[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.24"]
[Round "1"]
[White "Tofiks-dev"]
[Black "Tofiks-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "r1b1kb1r/pp3ppp/1qn1p3/3pPn2/2pP2PP/2PB1N2/PP3P2/RNBQK2R w KQkq - 0 9"]
[GameDuration "00:00:57"]
[GameStartTime "2026-04-24T22:48:59 +0000"]
[GameEndTime "2026-04-24T22:49:57 +0000"]
[PlyCount "500"]
[Termination "abandoned"]
[TimeControl "1.36+0.11"]

9. Bc2 {+1.42/8 0.049s, n=41514, sd=22} Nfe7 {-1.34/8 0.072s, n=49904, sd=20}
10. h5 {+1.45/8 0.048s, n=65718, sd=19} f6 {-1.44/7 0.038s, n=54271, sd=20}
11. b3 {+1.63/9 0.159s, n=186235, sd=25} fxe5 {-1.70/9 0.210s, n=187749, sd=27}
12. dxe5 {+1.71/8 0.038s, n=56064, sd=24} Qa5 {-1.63/9 0.140s, n=192897, sd=23}
13. b4 {+1.45/9 0.230s, n=260761, sd=21} Qc7 {-1.61/9 0.058s, n=71499, sd=19}
14. Bf4 {+1.51/9 0.113s, n=161368, sd=23} Kf7 {-1.51/8 0.035s, n=58074, sd=17}
15. O-O {+1.52/9 0.111s, n=135378, sd=25} Kg8 {-1.39/9 0.142s, n=197593, sd=19}
16. Qe2 {+1.39/8 0.072s, n=120697, sd=21} d4 {-1.56/9 0.216s, n=333973, sd=20}
17. Qxc4 {+1.56/8 0.080s, n=54887, sd=17} Nd5 {-1.36/9 0.077s, n=97491, sd=21}
18. Bd2 {+1.24/8 0.079s, n=99058, sd=22} Nxe5 {-1.16/8 0.042s, n=67727, sd=17}
19. Nxe5 {+1.05/9 0.093s, n=114572, sd=21} Qxe5 {-1.05/9 0.087s, n=87907, sd=21}
20. cxd4 {+1.08/9 0.072s, n=113509, sd=19} Qf6 {-1.22/9 0.064s, n=68925, sd=19}
21. Be4 {+0.91/9 0.131s, n=194933, sd=20} Qf7 {-1.22/8 0.090s, n=152704, sd=21}
22. Qb3 {+1.25/8 0.069s, n=115299, sd=20} Bd7 {-1.21/8 0.069s, n=57002, sd=17}
23. Na3 {+1.35/9 0.373s, n=476475, sd=21} b5 {-1.37/8 0.135s, n=114892, sd=20}
24. Rac1 {+1.33/9 0.113s, n=165451, sd=22} Re8 {-1.29/8 0.083s, n=115595, sd=23}
25. Nc2 {+1.30/9 0.228s, n=309053, sd=23} Bd6 {-1.27/8 0.060s, n=66379, sd=21}
26. h6 {+1.05/9 0.131s, n=198898, sd=22} Nf4 {-1.11/8 0.081s, n=70493, sd=19}
27. Qf3 {+0.88/9 0.158s, n=221494, sd=20} Rf8 {-0.88/8 0.101s, n=132293, sd=24}
28. Ne3 {+0.85/8 0.061s, n=84546, sd=18} Qf6 {-0.82/10 0.120s, n=75384, sd=22}
29. hxg7 {+0.57/9 0.159s, n=185719, sd=23}
Qxg7 {-0.38/11 0.132s, n=185511, sd=25}
30. Nf5 {+0.98/11 0.342s, n=500214, sd=28}
exf5 {-0.73/11 0.190s, n=314042, sd=28}
31. Bxf4 {+0.98/11 0.372s, n=10011, sd=15}
fxe4 {-0.58/11 0.230s, n=450045, sd=28}
32. Qb3+ {+0.73/10 0.188s, n=263423, sd=27} Rf7 {-0.58/11 0.473s, n=2211, sd=15}
33. Bxd6 {+0.73/11 0.313s, n=22456, sd=17} h5 {0.00/13 0.070s, n=66384, sd=23}
34. Qg3 {+0.52/9 0.100s, n=123190, sd=18} Rf3 {+0.11/11 0.325s, n=366854, sd=27}
35. Qg2 {+0.02/9 0.080s, n=92745, sd=17} Rh6 {+0.89/12 0.359s, n=501057, sd=29}
36. Be5 {-0.54/9 0.116s, n=163513, sd=22}
