[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.24"]
[Round "98"]
[White "Tofiks-dev"]
[Black "Tofiks-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "rn1qkb1r/pbp2ppp/1p1p1n2/4p3/2B1P3/2N3N1/PPPP1PPP/R1BQK2R w KQkq - 0 6"]
[GameDuration "00:00:50"]
[GameStartTime "2026-04-24T17:01:18 +0000"]
[GameEndTime "2026-04-24T17:02:09 +0000"]
[PlyCount "480"]
[Termination "abandoned"]
[TimeControl "1.23+0.1"]

6. O-O {+0.74/8 0.059s, n=48107, sd=20} Nc6 {-0.88/8 0.070s, n=51384, sd=20}
7. d3 {+0.68/9 0.110s, n=125567, sd=20} g6 {-0.73/7 0.030s, n=49935, sd=18}
8. Bg5 {+0.85/8 0.033s, n=57648, sd=16} Bg7 {-0.54/9 0.077s, n=81752, sd=19}
9. f4 {+0.54/8 0.070s, n=72943, sd=18} h6 {-0.43/9 0.064s, n=79769, sd=21}
10. Bxf6 {+0.63/9 0.091s, n=99718, sd=21} Bxf6 {-0.69/8 0.030s, n=47681, sd=20}
11. f5 {+0.66/10 0.081s, n=114914, sd=21} h5 {-0.66/7 0.032s, n=47801, sd=17}
12. Nd5 {+0.62/9 0.128s, n=195292, sd=22} Bg7 {-0.42/8 0.073s, n=56552, sd=18}
13. a3 {+0.76/8 0.103s, n=134971, sd=24} Na5 {-0.53/7 0.093s, n=101206, sd=21}
14. fxg6 {+0.96/8 0.089s, n=85938, sd=23} fxg6 {-0.82/9 0.125s, n=118030, sd=20}
15. Ba2 {+0.89/8 0.073s, n=78893, sd=18} Nc6 {-1.04/9 0.100s, n=156384, sd=25}
16. c3 {+1.19/8 0.115s, n=138042, sd=20} a5 {-1.38/8 0.159s, n=200007, sd=18}
17. Nxb6 {+2.46/9 0.314s, n=87515, sd=22}
cxb6 {-2.46/10 0.150s, n=114415, sd=19}
18. Rf7 {+2.49/10 0.061s, n=99403, sd=24} h4 {-2.50/10 0.219s, n=314648, sd=24}
19. Ne2 {+2.34/10 0.050s, n=75669, sd=23} Qg5 {-2.50/10 0.077s, n=120659, sd=21}
20. Rxb7 {+2.23/10 0.138s, n=109254, sd=22}
h3 {-1.58/10 0.211s, n=296998, sd=26} 21. Qf1 {+1.92/10 0.257s, n=391885, sd=24}
Rf8 {-1.75/10 0.102s, n=131683, sd=21}
22. Rf7 {+1.95/10 0.084s, n=129610, sd=23}
Qe3+ {-2.12/9 0.075s, n=134176, sd=20}
23. Qf2 {+1.91/10 0.062s, n=131931, sd=25}
Qxf2+ {-1.88/10 0.078s, n=120645, sd=21}
24. Rxf2 {+1.91/12 0.037s, n=84174, sd=21}
Rxf2 {-2.08/11 0.067s, n=158299, sd=24}
25. Kxf2 {+2.16/13 0.080s, n=192724, sd=23}
Kd7 {-2.10/11 0.088s, n=219492, sd=24}
26. gxh3 {+2.16/13 0.123s, n=241841, sd=22}
Rf8+ {-2.24/12 0.106s, n=177380, sd=22}
27. Kg2 {+2.29/12 0.118s, n=246099, sd=22} b5 {-2.30/12 0.168s, n=458761, sd=24}
28. Rf1 {+2.32/13 0.178s, n=485455, sd=24}
Rxf1 {-2.24/11 0.042s, n=115721, sd=19}
29. Kxf1 {+2.26/13 0.066s, n=175864, sd=22}
Bf6 {-2.38/12 0.102s, n=270428, sd=22}
30. Bf7 {+2.48/12 0.156s, n=264561, sd=21} g5 {-2.66/11 0.063s, n=168072, sd=18}
31. Bh5 {+2.63/11 0.089s, n=239217, sd=20}
Nd8 {-2.54/12 0.185s, n=247822, sd=21}
