s, n=525701, sd=27}
90. Kd2 {-1.98/17 0.082s, n=266365, sd=24}
Ba1 {+1.93/19 0.067s, n=212885, sd=24}
91. Bg8 {-1.98/20 0.073s, n=104726, sd=21}
Bd4 {+1.93/19 0.086s, n=122482, sd=21}
92. Kd3 {-1.98/19 0.072s, n=106212, sd=23}
Bb2 {+1.93/19 0.066s, n=135124, sd=22}
93. Kd2 {-1.98/21 0.110s, n=185927, sd=23}
Ba1 {+1.93/19 0.068s, n=165574, sd=23}
94. Ke3 {-1.98/22 0.146s, n=127397, sd=24}
Bh8 {+1.93/20 0.136s, n=225413, sd=25} 95. Bd5 {-1.98/20 0.418s, n=19736, sd=16}
Bf6 {+1.93/19 0.080s, n=181528, sd=27}
96. Bg2 {-1.88/16 0.225s, n=723536, sd=22}
Kg7 {+1.92/16 0.389s, n=660127, sd=23}
97. Ke2 {-1.88/15 0.075s, n=224445, sd=20} h5 {+1.93/17 0.130s, n=116029, sd=23}
98. Kd2 {-1.88/15 0.085s, n=66604, sd=20} Be7 {+1.93/18 0.090s, n=125688, sd=23}
99. Bd5 {-1.88/15 0.070s, n=98517, sd=21} Kf6 {+1.93/18 0.108s, n=234496, sd=24}
100. Ke3 {-1.91/15 0.170s, n=399392, sd=21}
Bb4 {+1.93/17 0.101s, n=103073, sd=21}
101. Bc4 {-1.91/17 0.115s, n=75320, sd=25}
Bc5+ {+1.93/17 0.091s, n=91769, sd=23}
102. Ke2 {-1.91/17 0.112s, n=131310, sd=27}
Bd4 {+1.93/19 0.121s, n=209634, sd=24}
103. Kf3 {-1.91/16 0.078s, n=93281, sd=21} Bb2 {+2.00/17 0.106s, n=81916, sd=22}
104. Ke2 {-1.91/18 0.076s, n=87879, sd=21}
Bc1 {+1.93/17 0.100s, n=200061, sd=22}
105. Kf3 {-1.91/20 0.074s, n=95750, sd=23}
Ke7 {+1.93/19 0.107s, n=137273, sd=24}
106. Bd3 {-1.91/20 0.106s, n=145706, sd=22}
Ke6 {+1.93/17 0.098s, n=96308, sd=20} 107. Be2 {-1.91/20 0.086s, n=94773, sd=26}
Bd2 {+1.93/20 0.204s, n=245873, sd=25}
108. Bc4+ {-1.91/22 0.102s, n=156734, sd=31}
Ke7 {+1.93/20 0.106s, n=194239, sd=29}
109. Bd5 {-1.91/21 0.114s, n=128672, sd=24}
Kf6 {+1.93/20 0.106s, n=108052, sd=23}
110. Bb3 {-1.91/22 0.108s, n=294278, sd=28}
Kg7 {+1.93/21 0.093s, n=162670, sd=28}
111. Bc4 {-1.91/24 0.292s, n=739406, sd=31}
Bc1 {+1.93/22 0.132s, n=164539, sd=24}
112. Bd3 {-1.91/19 0.076s, n=93125, sd=21}
Kf7 {+1.93/22 0.121s, n=103317, sd=26}
113. Kg3 {-1.91/18 0.081s, n=95278, sd=22}
Bd2 {+1.93/17 0.073s, n=131775, sd=22}
114. Bc4+ {-1.91/21 0.097s, n=127820, sd=21}
Ke7 {+1.93/20 0.113s, n=137532, sd=26}
115. Kf3 {-1.91/21 0.073s, n=236791, sd=27}
Be1 {+1.93/21 0.093s, n=213841, sd=25}
116. Ke3 {-1.91/22 0.134s, n=162556, sd=25}
Bc3 {+1.93/19 0.084s, n=143044, sd=22}