Qxg4 {+1.42/12 0.324s, n=587325, sd=27}
37. Qxg4+ {-0.33/9 0.036s, n=51030, sd=20} Bxg4 {+1.42/11 0.300s, n=742, sd=13}
38. Rfe1 {-0.89/10 0.273s, n=392178, sd=23}
Rg6 {+1.54/10 0.104s, n=132704, sd=20} 39. Re3 {-1.04/9 0.051s, n=90936, sd=19}
Be6+ {+1.45/11 0.106s, n=191456, sd=23}
40. Kh1 {-1.45/10 0.230s, n=351263, sd=23}
Rxf2 {+1.73/11 0.106s, n=198844, sd=21}
41. Rc6 {-1.61/10 0.044s, n=72003, sd=17} Rf3 {+2.26/11 0.231s, n=406650, sd=23}
42. Rxf3 {-2.37/10 0.173s, n=257729, sd=27}
exf3 {+2.39/11 0.099s, n=131949, sd=19}
43. Rc2 {-3.58/10 0.153s, n=299331, sd=21}
Bf5 {+2.93/11 0.060s, n=123570, sd=22} 44. Rf2 {-3.06/10 0.079s, n=99684, sd=20}
Be4 {+3.76/12 0.089s, n=187441, sd=23}
45. Kh2 {-3.77/11 0.089s, n=167557, sd=22}
Rg2+ {+3.72/12 0.033s, n=82414, sd=24}
46. Rxg2+ {-3.78/12 0.035s, n=105006, sd=22}
fxg2 {+4.21/15 0.109s, n=291510, sd=27}
47. Bf4 {-3.87/15 0.080s, n=207257, sd=21}
Kf7 {+3.89/15 0.078s, n=222408, sd=24}
48. Be3 {-3.89/14 0.042s, n=124578, sd=21}
Bd5 {+3.93/15 0.049s, n=122173, sd=20}
49. Kg3 {-3.72/15 0.061s, n=110352, sd=24} Ke6 {+3.82/14 0.037s, n=89373, sd=20}
50. a3 {-3.64/15 0.055s, n=126803, sd=24} Kf5 {+3.65/14 0.118s, n=209646, sd=22}
51. Kh4 {-3.57/15 0.038s, n=73712, sd=21} Kg6 {+3.50/15 0.202s, n=424147, sd=22}
52. Bg1 {-3.70/16 0.072s, n=134113, sd=23} a6 {+3.50/18 0.091s, n=121869, sd=23}
53. Bf2 {-3.67/17 0.081s, n=130765, sd=22} Bf3 {+3.50/15 0.087s, n=96802, sd=21}
54. Kg3 {-3.72/16 0.059s, n=145426, sd=23}
Bc6 {+3.50/16 0.073s, n=152313, sd=22} 55. Kh4 {-3.68/17 0.055s, n=92059, sd=22}
Be4 {+3.50/17 0.079s, n=195728, sd=24}
56. Be3 {-3.42/17 0.049s, n=108198, sd=25} Bf3 {+3.50/17 0.057s, n=90699, sd=21}
57. Kg3 {-3.42/17 0.057s, n=105674, sd=23} Bd5 {+3.50/17 0.050s, n=86201, sd=23}
58. Kh4 {-3.42/17 0.069s, n=103442, sd=21}
Be4 {+3.50/19 0.091s, n=149512, sd=24}
59. Bf2 {-3.42/18 0.096s, n=194334, sd=24} Bc6 {+3.50/16 0.060s, n=87613, sd=22}
60. Be3 {-3.42/20 0.159s, n=122358, sd=23}
Bb7 {+3.50/18 0.092s, n=148102, sd=24}
61. Bg1 {-3.37/20 0.125s, n=288286, sd=27} Bf3 {+3.50/19 0.062s, n=97435, sd=25}
62. Kg3 {-3.37/19 0.123s, n=331919, sd=26}
Bc6 {+3.50/19 0.081s, n=196296, sd=23}
63. Kh4 {-3.32/18 0.107s, n=182073, sd=26}
Bb7 {+3.50/20 0.169s, n=236608, sd=32} 64. Bf2 {-3.32/17 0.038s, n=75613, sd=22}
Ba8 {+3.50/19 0.042s, n=109005, sd=25}
65. Kg3 {-3.57/17 0.117s, n=190360, sd=22}
Kg5 {+3.50/18 0.095s, n=207178, sd=25}
66. Be3+ {-3.57/20 0.156s, n=144310, sd=26}
Kf6 {+3.50/18 0.087s, n=133105, sd=24} 67. Kh4 {-3.57/18 0.103s, n=73605, sd=23}
Kg6 {+3.50/17 0.360s, n=1176, sd=13} 68. Bg1 {-3.32/21 0.238s, n=229907, sd=25}