32. Bg4+ {+2.48/11 0.125s, n=249473, sd=21}
Ne6 {-2.60/11 0.096s, n=226775, sd=21}
33. Kf2 {+2.65/12 0.048s, n=116150, sd=22}
Bd8 {-2.70/11 0.057s, n=104883, sd=20} 34. d4 {+2.78/12 0.066s, n=89829, sd=20}
Bb6 {-2.82/12 0.102s, n=173833, sd=21}
35. Kf3 {+2.68/13 0.211s, n=430233, sd=24}
Ke7 {-2.68/13 0.069s, n=116631, sd=22} 36. d5 {+2.68/14 0.113s, n=200096, sd=24}
Nf4 {-2.50/14 0.152s, n=325991, sd=21} 37. b4 {+3.10/13 0.201s, n=531060, sd=22}
axb4 {-2.98/12 0.208s, n=224800, sd=19}
38. axb4 {+3.33/13 0.086s, n=145121, sd=20}
Nxe2 {-3.10/11 0.057s, n=163183, sd=20}
39. Kxe2 {+3.52/17 0.086s, n=93947, sd=22}
Bg1 {-3.75/16 0.102s, n=142646, sd=22}
40. Bc8 {+3.45/18 0.086s, n=141705, sd=22}
Bxh2 {-3.79/19 0.114s, n=125806, sd=24}
41. Ba6 {+3.45/20 0.079s, n=122211, sd=25}
Bf4 {-3.79/21 0.091s, n=160384, sd=23}
42. Bxb5 {+3.45/17 0.085s, n=92804, sd=21} Kd8 {-3.79/20 0.416s, n=50467, sd=21}
43. c4 {+4.44/15 0.141s, n=206961, sd=22} Bc1 {-4.55/15 0.119s, n=229153, sd=21}
44. c5 {+4.67/16 0.100s, n=245023, sd=26} Kc7 {-4.42/16 0.084s, n=249470, sd=23}
45. Kd3 {+4.86/17 0.116s, n=240630, sd=22}
Bb2 {-4.80/18 0.164s, n=188296, sd=22}
46. Kc4 {+4.99/16 0.103s, n=111450, sd=21}
Ba1 {-4.80/21 0.160s, n=177835, sd=26}
47. Be8 {+4.99/19 0.146s, n=166855, sd=26}
Bd4 {-4.80/20 0.129s, n=185948, sd=27} 48. Kb5 {+4.99/19 0.102s, n=99259, sd=23}
Bf2 {-4.80/20 0.330s, n=94425, sd=22} 49. c6 {+4.99/22 0.091s, n=81119, sd=24}
Be1 {-4.78/21 0.068s, n=70919, sd=25} 50. Bd7 {+4.99/24 0.110s, n=96795, sd=24}
Bd2 {-4.78/23 0.083s, n=84743, sd=23} 51. Be6 {+4.99/28 0.179s, n=277222, sd=28}
Be1 {-4.78/25 0.072s, n=89754, sd=24} 52. Bg4 {+4.99/28 0.095s, n=201261, sd=26}
Bd2 {-4.78/26 0.063s, n=95184, sd=25} 53. Bf5 {+4.99/27 0.067s, n=111843, sd=30}
Bc3 {-4.78/27 0.113s, n=123714, sd=24} 54. Ka5 {+4.99/23 0.083s, n=95148, sd=25}
Bd2 {-4.78/28 0.072s, n=130008, sd=27}
55. Bg4 {+4.99/24 0.069s, n=110978, sd=26} Bc3 {-4.78/28 0.041s, n=97554, sd=32}
56. Bd7 {+4.99/28 0.111s, n=118381, sd=27}
Bd2 {-4.78/28 0.088s, n=265407, sd=34}
57. Kb5 {+4.99/29 0.226s, n=641464, sd=32} Be1 {-4.78/24 0.066s, n=81787, sd=25}
58. Be6 {+4.99/27 0.081s, n=92701, sd=26} Bd2 {-4.78/24 0.045s, n=120061, sd=29}
59. Ka5 {+4.99/26 0.082s, n=125356, sd=30}
Be1 {-4.78/23 0.093s, n=100359, sd=37}
60. Bf7 {+4.99/26 0.173s, n=193866, sd=37}
Bf2 {-4.78/27 0.184s, n=206682, sd=27}
61. Kb5 {+4.99/26 0.078s, n=166829, sd=34}
Bd4 {-4.78/26 0.135s, n=167785, sd=35}
62. Be8 {+4.99/26 0.068s, n=118176, sd=27}
Bf2 {-4.78/25 0.041s, n=108043, sd=24}