117. Bb5 {-1.91/18 0.109s, n=111494, sd=20}
Kf6 {+1.93/18 0.093s, n=108012, sd=23}
118. Bc4 {-1.91/20 0.093s, n=120154, sd=26}
Kg7 {+1.93/20 0.124s, n=165130, sd=24}
119. Ke2 {-1.91/20 0.206s, n=342254, sd=25}
Kh6 {+1.93/18 0.084s, n=238357, sd=21}
120. Ke3 {-1.91/19 0.082s, n=160577, sd=25}
Bb2 {+1.93/19 0.113s, n=155922, sd=24}
121. Kd2 {-1.91/18 0.047s, n=149291, sd=24}
Ba3 {+1.93/18 0.100s, n=192516, sd=23}
122. Ke2 {-1.91/19 0.115s, n=110446, sd=23}
Bc1 {+1.93/19 0.081s, n=149664, sd=25}
123. Kf3 {-1.91/21 0.087s, n=146703, sd=25}
Bd2 {+1.93/21 0.085s, n=142494, sd=27}
124. Kg3 {-1.91/21 0.076s, n=162842, sd=25}
Bb4 {+1.93/21 0.085s, n=205270, sd=30}
125. Kg2 {-1.91/20 0.071s, n=144677, sd=24}
Be1 {+1.93/20 0.112s, n=158551, sd=23}
126. Kf3 {-1.91/21 0.089s, n=149813, sd=24}
Kg7 {+1.93/21 0.102s, n=170811, sd=24}
127. Ke2 {-1.91/22 0.087s, n=161624, sd=26}
Bc3 {+1.93/22 0.117s, n=147922, sd=26}
128. Kf3 {-1.91/21 0.131s, n=171704, sd=25}
Bd4 {+1.93/22 0.169s, n=245810, sd=28}
129. Ke2 {-1.91/21 0.095s, n=159026, sd=23}
Kh6 {+1.93/20 0.109s, n=147762, sd=26}
130. Bd5 {-1.91/21 0.119s, n=254414, sd=24}
Bb2 {+1.93/20 0.124s, n=237237, sd=28}
131. Ke3 {-1.91/21 0.105s, n=259247, sd=27}
Kg7 {+1.93/21 0.099s, n=137819, sd=25}
132. Kd2 {-1.91/21 0.070s, n=143520, sd=24}
Ba3 {+1.93/20 0.120s, n=204596, sd=28}
133. Ke2 {-1.91/20 0.120s, n=136108, sd=23}
Bc1 {+1.93/21 0.111s, n=110187, sd=22}
134. Kf3 {-1.91/20 0.094s, n=110778, sd=24}
Bb2 {+1.93/21 0.279s, n=807946, sd=28}
135. Bc4 {-1.91/20 0.089s, n=227084, sd=24}
Kh6 {+1.93/21 0.106s, n=154715, sd=26}
136. Kf2 {-1.91/20 0.060s, n=138415, sd=22}
Bd4+ {+1.93/19 0.108s, n=134457, sd=26}
137. Ke2 {-1.91/20 0.110s, n=249367, sd=25}
Ba1 {+1.93/21 0.142s, n=310298, sd=25}
138. Bd5 {-1.91/21 0.170s, n=395246, sd=26}
Bc3 {+1.93/18 0.071s, n=123709, sd=21}
139. Ke3 {-1.91/22 0.224s, n=173795, sd=25}
Bg7 {+1.93/21 0.123s, n=163268, sd=26}
140. Ke2 {-1.91/22 0.450s, n=214082, sd=28}
Ba1 {+1.93/19 0.226s, n=476158, sd=22}
141. Kf2 {-1.91/21 0.154s, n=245420, sd=26}
Kg7 {+1.93/21 0.101s, n=110917, sd=22}
142. Kf3 {-1.91/23 0.125s, n=145488, sd=25}
Kf6 {+1.93/21 0.430s, n=86678, sd=20}
143. Ke3 {-1.83/19 0.233s, n=671640, sd=24}
Bb2 {+1.74/20 0.174s, n=367933, sd=25}
144. Kf3 {-1.83/18 0.085s, n=265206, sd=24}