Kf5 {+3.01/15 0.078s, n=129419, sd=27}
69. Kxh5 {-3.32/20 0.047s, n=125024, sd=24}
Bb7 {+3.42/15 0.088s, n=278753, sd=24}
70. Bf2 {-3.32/18 0.078s, n=147469, sd=22}
Bc6 {+3.07/14 0.100s, n=217826, sd=23} 71. Bg1 {-3.32/19 0.105s, n=67826, sd=25}
Ba8 {+3.00/16 0.062s, n=79370, sd=22} 72. Kh4 {-3.32/20 0.143s, n=138764, sd=24}
Kf4 {+3.00/18 0.083s, n=126771, sd=25}
73. Kh3 {-3.32/20 0.069s, n=135490, sd=26}
Be4 {+3.00/15 0.111s, n=204452, sd=22}
74. Bh2+ {-2.94/17 0.110s, n=310909, sd=24}
Kf3 {+3.00/16 0.052s, n=101775, sd=22}
75. Kh4 {-3.11/17 0.036s, n=122229, sd=26}
Bd5 {+2.96/17 0.126s, n=199649, sd=24}
76. Kg5 {-2.94/20 0.116s, n=190826, sd=27}
Ke2 {+2.96/19 0.208s, n=245965, sd=30}
77. Bg1 {-2.94/22 0.196s, n=203990, sd=25}
Kd3 {+2.96/21 0.172s, n=190107, sd=26}
78. Kf4 {-2.94/22 0.090s, n=213474, sd=26}
Kc4 {+2.76/21 0.160s, n=275762, sd=26}
79. Ke5 {-2.78/21 0.122s, n=286122, sd=27} Bb7 {+2.76/19 0.072s, n=66546, sd=23}
80. Be3 {-2.78/17 0.370s, n=39186, sd=21} Ba8 {+2.76/18 0.056s, n=69168, sd=19}
81. Ke6 {-2.94/17 0.121s, n=207008, sd=27}
Kd3 {+2.96/17 0.109s, n=107165, sd=20} 82. Bg1 {-2.94/17 0.065s, n=92069, sd=24}
Ke4 {+2.96/20 0.058s, n=62273, sd=22} 83. Kf6 {-2.94/19 0.071s, n=100373, sd=25}
Bd5 {+2.96/20 0.077s, n=85794, sd=21} 84. Kg5 {-2.94/20 0.063s, n=139861, sd=24}
Be6 {+2.96/20 0.058s, n=93849, sd=24} 85. Kh4 {-2.94/19 0.054s, n=115837, sd=25}
Kf4 {+2.76/17 0.126s, n=155319, sd=24}
86. Bh2+ {-2.94/20 0.091s, n=156439, sd=25}
Kf3 {+2.76/17 0.069s, n=105572, sd=24}
87. Bg1 {-2.94/21 0.088s, n=138349, sd=28}
Bd5 {+2.76/19 0.213s, n=254032, sd=36}
88. Kg5 {-2.93/20 0.212s, n=527545, sd=30}
Ke4 {+2.76/21 0.185s, n=295171, sd=29}
89. Kg4 {-2.78/19 0.108s, n=292280, sd=29}
Ba8 {+2.76/20 0.062s, n=121016, sd=26}
90. Kg5 {-2.78/19 0.071s, n=112378, sd=24}
Bc6 {+2.76/20 0.085s, n=108198, sd=23}
91. Kg4 {-2.78/21 0.112s, n=142984, sd=26} Kd3 {+2.76/20 0.045s, n=88289, sd=26}
92. Kf4 {-2.78/21 0.098s, n=198416, sd=26}
Bd5 {+2.76/19 0.144s, n=331196, sd=27} 93. Ke5 {-2.78/20 0.355s, n=48042, sd=20}
Kc4 {+2.76/20 0.059s, n=82413, sd=23} 94. Be3 {-3.31/15 0.166s, n=342227, sd=27}
Bf3 {+3.52/20 0.173s, n=404621, sd=28} 95. Kf4 {-2.78/20 0.088s, n=88393, sd=24}
Ba8 {+3.54/19 0.095s, n=271194, sd=28} 96. Ke5 {-2.78/18 0.301s, n=11252, sd=16}
Kb3 {+3.54/19 0.086s, n=255029, sd=26} 97. d5 {-1.87/16 0.118s, n=160493, sd=23}
Kxa3 {+4.68/14 0.135s, n=230041, sd=26}
98. d6 {-4.23/14 0.180s, n=189213, sd=22} Bc6 {+4.62/14 0.058s, n=114132, sd=24}
99. Kf4 {-4.15/14 0.039s, n=78262, sd=20}
Kxb4 {+5.97/13 0.105s, n=113416, sd=20}
100. Kg3 {-6.03/12 0.134s, n=146782, sd=19}