63. Bg6 {+4.99/28 0.121s, n=183715, sd=38}
Be3 {-4.78/27 0.102s, n=102058, sd=28}
64. Ka5 {+4.99/28 0.116s, n=205056, sd=37}
Bd4 {-4.78/29 0.172s, n=190450, sd=31}
65. Bf5 {+4.99/26 0.058s, n=114276, sd=36}
Bc3 {-4.78/29 0.095s, n=256909, sd=35} 66. Bg4 {+4.99/23 0.080s, n=89220, sd=27}
Be1 {-4.78/25 0.058s, n=93561, sd=31} 67. Bf3 {+4.99/23 0.075s, n=91984, sd=23}
Bf2 {-4.78/28 0.215s, n=213206, sd=31} 68. Kb5 {+4.99/25 0.075s, n=95626, sd=23}
Be1 {-4.78/30 0.226s, n=258835, sd=37}
69. Bh5 {+4.99/26 0.076s, n=123420, sd=23}
Bf2 {-4.78/29 0.087s, n=179719, sd=37}
70. Ka6 {+4.99/26 0.049s, n=121117, sd=24}
Be3 {-4.78/30 0.176s, n=215095, sd=38}
71. Bd1 {+4.99/25 0.094s, n=107595, sd=29}
Bd4 {-4.78/27 0.092s, n=184234, sd=29}
72. Kb5 {+4.99/27 0.160s, n=327883, sd=30} Kc8 {-4.78/25 0.095s, n=90886, sd=30}
73. Bg4+ {+4.99/27 0.094s, n=105260, sd=26}
Kd8 {-4.78/25 0.091s, n=236805, sd=32}
74. Bd7 {+4.99/21 0.064s, n=113294, sd=28} Kc7 {-4.78/23 0.041s, n=59296, sd=28}
75. Be6 {+4.99/29 0.068s, n=103892, sd=25}
Be3 {-4.78/24 0.059s, n=188091, sd=29}
76. Bf5 {+4.99/28 0.169s, n=314113, sd=28}
Bd4 {-4.78/26 0.076s, n=266099, sd=27}
77. Bh7 {+4.99/27 0.101s, n=321032, sd=33}
Kb8 {-4.78/26 0.162s, n=117027, sd=23}
78. Bg6 {+4.99/26 0.108s, n=139966, sd=26}
Kc7 {-4.78/26 0.122s, n=148556, sd=30}
79. Bf7 {+4.99/28 0.109s, n=217083, sd=28} Bf2 {-4.78/28 0.076s, n=85233, sd=23}
80. Ka5 {+4.99/29 0.151s, n=195798, sd=32}
Bd4 {-4.78/28 0.136s, n=259931, sd=32}
81. Be6 {+4.99/28 0.169s, n=358090, sd=29}
Bf2 {-4.78/27 0.110s, n=141713, sd=27}
82. Bf5 {+4.99/27 0.073s, n=200372, sd=32} Be3 {-4.78/28 0.061s, n=82246, sd=30}
83. Bg4 {+4.99/27 0.130s, n=290136, sd=27}
Bd2 {-4.78/30 0.096s, n=286641, sd=33} 84. Kb5 {+4.99/26 0.076s, n=87753, sd=23}
Be1 {-4.78/29 0.034s, n=114414, sd=29}
85. Bd1 {+4.99/28 0.089s, n=120584, sd=24}
Bf2 {-4.78/28 0.298s, n=122893, sd=26}
86. Be2 {+4.99/29 0.082s, n=147837, sd=28}
Kd8 {-4.78/23 0.114s, n=112973, sd=30}
87. Ka5 {+4.99/25 0.158s, n=198960, sd=29}
Bd4 {-4.78/22 0.058s, n=150657, sd=30} 88. Ka4 {+4.99/23 0.102s, n=89226, sd=26}
Kc7 {-4.78/27 0.120s, n=201991, sd=27}
89. Kb5 {+4.99/27 0.073s, n=117659, sd=27}
Kd8 {-4.78/27 0.090s, n=268595, sd=31}
90. Bg4 {+4.99/29 0.260s, n=631446, sd=33}
Kc7 {-4.78/27 0.226s, n=638776, sd=29} 91. Bf3 {+4.99/27 0.304s, n=10495, sd=18}
Be3 {-4.78/27 0.061s, n=178907, sd=29} 92. Bd1 {+4.99/25 0.268s, n=4622, sd=13}
Bf2 {0.00/46 0.119s, n=69251, sd=24} 93. Bg4 {+4.99/27 0.236s, n=13275, sd=18}