Ke7 {+1.74/19 0.039s, n=111837, sd=23}
145. Ke3 {-1.83/17 0.080s, n=247607, sd=23}
Bc1+ {+1.74/17 0.106s, n=112776, sd=22}
146. Kf3 {-1.83/18 0.070s, n=61704, sd=19} h4 {+1.74/19 0.059s, n=109937, sd=23}
147. Bc4 {-1.77/16 0.065s, n=201447, sd=21}
Kf6 {+1.74/22 0.119s, n=105007, sd=28}
148. Bd5 {-1.77/19 0.190s, n=299318, sd=22}
Kg7 {+1.74/22 0.073s, n=134186, sd=26}
149. Bc4 {-1.77/19 0.099s, n=86720, sd=20}
Kh6 {+1.74/21 0.091s, n=129879, sd=23}
150. Be6 {-1.77/19 0.111s, n=85160, sd=19}
Bb2 {+1.74/20 0.083s, n=106097, sd=26}
151. Ke2 {-1.77/20 0.116s, n=127199, sd=22}
Kg7 {+1.74/23 0.218s, n=125144, sd=27}
152. Bb3 {-1.77/19 0.058s, n=101518, sd=25}
Bc1 {+1.74/19 0.081s, n=98001, sd=23}
153. Kf3 {-1.77/21 0.138s, n=172063, sd=25}
Bd2 {+1.74/22 0.072s, n=135172, sd=26}
154. Be6 {-1.77/21 0.099s, n=166258, sd=24}
Kf6 {+1.74/21 0.119s, n=204460, sd=26}
155. Bc4 {-1.77/21 0.114s, n=270597, sd=27}
Ke7 {+1.74/21 0.113s, n=146406, sd=26}
156. Bd3 {-1.77/20 0.089s, n=119787, sd=25}
Bc3 {+1.74/21 0.086s, n=166341, sd=24}
157. Ke2 {-1.77/17 0.112s, n=84867, sd=19}
Kf6 {+1.74/19 0.137s, n=100833, sd=22}
158. Bb5 {-1.77/19 0.127s, n=120492, sd=21}
Bb2 {+1.74/20 0.111s, n=127558, sd=22}
159. Kd2 {-1.77/18 0.059s, n=181138, sd=20}
Kf7 {+1.74/18 0.132s, n=110100, sd=22}
160. Bc4+ {-1.77/18 0.156s, n=128326, sd=21}
Kf8 {+1.74/19 0.095s, n=136560, sd=22}
161. Kc2 {-1.77/18 0.129s, n=117609, sd=20}
Ba1 {+1.74/19 0.151s, n=156055, sd=23}
162. Kd2 {-1.77/18 0.135s, n=164318, sd=19}
Ke7 {+1.74/18 0.066s, n=85958, sd=20}
163. Bd5 {-1.77/18 0.074s, n=110730, sd=22}
Bd4 {+1.74/20 0.095s, n=104391, sd=21}
164. Bc4 {-1.77/19 0.105s, n=168683, sd=21}
Bc5 {+1.74/18 0.106s, n=69579, sd=20}
165. Ke2 {-1.77/21 0.137s, n=132527, sd=23}
Kf6 {+1.74/20 0.093s, n=126073, sd=21}
166. Bb3 {-1.77/22 0.091s, n=156748, sd=26}
Bd4 {+1.74/20 0.097s, n=104715, sd=22}
167. Bd5 {-1.77/20 0.130s, n=138773, sd=23}
Ke7 {+1.74/20 0.098s, n=131199, sd=23}
168. Bc4 {-1.77/20 0.071s, n=149605, sd=23}
Bf6 {+1.74/21 0.126s, n=182670, sd=24}
169. Ke3 {-1.77/21 0.113s, n=107767, sd=25}
Ba1 {+1.74/21 0.121s, n=168775, sd=24}
170. Bd5 {-1.77/20 0.100s, n=121345, sd=21}
Kf6 {+1.74/20 0.054s, n=149685, sd=25}
171. Kd2 {-1.77/21 0.093s, n=112697, sd=23}