a5 {+6.12/14 0.081s, n=143610, sd=20} 101. d7 {-6.12/14 0.116s, n=221213, sd=21}
Bxd7 {+6.27/15 0.145s, n=427118, sd=20}
102. Kxg2 {-6.22/14 0.137s, n=510404, sd=19}
a4 {+6.44/14 0.185s, n=655142, sd=18}
103. Kf2 {-6.34/14 0.111s, n=364627, sd=17}
Kc4 {+6.38/13 0.069s, n=237497, sd=16}
104. Ke2 {-6.52/13 0.063s, n=210278, sd=17}
b4 {+6.66/14 0.212s, n=328445, sd=22}
105. Bg5 {-6.72/12 0.150s, n=307816, sd=17}
b3 {+6.67/13 0.151s, n=254433, sd=20}
106. Bf6 {-6.68/13 0.069s, n=122057, sd=19}
a3 {+6.78/14 0.128s, n=330400, sd=20}
107. Kd2 {-6.66/13 0.119s, n=375995, sd=19}
Bc6 {+6.75/13 0.096s, n=317721, sd=18}
108. Ba1 {-6.67/12 0.046s, n=94693, sd=17}
Kb4 {+6.64/13 0.134s, n=215779, sd=18}
109. Bc3+ {-6.66/11 0.059s, n=115953, sd=17}
Kb5 {+6.64/12 0.100s, n=171799, sd=19}
110. Kc1 {-6.66/13 0.101s, n=167627, sd=19}
Kc4 {+6.63/12 0.057s, n=129579, sd=16}
111. Bg7 {-6.66/13 0.076s, n=106534, sd=19}
Be4 {+6.63/13 0.087s, n=135573, sd=18}
112. Be5 {-6.66/13 0.072s, n=172248, sd=17}
Kb4 {+6.63/13 0.094s, n=167020, sd=18}
113. Bf6 {-6.66/12 0.044s, n=147476, sd=17}
Ka4 {+6.63/13 0.073s, n=121431, sd=18}
114. Bg7 {-6.66/13 0.082s, n=120422, sd=17}
Bg6 {+6.63/13 0.073s, n=113674, sd=16}
115. Bf6 {-6.66/14 0.081s, n=109162, sd=21}
Bd3 {+6.63/13 0.064s, n=115671, sd=16}
116. Bc3 {-6.66/14 0.087s, n=132579, sd=19}
Bf1 {+6.63/13 0.073s, n=165668, sd=18}
117. Kb1 {-6.66/13 0.081s, n=80251, sd=17}
Bg2 {+6.63/14 0.084s, n=137385, sd=18}
118. Bg7 {-6.66/14 0.107s, n=166876, sd=19}
Bf3 {+6.62/13 0.078s, n=140752, sd=20}
119. Kc1 {-6.66/14 0.087s, n=205268, sd=19}
Kb5 {+6.63/14 0.105s, n=168569, sd=19}
120. Bc3 {-6.66/13 0.075s, n=80549, sd=17}
Kc4 {+6.62/13 0.123s, n=298070, sd=18}
121. Be5 {-6.66/13 0.074s, n=72185, sd=17}
Kd3 {+6.63/13 0.160s, n=216754, sd=18}
122. Bg7 {-6.66/13 0.178s, n=99326, sd=17}
Bg2 {+6.63/13 0.079s, n=118467, sd=18}
123. Be5 {-6.66/14 0.140s, n=139617, sd=21}
Kc4 {+6.63/13 0.092s, n=125869, sd=18}
124. Bf6 {-6.66/13 0.072s, n=86988, sd=17} Bh1 {+6.63/12 0.070s, n=66020, sd=18}
125. Kb1 {-6.66/13 0.112s, n=112426, sd=17}
Be4+ {+6.62/13 0.152s, n=234769, sd=19}
126. Kc1 {-6.66/13 0.058s, n=105451, sd=17}
Kb5 {+6.62/14 0.079s, n=222095, sd=18}
127. Ba1 {-6.66/13 0.074s, n=121727, sd=17}
Bh1 {+6.62/14 0.172s, n=244009, sd=19}
128. Bf6 {-6.66/13 0.090s, n=92329, sd=17}
Bg2 {+6.62/13 0.061s, n=126037, sd=18}
129. Kb1 {-6.66/13 0.077s, n=104358, sd=18}
Kb4 {+6.62/13 0.080s, n=174037, sd=20}
130. Kc1 {-6.66/14 0.207s, n=142184, sd=19}
Be4 {+6.62/13 0.170s, n=236249, sd=20}
131. Bg7 {-6.66/14 0.123s, n=141418, sd=19}
Bf5 {+6.62/13 0.077s, n=80524, sd=18}
132. Bf8+ {-6.66/13 0.099s, n=109913, sd=21}