Be1 {0.00/50 0.006s, n=718, sd=12} 94. Be2 {+4.99/25 0.170s, n=11026, sd=16}
Bg3 {-4.54/26 0.160s, n=389527, sd=28} 95. Ka6 {+4.49/17 0.030s, n=76685, sd=21}
Be1 {-4.54/25 0.035s, n=123247, sd=29} 96. b5 {+4.49/18 0.028s, n=91913, sd=22}
Bf2 {-4.54/22 0.065s, n=78519, sd=25} 97. Bd1 {+4.32/21 0.093s, n=185986, sd=25}
Bd4 {-4.54/25 0.095s, n=93541, sd=25} 98. Ka5 {+4.32/21 0.039s, n=97149, sd=24}
Bc5 {-4.54/25 0.066s, n=129607, sd=23} 99. Bh5 {+4.32/22 0.071s, n=71048, sd=23}
Bd4 {-4.54/26 0.062s, n=99878, sd=22} 100. Bg4 {+4.32/19 0.071s, n=57405, sd=24}
Bg1 {-4.54/26 0.056s, n=136077, sd=23}
101. Kb4 {+4.32/20 0.173s, n=477182, sd=32}
Bc5+ {-4.54/26 0.075s, n=167260, sd=25}
102. Kc4 {+4.32/19 0.030s, n=95639, sd=25} Kb6 {-4.54/23 0.069s, n=77105, sd=20}
103. Bd7 {+4.75/19 0.060s, n=132427, sd=27}
Bf2 {-4.54/23 0.067s, n=73725, sd=18}
104. Kd3 {+4.75/20 0.063s, n=157822, sd=24}
Bc5 {-4.54/25 0.113s, n=181620, sd=24}
105. Ke2 {+4.75/19 0.088s, n=90606, sd=23}
Bd4 {-4.61/19 0.176s, n=242714, sd=19}
106. Kf3 {+4.75/20 0.083s, n=175177, sd=22}
Kc7 {-4.92/19 0.166s, n=416045, sd=23}
107. Kg4 {+4.75/20 0.082s, n=106792, sd=24}
Be3 {-4.75/20 0.066s, n=190414, sd=22}
108. Kf5 {+4.75/21 0.066s, n=156223, sd=23}
Kb6 {-4.75/20 0.080s, n=78202, sd=21}
109. Kf6 {+4.75/20 0.035s, n=114803, sd=21}
Kc7 {-4.75/21 0.199s, n=320005, sd=23}
110. Bf5 {+4.75/19 0.047s, n=158720, sd=20}
Kb6 {-4.75/21 0.132s, n=133815, sd=19}
111. Be6 {+4.75/18 0.036s, n=112515, sd=21}
Kc7 {-4.75/20 0.052s, n=85247, sd=17}
112. Bd7 {+4.92/20 0.081s, n=151995, sd=22}
Kb6 {-4.75/22 0.079s, n=165065, sd=21}
113. Kf5 {+4.93/19 0.042s, n=140846, sd=21}
Kc7 {-4.75/22 0.144s, n=138464, sd=22}
114. Ke6 {+4.99/20 0.071s, n=91279, sd=20}
Bd4 {-4.75/23 0.079s, n=159473, sd=27}
115. Kf7 {+4.89/21 0.090s, n=184716, sd=24}
Kb6 {-4.75/22 0.115s, n=146493, sd=21}
116. Ke7 {+4.89/19 0.095s, n=188624, sd=22}
Kc7 {-4.75/23 0.088s, n=215853, sd=23}
117. Bf5 {+4.89/21 0.077s, n=105941, sd=24}
Bc5 {-4.75/22 0.073s, n=111063, sd=26}
118. Bg4 {+4.89/22 0.092s, n=171728, sd=25}
Bf2 {-4.75/21 0.043s, n=144125, sd=25}
119. Kf6 {+4.89/23 0.110s, n=197409, sd=20}
Be3 {-4.75/22 0.075s, n=80351, sd=20}
120. Ke6 {+4.89/23 0.159s, n=549459, sd=24}
Bc5 {-4.75/22 0.070s, n=127790, sd=23}
121. Bf5 {+4.89/23 0.119s, n=174705, sd=24}
Be3 {-4.75/24 0.165s, n=180398, sd=25}
122. Kf7 {+4.89/22 0.032s, n=105159, sd=23}
Bd4 {-4.75/23 0.094s, n=143196, sd=18}
123. Kg6 {+4.89/21 0.078s, n=161350, sd=24}
Be3 {-4.75/21 0.073s, n=100493, sd=19}
124. Kg7 {+4.89/22 0.086s, n=200878, sd=24}