Bb2 {+1.74/20 0.113s, n=156919, sd=24}
172. Ke2 {-1.77/21 0.065s, n=137041, sd=29}
Bd4 {+1.74/19 0.094s, n=138992, sd=23}
173. Kf3 {-1.77/24 0.169s, n=159312, sd=28}
Kg7 {+1.74/24 0.121s, n=102109, sd=28}
174. Bc4 {-1.77/25 0.110s, n=104639, sd=25}
Kh6 {+1.74/20 0.072s, n=243286, sd=22}
175. Ke2 {-1.77/22 0.128s, n=101351, sd=21}
Bc5 {+1.74/18 0.077s, n=149091, sd=21}
176. Kf3 {-1.77/23 0.106s, n=101065, sd=31}
Kh5 {+1.74/22 0.148s, n=138042, sd=27}
177. Bd5 {-1.77/22 0.131s, n=76442, sd=22}
Bd6 {+1.74/23 0.122s, n=101005, sd=25}
178. Ke3 {-1.77/16 0.067s, n=178670, sd=20}
Kh6 {+1.74/22 0.219s, n=472166, sd=29}
179. Bf7 {-1.77/20 0.116s, n=143419, sd=23}
Bc5+ {+1.74/20 0.107s, n=141442, sd=28}
180. Kd3 {-1.77/20 0.097s, n=219934, sd=25}
Kg7 {+1.74/19 0.147s, n=183885, sd=23}
181. Bd5 {-1.77/21 0.078s, n=172104, sd=25}
Bd6 {+1.74/21 0.115s, n=141428, sd=24}
182. Ke3 {-1.77/23 0.109s, n=135895, sd=27}
Kf6 {+1.74/22 0.072s, n=142014, sd=28}
183. Kf3 {-1.77/25 0.130s, n=276510, sd=31}
Ke7 {+1.74/21 0.086s, n=208410, sd=29}
184. Ke3 {-1.77/21 0.120s, n=133509, sd=25}
Bc5+ {+1.74/21 0.096s, n=179401, sd=22}
185. Kf3 {-1.77/25 0.123s, n=213485, sd=25}
Bd4 {+1.74/24 0.144s, n=137231, sd=26}
186. Ke2 {-1.77/23 0.190s, n=226431, sd=25}
Bb2 {+1.74/20 0.101s, n=156702, sd=24}
187. Kd2 {-1.77/22 0.101s, n=178586, sd=22}
Ba3 {+1.74/19 0.050s, n=162001, sd=24}
188. Ke3 {-1.77/22 0.129s, n=311359, sd=25}
Bc1+ {+1.74/20 0.163s, n=323545, sd=24}
189. Kf3 {-1.77/23 0.169s, n=256053, sd=28}
Kf6 {+1.74/23 0.110s, n=167056, sd=27}
190. Bb3 {-1.77/25 0.092s, n=143769, sd=28}
Bb2 {+1.74/22 0.110s, n=280401, sd=28}
191. Ke3 {-1.77/21 0.079s, n=117043, sd=23}
g5 {+1.75/21 0.223s, n=517932, sd=27}
192. fxg5+ {-1.77/20 0.134s, n=89990, sd=24}
Kxg5 {+1.75/23 0.124s, n=160338, sd=26}
193. Bc4 {-1.77/23 0.171s, n=181416, sd=24}
Ba1 {+1.75/19 0.128s, n=132790, sd=23}
194. Bb5 {-1.77/20 0.197s, n=138973, sd=21}
Kf6 {+1.75/19 0.097s, n=164416, sd=22}
195. Bc6 {-1.77/19 0.208s, n=385304, sd=21}
Ke5 {+1.75/18 0.124s, n=234857, sd=21}
196. Bb5 {-1.77/22 0.203s, n=238001, sd=24}
Bc3 {+1.75/20 0.209s, n=549907, sd=24}
197. Kf3 {-1.77/22 0.326s, n=976018, sd=26}
Bd2 {+1.75/22 0.103s, n=98636, sd=23}
198. Bd3 {-1.77/20 0.095s, n=129432, sd=19}