Ka4 {+6.62/14 0.155s, n=235019, sd=20}
133. Bg7 {-6.66/15 0.057s, n=182153, sd=19}
Be4 {+6.62/15 0.204s, n=598105, sd=21}
134. Bc3 {-6.66/14 0.049s, n=99020, sd=19} Bd3 {+6.63/13 0.078s, n=89103, sd=18}
135. Be5 {-6.66/14 0.064s, n=96393, sd=17}
Kb5 {+6.63/14 0.098s, n=134181, sd=18}
136. Bg7 {-6.66/14 0.089s, n=205913, sd=19}
Be2 {+6.63/13 0.047s, n=111018, sd=18}
137. Ba1 {-6.66/14 0.081s, n=90999, sd=18}
Kc4 {+6.63/15 0.176s, n=258496, sd=18}
138. Be5 {-6.66/15 0.104s, n=187318, sd=19}
Bd3 {+6.63/14 0.063s, n=181258, sd=18}
139. Bf6 {-6.66/15 0.186s, n=298078, sd=21}
Bf5 {+6.62/14 0.132s, n=253569, sd=20}
140. Be5 {-6.66/14 0.103s, n=221484, sd=19}
Kd3 {+6.62/13 0.056s, n=145211, sd=18}
141. Ba1 {-6.66/14 0.091s, n=115067, sd=17}
Be4 {+6.62/14 0.124s, n=183662, sd=18}
142. Be5 {-6.66/14 0.101s, n=106088, sd=17}
Bg2 {+6.62/13 0.078s, n=72673, sd=17} 143. Ba1 {-6.66/12 0.105s, n=99342, sd=17}
Bb7 {+6.62/14 0.084s, n=129298, sd=18}
144. Bf6 {-6.66/14 0.203s, n=355280, sd=21}
Bd5 {+6.62/13 0.043s, n=131688, sd=18}
145. Ba1 {-6.66/15 0.232s, n=429702, sd=23}
Kc4 {+6.62/14 0.142s, n=218870, sd=20}
146. Bg7 {-6.66/13 0.073s, n=78689, sd=18}
Bh1 {+6.62/13 0.060s, n=107859, sd=18}
147. Bf6 {-6.66/14 0.087s, n=123254, sd=18}
Bg2 {+6.62/13 0.063s, n=94894, sd=20}
148. Kb1 {-6.66/14 0.077s, n=149035, sd=17}
Bf3 {+6.62/13 0.067s, n=114023, sd=20}
149. Kc1 {-6.66/14 0.113s, n=153619, sd=19}
Kb4 {+6.62/14 0.124s, n=193995, sd=20}
150. Be7+ {-6.66/13 0.137s, n=246189, sd=21}
Ka4 {+6.62/13 0.119s, n=255531, sd=20}
151. Bf6 {-5.77/15 0.257s, n=756776, sd=21}
Bh1 {+6.62/13 0.406s, n=10152, sd=15} 152. Bc3 {-5.77/14 0.077s, n=74144, sd=17}
Bg2 {+5.37/13 0.121s, n=165711, sd=18}
153. Be5 {-5.51/14 0.164s, n=407486, sd=19}
Bd5 {+5.35/12 0.078s, n=247824, sd=18}
154. Bc3 {-5.49/12 0.069s, n=87777, sd=17} a2 {+5.36/14 0.138s, n=195869, sd=19}
155. Kb2 {-5.44/12 0.096s, n=107323, sd=17}
Bg2 {+5.29/13 0.071s, n=201286, sd=19}
156. Bd4 {-5.45/14 0.136s, n=222218, sd=19}
Kb4 {+5.34/12 0.068s, n=184045, sd=18}
157. Be5 {-5.44/13 0.059s, n=177877, sd=18}
Kc4 {+5.34/13 0.099s, n=147103, sd=16}
158. Bd6 {-5.44/13 0.091s, n=102258, sd=16}
Bf3 {+5.34/11 0.085s, n=103583, sd=15}
159. Bf4 {-5.44/13 0.063s, n=128718, sd=17}
Kd3 {+5.34/11 0.065s, n=144813, sd=16}
160. Be5 {-5.44/13 0.087s, n=119361, sd=17}
Bd1 {+5.34/11 0.053s, n=148007, sd=14}
161. Bh2 {-5.44/13 0.090s, n=108893, sd=17}
Kc4 {+5.34/14 0.216s, n=286317, sd=18}
162. Bc7 {-5.44/14 0.107s, n=188259, sd=19}
Bc2 {+5.34/13 0.080s, n=131386, sd=16}
163. Bb8 {-5.44/14 0.120s, n=167983, sd=19}
Kb4 {+5.34/12 0.073s, n=78513, sd=16}