Bc5 {-4.75/21 0.076s, n=96229, sd=19}
125. Kf6 {+4.89/21 0.101s, n=186917, sd=24}
Be3 {-4.75/24 0.099s, n=197371, sd=21}
126. Ke6 {+4.89/21 0.118s, n=204473, sd=24}
Bf2 {-4.75/22 0.050s, n=129603, sd=21}
127. Bg6 {+4.89/21 0.033s, n=116309, sd=26}
Bd4 {-4.75/22 0.153s, n=181675, sd=21}
128. Kf5 {+4.89/20 0.091s, n=96315, sd=21} Be3 {-4.75/22 0.048s, n=96795, sd=23}
129. Be8 {+4.89/21 0.085s, n=140633, sd=22}
Kb6 {-4.75/21 0.089s, n=160170, sd=19}
130. Kf6 {+4.89/20 0.130s, n=254287, sd=22}
Kc7 {-4.75/22 0.140s, n=199054, sd=24}
131. Kf7 {+4.89/20 0.066s, n=128145, sd=22}
Kb6 {-4.75/21 0.167s, n=181072, sd=21}
132. Ke7 {+4.89/20 0.068s, n=172541, sd=23}
Kc7 {-4.75/21 0.141s, n=183907, sd=22}
133. Bf7 {+4.89/22 0.101s, n=131136, sd=22}
Bc5 {-4.75/23 0.146s, n=203482, sd=24}
134. Ke6 {+4.89/21 0.132s, n=163828, sd=23}
Be3 {-4.75/24 0.174s, n=176406, sd=25}
135. Kf6 {+4.89/21 0.067s, n=150892, sd=22}
Kb6 {-4.75/20 0.073s, n=73523, sd=19}
136. Ke7 {+4.89/21 0.068s, n=157224, sd=22}
Kc7 {-4.75/20 0.084s, n=100891, sd=18}
137. Be6 {+4.89/23 0.089s, n=136283, sd=22}
Bc5 {-4.75/25 0.149s, n=209213, sd=22}
138. Kf7 {+4.89/22 0.113s, n=155398, sd=22}
Kb6 {-4.75/22 0.134s, n=142667, sd=19}
139. Kg6 {+4.89/21 0.233s, n=349900, sd=22}
Be3 {-4.75/20 0.081s, n=146673, sd=17}
140. Bd7 {+4.89/22 0.087s, n=204173, sd=22}
Kc7 {-4.75/21 0.077s, n=103861, sd=17}
141. Bg4 {+4.89/23 0.095s, n=197265, sd=26}
Kb6 {-4.75/23 0.063s, n=82101, sd=18}
142. Kg7 {+4.89/22 0.080s, n=153497, sd=20}
Bf2 {-4.75/21 0.124s, n=127933, sd=21}
143. Kf6 {+4.89/21 0.086s, n=138841, sd=19}
Be3 {-4.75/20 0.050s, n=182313, sd=18}
144. Ke6 {+4.89/21 0.350s, n=65289, sd=17} Kc7 {-4.75/21 0.272s, n=42515, sd=17}
145. Bh5 {+4.89/19 0.305s, n=14, sd=2} Bb6 {-2.59/20 0.153s, n=166385, sd=22}
146. h4 {+2.67/20 0.165s, n=131424, sd=26}
gxh4 {-2.60/22 0.111s, n=340664, sd=27}
147. Bg4 {+2.67/22 0.116s, n=265987, sd=26}
Be3 {-2.60/22 0.066s, n=213079, sd=25}
148. Bh3 {+2.75/20 0.093s, n=175675, sd=21}
Bf2 {-2.60/20 0.075s, n=81425, sd=23} 149. Ke7 {+2.67/21 0.090s, n=74680, sd=21}
Bc5 {-2.60/22 0.066s, n=80744, sd=22} 150. Kf6 {+2.67/21 0.061s, n=77969, sd=21}
Kb6 {-2.66/21 0.145s, n=126309, sd=19}
151. Ke6 {+2.75/20 0.073s, n=61471, sd=16} Kc7 {-2.60/19 0.065s, n=79080, sd=23}
152. Ke7 {+2.67/21 0.074s, n=82122, sd=20}
Bf2 {-2.60/24 0.121s, n=153001, sd=25}
153. Bd7 {+2.67/22 0.063s, n=105137, sd=22}
Bc5 {-2.60/21 0.065s, n=100539, sd=20}
154. Kf6 {+2.67/21 0.085s, n=138195, sd=21}
Bf2 {-2.60/21 0.057s, n=121874, sd=21}