Be1 {+1.75/18 0.079s, n=136007, sd=20}
199. Bc4 {-1.77/19 0.196s, n=564741, sd=21}
Kf6 {+1.75/22 0.146s, n=183439, sd=25}
200. Ke3 {-1.77/19 0.106s, n=221550, sd=20}
Bc3 {+1.75/22 0.114s, n=237697, sd=25}
201. Ke2 {-1.77/21 0.107s, n=112921, sd=22}
Kg5 {+1.75/22 0.114s, n=174110, sd=23}
202. Ke3 {-1.77/20 0.113s, n=123067, sd=21}
Bb2 {+1.75/23 0.072s, n=164060, sd=26}
203. Kf3 {-1.77/21 0.083s, n=120110, sd=22}
Kf6 {+1.75/24 0.085s, n=124967, sd=29}
204. Kf4 {-1.77/26 0.185s, n=223444, sd=30}
Bc1+ {+1.75/22 0.262s, n=612666, sd=27}
205. Kf3 {-1.77/20 0.069s, n=64519, sd=24} Ke5 {+1.75/23 0.442s, n=63958, sd=24}
206. Bb5 {-1.77/23 0.121s, n=330920, sd=26}
Bf4 {+1.75/24 0.120s, n=61090, sd=26}
207. Bd7 {-1.77/23 0.245s, n=341074, sd=24}
Bd2 {+1.75/20 0.083s, n=134880, sd=21}
208. Bc6 {-1.77/19 0.080s, n=112783, sd=19}
Be1 {+1.75/22 0.091s, n=144356, sd=25}
209. Ke3 {-1.77/21 0.139s, n=194061, sd=22}
Bc3 {+1.75/19 0.091s, n=128596, sd=21}
210. Kf3 {-1.77/22 0.108s, n=115232, sd=25}
Bd2 {+1.75/23 0.323s, n=941002, sd=26}
211. Bd7 {-1.77/21 0.068s, n=229679, sd=23}
Bb4 {+1.75/19 0.087s, n=117115, sd=22}
212. Ke3 {-1.77/19 0.132s, n=234044, sd=22}
Be7 {+1.75/18 0.092s, n=163193, sd=22}
213. Bb5 {-1.77/19 0.104s, n=168205, sd=23}
Bg5+ {+1.75/19 0.183s, n=528897, sd=23}
214. Kf3 {-1.77/24 0.084s, n=112428, sd=26}
Kf6 {+1.75/24 0.078s, n=116952, sd=28}
215. Bc4 {-1.77/25 0.150s, n=269774, sd=27}
Bd2 {+1.75/24 0.343s, n=994749, sd=28}
216. Bd5 {-1.77/20 0.047s, n=149338, sd=23}
Be1 {+1.75/20 0.105s, n=123448, sd=23}
217. Bc4 {-1.77/21 0.075s, n=97422, sd=22}
Ke5 {+1.75/20 0.065s, n=107131, sd=24}
218. Bd3 {-1.77/21 0.139s, n=296673, sd=24}
Bb4 {+1.75/19 0.051s, n=157759, sd=21}
219. Bc4 {-1.77/20 0.122s, n=169561, sd=23}
Kf6 {+1.75/24 0.131s, n=125258, sd=32}
220. Ke2 {-1.77/24 0.093s, n=63565, sd=22} Kg5 {+1.75/20 0.079s, n=72161, sd=22}
221. Ke3 {-1.77/19 0.124s, n=135829, sd=23}
Bc3 {+1.75/22 0.106s, n=125211, sd=26}
222. Kd3 {-1.77/20 0.075s, n=82247, sd=21}
Be5 {+1.75/19 0.107s, n=110365, sd=18}
223. Ke3 {-1.77/18 0.076s, n=106781, sd=16}
Bf6 {+1.75/24 0.127s, n=161580, sd=25}
224. Kf3 {-1.77/25 0.394s, n=52584, sd=20}
Bd4 {+1.75/24 0.143s, n=389701, sd=26}
225. Bf7 {-1.77/26 0.344s, n=82154, sd=23}
Be5 {+1.75/23 0.097s, n=119271, sd=25}