164. Be5 {-5.44/14 0.116s, n=160227, sd=19}
Bd3 {+5.34/12 0.124s, n=137642, sd=18}
165. Bf6 {-5.44/13 0.073s, n=85311, sd=19} Kc4 {+5.34/12 0.058s, n=73441, sd=16}
166. Bc3 {-5.44/15 0.160s, n=318353, sd=21}
Bb1 {+5.34/14 0.180s, n=238745, sd=18}
167. Bf6 {-5.44/15 0.097s, n=139283, sd=19}
Be4 {+5.34/13 0.060s, n=127469, sd=18}
168. Be5 {-5.44/14 0.072s, n=150139, sd=17}
Bh1 {+5.34/12 0.076s, n=105135, sd=16}
169. Bd6 {-5.44/14 0.125s, n=151407, sd=19}
Bg2 {+5.34/13 0.084s, n=88914, sd=16}
170. Be5 {-5.44/14 0.131s, n=133620, sd=19}
Be4 {+5.33/13 0.132s, n=184857, sd=18}
171. Ka3 {-5.44/13 0.079s, n=81967, sd=17}
Bh1 {+5.32/13 0.099s, n=206507, sd=18}
172. Bf6 {-5.44/15 0.124s, n=178718, sd=19}
Bd5 {+5.32/13 0.067s, n=86850, sd=17} 173. Kb2 {-5.44/14 0.062s, n=96366, sd=19}
Bf3 {+5.32/13 0.113s, n=169923, sd=17}
174. Ka3 {-5.44/14 0.116s, n=104106, sd=19}
Bh1 {+5.32/13 0.095s, n=95616, sd=17}
175. Kb2 {-5.44/15 0.066s, n=118827, sd=19}
Kb4 {+5.32/13 0.105s, n=103102, sd=18}
176. Bc3+ {-5.44/14 0.201s, n=207186, sd=23}
Ka4 {+5.45/13 0.074s, n=153546, sd=19}
177. Be5 {-5.44/15 0.098s, n=186492, sd=21}
Bf3 {+5.32/13 0.050s, n=98942, sd=18}
178. Bf4 {-5.44/14 0.099s, n=101720, sd=19}
Bd1 {+5.38/12 0.109s, n=203221, sd=18}
179. Bd6 {-5.44/15 0.142s, n=121109, sd=20}
Bg4 {+5.34/13 0.099s, n=90347, sd=18}
180. Bf4 {-5.44/15 0.162s, n=172383, sd=19}
Bf5 {+5.34/13 0.097s, n=96729, sd=16}
181. Bd2 {-5.44/14 0.067s, n=212438, sd=19}
Be4 {+5.34/14 0.094s, n=150191, sd=18}
182. Bg5 {-5.44/14 0.107s, n=152796, sd=19}
Bc2 {+5.34/13 0.051s, n=105241, sd=17}
183. Be7 {-5.44/15 0.119s, n=219161, sd=21}
Bf5 {+5.32/14 0.179s, n=343174, sd=19}
184. Bg5 {-5.44/14 0.091s, n=119475, sd=17}
Kb5 {+5.32/14 0.090s, n=154588, sd=20}
185. Be7 {-5.44/14 0.118s, n=157926, sd=19}
Kc4 {+5.30/12 0.084s, n=150875, sd=16}
186. Bf6 {-5.44/11 0.063s, n=132614, sd=15}
Bc2 {+5.30/13 0.074s, n=190304, sd=17}
187. Bg7 {-5.40/14 0.142s, n=177451, sd=20}
Bg6 {+5.32/13 0.104s, n=94820, sd=16}
188. Bh8 {-5.44/14 0.135s, n=196243, sd=17}
Be8 {+5.32/14 0.100s, n=153862, sd=18}
189. Be5 {-5.44/15 0.127s, n=186576, sd=21}
Bc6 {+5.32/14 0.125s, n=196646, sd=18}
190. Bf6 {-5.44/14 0.042s, n=110997, sd=19}
Bd5 {+5.32/14 0.136s, n=202572, sd=18}
191. Be5 {-5.44/14 0.068s, n=140146, sd=17}
Ba8 {+5.32/14 0.079s, n=137208, sd=18}
192. Bg7 {-5.44/15 0.121s, n=171894, sd=21}
Bf3 {+5.32/14 0.101s, n=214686, sd=20}
193. Be5 {-5.44/15 0.109s, n=157234, sd=19}
Bb7 {+5.32/13 0.094s, n=181910, sd=20}
194. Bf6 {-5.44/15 0.083s, n=134428, sd=21}
Bc6 {+5.32/13 0.062s, n=150328, sd=18}
195. Be5 {-5.44/15 0.143s, n=186976, sd=20}
Kb4 {+5.32/14 0.094s, n=172954, sd=19}