155. Be6 {+2.67/22 0.109s, n=162374, sd=24}
Kb6 {-2.60/21 0.059s, n=121332, sd=20}
156. Ke7 {+2.67/21 0.090s, n=208086, sd=22}
Kc7 {-2.60/21 0.062s, n=88528, sd=22}
157. Bf5 {+2.67/22 0.042s, n=102929, sd=24}
Bc5 {-2.60/23 0.057s, n=74930, sd=20}
158. Kf6 {+2.67/22 0.051s, n=109263, sd=22}
Be3 {-2.60/23 0.108s, n=258885, sd=25}
159. Ke6 {+2.67/26 0.170s, n=263176, sd=28}
Bf2 {-2.60/22 0.058s, n=182589, sd=23}
160. Kf7 {+2.67/22 0.091s, n=168332, sd=26}
Be3 {-2.60/22 0.054s, n=112009, sd=21}
161. Bd7 {+2.67/21 0.053s, n=104878, sd=23}
Kb6 {-2.60/20 0.075s, n=81200, sd=19}
162. Kg6 {+2.67/21 0.075s, n=196909, sd=18}
Bf2 {-2.60/20 0.176s, n=166964, sd=21}
163. Kg5 {+2.67/21 0.076s, n=109691, sd=21}
Be1 {-2.60/19 0.043s, n=110878, sd=19}
164. Kf6 {+2.67/21 0.084s, n=83711, sd=23} Bb4 {-2.60/18 0.097s, n=85270, sd=19}
165. Bf5 {+2.67/20 0.155s, n=174892, sd=21}
Bc5 {-2.60/20 0.090s, n=99452, sd=17}
166. Kg5 {+2.67/22 0.080s, n=123181, sd=21}
Bf2 {-2.60/22 0.166s, n=291572, sd=25}
167. Kg6 {+2.67/21 0.065s, n=246425, sd=24}
Be1 {-2.60/21 0.203s, n=199130, sd=23}
168. Kf6 {+2.67/21 0.116s, n=184235, sd=24}
Bf2 {-2.60/21 0.077s, n=176739, sd=26}
169. Kg5 {+2.67/21 0.072s, n=167282, sd=24}
Be1 {-2.60/20 0.133s, n=137475, sd=21}
170. Bd7 {+2.67/21 0.093s, n=134165, sd=20}
Bf2 {-2.60/18 0.048s, n=82768, sd=18}
171. Kg4 {+2.67/22 0.078s, n=131622, sd=22}
Be1 {-2.60/22 0.137s, n=171856, sd=21}
172. Kh5 {+2.67/22 0.153s, n=212599, sd=24}
Bf2 {-2.60/21 0.033s, n=101651, sd=21}
173. Bf5 {+2.67/22 0.064s, n=134131, sd=24}
Kc7 {-2.60/21 0.054s, n=122762, sd=23}
174. Be6 {+2.67/25 0.236s, n=220421, sd=26}
Kb6 {-2.60/20 0.081s, n=111471, sd=20}
175. Bg4 {+2.67/24 0.042s, n=142113, sd=27}
Be1 {-2.60/22 0.183s, n=280728, sd=23}
176. Kg6 {+2.67/21 0.119s, n=123562, sd=20}
Bf2 {-2.60/22 0.175s, n=295480, sd=25}
177. Kg5 {+2.67/21 0.049s, n=101378, sd=22}
Be1 {-2.60/20 0.122s, n=174375, sd=21}
178. Kh5 {+2.67/22 0.081s, n=107223, sd=20}
Bf2 {-2.60/23 0.144s, n=197577, sd=22}
179. Kg6 {+2.67/22 0.055s, n=129415, sd=26}
Kc7 {-2.60/23 0.180s, n=199689, sd=25}
180. Kg5 {+2.67/23 0.079s, n=264560, sd=22}
Kb6 {-2.60/21 0.034s, n=83733, sd=21} 181. Kf6 {+2.67/23 0.053s, n=91943, sd=21}
Kc7 {-2.60/21 0.176s, n=209434, sd=22}
182. Kf5 {+2.67/25 0.172s, n=223033, sd=29}
Be3 {-2.60/21 0.048s, n=59224, sd=20}
183. Ke6 {+2.67/23 0.101s, n=183413, sd=24}
Bc5 {-2.60/24 0.158s, n=445727, sd=26}
184. Kf7 {+2.67/24 0.067s, n=126287, sd=21}
Bf2 {-2.60/23 0.023s, n=84760, sd=20}
185. Kf6 {+2.67/24 0.095s, n=133592, sd=26}