226. Ke3 {-1.77/21 0.111s, n=210663, sd=25}
Ba1 {+1.75/21 0.103s, n=133727, sd=25}
227. Bc4 {-1.77/25 0.107s, n=118544, sd=24}
Kf6 {+1.75/24 0.113s, n=143937, sd=26}
228. Kf4 {-1.77/26 0.309s, n=61342, sd=24}
Be5+ {+1.75/17 0.116s, n=340100, sd=23}
229. Kf3 {-1.77/23 0.047s, n=135105, sd=29}
Bd4 {+1.75/23 0.100s, n=261333, sd=28}
230. Bd5 {-1.77/21 0.092s, n=227234, sd=25}
Ke5 {+1.75/19 0.122s, n=374412, sd=23}
231. Bc4 {-1.77/20 0.067s, n=196679, sd=22}
Bc5 {+1.75/24 0.249s, n=703569, sd=30}
232. Bb5 {-1.77/21 0.114s, n=251888, sd=25}
Ba3 {+1.75/22 0.088s, n=139339, sd=24}
233. Bc4 {-1.77/23 0.108s, n=99970, sd=19} Bd6 {+1.75/24 0.079s, n=92244, sd=21}
234. Ke3 {-1.77/24 0.141s, n=154989, sd=25}
Bc5+ {+1.75/25 0.065s, n=99641, sd=22}
235. Kf3 {-1.77/25 0.052s, n=76492, sd=21}
Bd4 {+1.75/26 0.071s, n=142918, sd=27}
236. Bf1 {-1.77/26 0.083s, n=65547, sd=22} Kf6 {+1.75/24 0.382s, n=78, sd=8}
237. Bc4 {-1.77/24 0.057s, n=59095, sd=19}
Bc5 {+1.75/20 0.087s, n=181629, sd=24} 238. Kf4 {-1.77/22 0.329s, n=7216, sd=16}
Bd6+ {+1.28/19 0.313s, n=958172, sd=24}
239. Kf3 {-1.77/20 0.294s, n=22083, sd=22} Kg5 {+1.75/21 0.306s, n=1559, sd=12}
240. Ke2 {-1.19/16 0.055s, n=100820, sd=21}
f4 {+1.25/13 0.096s, n=168730, sd=20} 241. Kf3 {-1.19/18 0.089s, n=77094, sd=20}
Kf5 {+1.26/14 0.063s, n=66654, sd=18}
242. Bb5 {-1.19/20 0.087s, n=125956, sd=23}
Bb4 {+1.28/13 0.047s, n=78967, sd=16}
243. Bd7+ {-1.19/18 0.059s, n=111633, sd=22}
Ke5 {+1.24/14 0.075s, n=129695, sd=20}
244. Bc6 {-1.19/18 0.057s, n=170370, sd=20}
Be1 {+1.19/16 0.072s, n=118004, sd=18}
245. Kg4 {-1.07/17 0.094s, n=290252, sd=20}
Bf2 {+1.19/16 0.072s, n=98999, sd=18}
246. Bf3 {-0.94/17 0.186s, n=180538, sd=22}
Bg3 {+1.19/18 0.326s, n=84510, sd=19}
247. Bc6 {-0.77/17 0.104s, n=324521, sd=21}
Kd6 {+1.01/16 0.220s, n=529511, sd=19}
248. Ba8 {-0.77/18 0.097s, n=101848, sd=19}
Kc5 {+0.94/17 0.049s, n=79434, sd=18}
249. Kf3 {-0.82/19 0.125s, n=320716, sd=21}
Kd4 {+0.84/18 0.114s, n=325848, sd=20}
250. Bc6 {-0.86/19 0.095s, n=219833, sd=22}
Kc3 {+0.84/17 0.090s, n=135102, sd=20}
251. Bb5 {-0.86/18 0.041s, n=136366, sd=21}
Kc2 {+0.84/18 0.081s, n=150587, sd=21}
252. Be2 {-0.86/19 0.113s, n=193554, sd=20}
Kc1 {+0.84/17 0.074s, n=80372, sd=18, White disconnects} 0-1