196. Bf6 {-5.44/14 0.044s, n=148959, sd=21}
Ka4 {+5.32/15 0.151s, n=282585, sd=20}
197. Be5 {-5.44/15 0.379s, n=113208, sd=21}
Bb5 {+5.32/15 0.132s, n=280711, sd=22}
198. Bf6 {-5.07/14 0.090s, n=114275, sd=19}
Be2 {+4.83/14 0.127s, n=404449, sd=20}
199. Be5 {-5.07/14 0.100s, n=208005, sd=21}
Bc4 {+3.03/14 0.406s, n=942223, sd=22}
200. Bh8 {-4.27/14 0.130s, n=347800, sd=21}
Bf7 {+3.07/12 0.098s, n=236521, sd=19}
201. Bg7 {-3.75/13 0.106s, n=276815, sd=19}
Kb5 {+2.62/12 0.114s, n=254521, sd=19}
202. Bf6 {-2.45/12 0.125s, n=241410, sd=16}
a1=Q+ {+2.57/13 0.197s, n=309633, sd=18}
203. Kxa1 {-2.45/13 0.087s, n=166057, sd=17}
Kc4 {+2.57/14 0.118s, n=417999, sd=18}
204. Kb2 {-2.45/13 0.038s, n=127961, sd=17}
Kd3 {+2.57/13 0.071s, n=248192, sd=16}
205. Kc1 {-2.45/14 0.137s, n=117413, sd=17}
Bc4 {+2.56/14 0.098s, n=151483, sd=17}
206. Kb2 {-2.45/15 0.118s, n=164437, sd=18}
Bd5 {+2.56/14 0.081s, n=182435, sd=18}
207. Be5 {-2.45/15 0.112s, n=220056, sd=17}
Kc4 {+2.56/14 0.099s, n=231203, sd=18}
208. Bc3 {-2.45/14 0.044s, n=161511, sd=18}
Be4 {+2.50/15 0.162s, n=403764, sd=20}
209. Bd4 {-2.45/12 0.073s, n=95282, sd=15}
Bg2 {+2.50/16 0.295s, n=638560, sd=20}
210. Bf6 {-2.47/15 0.109s, n=158562, sd=17}
Bf3 {+2.50/15 0.107s, n=396032, sd=20}
211. Be5 {-2.47/15 0.077s, n=105318, sd=17}
Bd1 {+2.48/12 0.121s, n=224216, sd=16}
212. Bc3 {-2.47/15 0.085s, n=121588, sd=21}
Bg4 {+2.49/13 0.059s, n=101425, sd=16}
213. Be5 {-2.47/15 0.072s, n=172791, sd=19}
Bf5 {+2.48/14 0.075s, n=142285, sd=18}
214. Bg7 {-2.45/13 0.119s, n=231495, sd=17}
Bc8 {+2.48/15 0.086s, n=141482, sd=18}
215. Bd4 {-2.45/14 0.058s, n=129257, sd=17}
Bh3 {+2.48/17 0.175s, n=271467, sd=22}
216. Bf6 {-2.45/15 0.144s, n=344669, sd=19}
Be6 {+2.48/13 0.045s, n=156285, sd=18}
217. Bg7 {-2.45/15 0.111s, n=142215, sd=19}
Bf5 {+2.48/15 0.093s, n=128672, sd=19}
218. Bc3 {-2.45/15 0.078s, n=159025, sd=18}
Bc2 {+2.48/15 0.062s, n=126074, sd=18}
219. Bf6 {-2.45/15 0.079s, n=187234, sd=17}
Bg6 {+2.48/16 0.083s, n=117723, sd=20}
220. Bg7 {-2.45/14 0.133s, n=322720, sd=19}
Be8 {+2.48/15 0.053s, n=188166, sd=19}
221. Bd4 {-2.45/16 0.092s, n=136332, sd=19}
Ba4 {+2.48/18 0.169s, n=278733, sd=22}
222. Bc3 {-2.45/17 0.166s, n=476948, sd=21}
Bd7 {+2.48/16 0.177s, n=665746, sd=22}
223. Bd4 {-2.45/16 0.078s, n=134603, sd=19}
Bb5 {+2.48/15 0.268s, n=765933, sd=20}
224. Ka3 {-2.45/17 0.116s, n=218449, sd=22}
Bc6 {+2.36/16 0.223s, n=321909, sd=21}
225. Bc3 {-2.45/16 0.122s, n=231679, sd=19}
Bh1 {+2.40/15 0.168s, n=501859, sd=20}
226. Kb2 {-2.45/16 0.198s, n=601811, sd=23}
Bd5 {+2.37/14 0.076s, n=154984, sd=17}
227. Bg7 {-2.45/16 0.093s, n=141461, sd=21}