Be3 {-2.60/23 0.078s, n=86596, sd=25}
186. Be6 {+2.67/26 0.193s, n=231360, sd=27}
Bc5 {-2.60/23 0.082s, n=92882, sd=21}
187. Kg5 {+2.67/22 0.121s, n=295061, sd=27}
Bf2 {-2.60/24 0.043s, n=99379, sd=19}
188. Kg4 {+2.67/24 0.150s, n=252877, sd=25}
Kb6 {-2.60/22 0.117s, n=307588, sd=25}
189. Bf5 {+2.67/22 0.294s, n=13132, sd=16}
Kc7 {-2.60/21 0.108s, n=219960, sd=21}
190. Kh5 {+2.67/23 0.072s, n=177452, sd=25}
Kb6 {-2.60/24 0.066s, n=187981, sd=25}
191. Be6 {+2.67/22 0.056s, n=194423, sd=21}
Kc7 {-2.60/21 0.043s, n=122197, sd=24}
192. Kg6 {+2.67/22 0.036s, n=92498, sd=24}
Kb6 {-2.60/23 0.124s, n=474998, sd=27}
193. Kf7 {+2.67/22 0.083s, n=211386, sd=23}
Kc7 {-2.60/21 0.139s, n=144775, sd=20}
194. Bg4 {+1.62/25 0.258s, n=929748, sd=32}
Be1 {-1.70/23 0.081s, n=143924, sd=23}
195. Ke6 {+1.62/24 0.157s, n=164452, sd=24}
Ba5 {-1.70/22 0.066s, n=76228, sd=20}
196. b6+ {+1.62/26 0.128s, n=256049, sd=27}
Bxb6 {-1.70/24 0.059s, n=116649, sd=25}
197. Bf5 {+1.62/27 0.038s, n=139295, sd=23}
Bf2 {-1.70/23 0.069s, n=86361, sd=23}
198. Kf6 {+1.62/26 0.036s, n=134634, sd=23}
Kb6 {-1.70/21 0.066s, n=89288, sd=21} 199. Ke7 {+1.62/23 0.053s, n=88503, sd=22}
Kc7 {-1.70/25 0.152s, n=222615, sd=28}
200. Ke6 {+1.62/26 0.058s, n=95733, sd=22}
Bc5 {-1.70/25 0.126s, n=271199, sd=28}
201. Kf6 {+1.62/27 0.079s, n=151368, sd=30}
Bf2 {-1.70/24 0.039s, n=142579, sd=24}
202. Bd7 {+1.62/27 0.073s, n=184880, sd=28}
Be1 {-1.70/25 0.087s, n=95076, sd=24}
203. Kg5 {+1.62/27 0.055s, n=104360, sd=30}
Bf2 {-1.70/25 0.058s, n=135239, sd=23}
204. Kg6 {+1.62/26 0.030s, n=111239, sd=28}
Bc5 {-1.70/27 0.130s, n=163931, sd=30}
205. Be6 {+1.62/27 0.089s, n=103119, sd=23}
Kb6 {-1.70/24 0.115s, n=146073, sd=22}
206. Kg5 {+1.62/21 0.060s, n=121784, sd=25}
Bf2 {-1.70/24 0.042s, n=113100, sd=20}
207. Bc8 {+1.62/22 0.053s, n=122817, sd=25}
Bg3 {-1.70/22 0.049s, n=113055, sd=19}
208. Bf5 {+1.62/24 0.101s, n=117197, sd=27}
Bf2 {-1.70/24 0.058s, n=155935, sd=21}
209. Kh5 {+1.62/25 0.063s, n=130845, sd=27}
Be1 {-1.70/24 0.074s, n=76328, sd=20}
210. Kg4 {+1.62/26 0.117s, n=157835, sd=26}
Kc7 {-1.70/25 0.187s, n=271176, sd=28}
211. Be6 {+1.62/26 0.050s, n=151557, sd=26}
Bf2 {-1.70/28 0.092s, n=190744, sd=32}
212. Kf3 {+1.62/26 0.065s, n=146474, sd=27}
Bd4 {-1.70/24 0.151s, n=189939, sd=24}
213. Bf5 {+1.62/27 0.161s, n=149741, sd=23}
Kb6 {-1.70/22 0.155s, n=163449, sd=21}
214. Bd7 {+1.62/23 0.079s, n=84996, sd=25}
Kc7 {-1.70/23 0.131s, n=265644, sd=22}
215. Kg4 {+1.62/25 0.068s, n=100714, sd=25}
Bf2 {-1.70/27 0.066s, n=76060, sd=21}
216. Kg5 {+1.62/26 0.046s, n=128287, sd=24}
Be1 {-1.70/28 0.053s, n=115070, sd=22}
217. Kg6 {+1.62/28 0.095s, n=105948, sd=23}
Bf2 {-1.70/25 0.043s, n=107351, sd=29}
218. Bf5 {+1.62/28 0.095s, n=241326, sd=31}
Kb6 {-1.70/23 0.072s, n=129447, sd=29}
219. Kf7 {+1.62/28 0.170s, n=432880, sd=29}
Bc5 {-1.70/25 0.176s, n=233249, sd=22}
220. Be6 {+1.62/24 0.069s, n=95217, sd=24} Be3 {-1.70/22 0.074s, n=75375, sd=22}
221. Kf6 {+1.62/25 0.100s, n=122549, sd=23}
Bd2 {-1.70/24 0.096s, n=137467, sd=22}
222. Ke7 {+1.62/22 0.085s, n=127182, sd=24}
Kc7 {-1.70/25 0.209s, n=261470, sd=29}
223. Kf7 {+1.62/24 0.077s, n=149476, sd=25}
Be3 {-1.70/27 0.073s, n=81116, sd=20} 224. Kf6 {+1.62/28 0.087s, n=99489, sd=23}
Bc5 {-1.70/27 0.057s, n=143531, sd=26}
225. Bd7 {+1.62/29 0.074s, n=141812, sd=32}
Bd4 {-1.70/30 0.201s, n=184856, sd=26}
226. Kf7 {+1.62/27 0.068s, n=131199, sd=27}
Kb6 {-1.70/27 0.172s, n=177069, sd=25}
227. Kg6 {+1.62/26 0.122s, n=154708, sd=27}
Kc7 {-1.70/26 0.048s, n=96998, sd=25}
228. Kf6 {+1.62/30 0.113s, n=240413, sd=31}
Bc5 {-1.70/28 0.072s, n=96407, sd=26}
229. Kf7 {+1.62/26 0.077s, n=113519, sd=25}
Bf2 {-1.70/28 0.082s, n=207662, sd=30}
230. Ke7 {+1.62/27 0.061s, n=147952, sd=28}
Bd4 {-1.70/27 0.123s, n=149552, sd=25}
231. Be6 {+1.62/31 0.256s, n=299522, sd=31}
Bf2 {-1.70/28 0.077s, n=129686, sd=24}
232. Bf5 {+1.62/27 0.084s, n=137877, sd=27}
Bd4 {-1.70/30 0.146s, n=214310, sd=31}
233. Kf7 {+1.62/26 0.049s, n=129595, sd=28}
Kb6 {-1.70/28 0.078s, n=100818, sd=22}
234. Bg4 {+1.62/26 0.126s, n=243997, sd=25}
Kc7 {-1.70/25 0.175s, n=176571, sd=22}
235. Kg6 {+1.62/27 0.103s, n=253135, sd=30}
Be3 {-1.70/28 0.083s, n=102403, sd=21}
236. Kf5 {+1.62/26 0.054s, n=165145, sd=27}
Bd4 {-1.70/27 0.141s, n=174917, sd=25}
237. Kg5 {+1.62/27 0.103s, n=196055, sd=27}
Bf2 {-1.70/28 0.105s, n=228919, sd=30}
238. Kh5 {+1.62/28 0.167s, n=393007, sd=34}
Kb6 {-1.70/28 0.078s, n=175061, sd=33}
239. Kg6 {+1.62/27 0.048s, n=142385, sd=27}
Bc5 {-1.70/24 0.109s, n=182827, sd=27}
240. Kf6 {+1.62/26 0.115s, n=171798, sd=23}
Kc7 {-1.70/25 0.084s, n=98373, sd=20} 241. Be6 {+1.62/29 0.358s, n=15134, sd=18}
Bd4 {-1.70/28 0.068s, n=96208, sd=21}
242. Kg6 {+1.62/27 0.146s, n=271449, sd=31}
Kb6 {-1.70/25 0.095s, n=89369, sd=20}
243. Kh6 {+1.62/22 0.084s, n=101953, sd=19}
Kc7 {-1.70/26 0.130s, n=248166, sd=22}
244. Kh5 {0.00/29 0.213s, n=330560, sd=30} Bf2 {0.00/29 0.146s, n=244881, sd=31}
245. Bg4 {0.00/50 0.038s, n=22, sd=2}
Kb6 {0.00/44 0.136s, n=77864, sd=25, White disconnects} 0-1