Kb4 {+2.37/14 0.074s, n=133091, sd=20}
228. Bc3+ {-2.34/14 0.119s, n=198246, sd=19}
Ka4 {+2.39/13 0.044s, n=132360, sd=18}
229. Bf6 {-2.34/15 0.077s, n=167037, sd=17}
Be4 {+2.37/15 0.101s, n=127900, sd=19}
230. Be7 {-2.40/15 0.125s, n=201357, sd=19}
Bf3 {+2.37/15 0.088s, n=139826, sd=20}
231. Bd6 {-2.40/15 0.134s, n=193740, sd=19}
Bh1 {+2.37/15 0.112s, n=153722, sd=20}
232. Kc3 {-2.40/16 0.124s, n=206249, sd=19}
Be4 {+2.37/16 0.163s, n=321325, sd=20}
233. Bf8 {-2.40/15 0.056s, n=193338, sd=19}
Bg2 {+2.37/15 0.087s, n=154160, sd=18}
234. Be7 {-2.40/15 0.083s, n=195231, sd=19}
Bf3 {+2.37/15 0.076s, n=111008, sd=18}
235. Bc5 {-2.40/15 0.080s, n=189093, sd=17}
Bd5 {+2.37/14 0.042s, n=128231, sd=18}
236. Bd6 {-2.40/15 0.095s, n=152057, sd=17}
Be6 {+2.37/14 0.061s, n=102210, sd=17}
237. Bf8 {-2.40/15 0.153s, n=170070, sd=17}
Bf5 {+2.37/15 0.091s, n=130055, sd=18}
238. Bc5 {-2.40/16 0.128s, n=293995, sd=19}
Bg4 {+2.37/16 0.098s, n=149790, sd=19}
239. Be7 {-2.40/15 0.050s, n=178488, sd=19}
Bh3 {+2.37/15 0.079s, n=147305, sd=18}
240. Bd6 {-2.40/16 0.101s, n=188392, sd=19}
Bd7 {+2.37/16 0.075s, n=160549, sd=19}
241. Kb2 {-2.40/16 0.082s, n=214749, sd=19}
Bc6 {+2.37/16 0.079s, n=146105, sd=21}
242. Be7 {-2.40/16 0.099s, n=218252, sd=21}
Be4 {+2.37/16 0.071s, n=122769, sd=20}
243. Kc3 {-2.40/16 0.096s, n=161816, sd=19}
Bg2 {+2.37/15 0.051s, n=179607, sd=18}
244. Kb2 {-2.40/16 0.093s, n=171185, sd=18}
Bf1 {+2.37/16 0.084s, n=154590, sd=19}
245. Kc3 {-2.40/16 0.099s, n=227168, sd=19}
Be2 {+2.37/16 0.103s, n=222910, sd=19}
246. Kb2 {-2.40/15 0.049s, n=169122, sd=19}
Bd1 {+0.51/16 0.329s, n=1113525, sd=21}
247. Kc3 {-2.40/15 0.410s, n=59450, sd=17} Bc2 {+0.51/14 0.371s, n=78415, sd=16}
248. Bd6 {-0.21/15 0.198s, n=402491, sd=20}
Kb5 {+0.23/14 0.186s, n=206809, sd=17}
249. Ba3 {0.00/15 0.278s, n=815549, sd=19} Bd1 {0.00/13 0.149s, n=358932, sd=17}
250. Kd4 {0.00/15 0.060s, n=179730, sd=16} b2 {0.00/13 0.199s, n=557789, sd=16}
251. Bxb2 {+0.01/11 0.075s, n=147422, sd=14}
Bc2 {0.00/12 0.291s, n=23060, sd=13} 252. Ba3 {+0.22/9 0.048s, n=107644, sd=12}
Be4 {-0.01/10 0.052s, n=111295, sd=12}
253. Ke5 {+0.13/11 0.117s, n=248382, sd=14}
Bd5 {-0.06/9 0.046s, n=171858, sd=11}
254. Bd6 {+0.09/11 0.222s, n=653397, sd=15}
Kc4 {0.00/10 0.091s, n=225671, sd=12}
255. Kf6 {+0.09/10 0.080s, n=216649, sd=13} Bc6 {0.00/8 0.045s, n=104925, sd=10}
256. Ba3 {+0.01/9 0.053s, n=167497, sd=11} Kc3 {0.00/9 0.071s, n=209805, sd=11}
257. Ke5 {+0.04/9 0.059s, n=165924, sd=11} Kd2 {0.00/9 0.044s, n=108457, sd=12}
258. Kf4 {0.00/9 0.061s, n=115808, sd=12}
Kd3 {-0.05/9 0.061s, n=140362, sd=13, White disconnects} 0-1