[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.16"]
[Round "51"]
[White "Tofiks-base"]
[Black "Tofiks-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "rnbqkbnr/pppp1p2/4p2p/6p1/4P2P/3P4/PPP1QPP1/RNB1KBNR b KQkq - 0 4"]
[GameDuration "00:00:37"]
[GameStartTime "2026-04-16T23:21:13 +0000"]
[GameEndTime "2026-04-16T23:21:50 +0000"]
[PlyCount "504"]
[Termination "abandoned"]
[TimeControl "18.01"]

4... g4 {-0.58/9 0.203s, n=123503, sd=0}
5. Nc3 {+0.81/11 0.425s, n=241185, sd=0} d5 {-0.58/11 0.423s, n=405733, sd=0}
6. exd5 {+0.96/11 0.406s, n=260668, sd=0} Nf6 {-0.58/11 0.257s, n=292604, sd=0}
7. g3 {+0.81/10 0.115s, n=174546, sd=0} Nxd5 {-0.63/10 0.129s, n=107011, sd=0}
8. Qxg4 {+0.88/10 0.162s, n=181347, sd=0} Nc6 {-0.66/11 0.350s, n=334271, sd=0}
9. Bg2 {+0.89/10 0.147s, n=164525, sd=0} Ndb4 {-1.00/11 0.273s, n=302622, sd=0}
10. Bxc6+ {+0.69/11 0.406s, n=423539, sd=0}
Nxc6 {-0.81/11 0.422s, n=590086, sd=0} 11. Nf3 {+0.95/12 0.312s, n=360190, sd=0}
Nb4 {-1.07/11 0.140s, n=168914, sd=0} 12. O-O {+1.21/11 0.173s, n=280679, sd=0}
c6 {-1.21/10 0.165s, n=240768, sd=0} 13. Ne1 {+1.15/11 0.759s, n=1076430, sd=0}
a5 {-1.13/10 0.823s, n=1340766, sd=0} 14. Ne4 {+1.40/11 0.578s, n=699199, sd=0}
e5 {-1.49/10 0.422s, n=452939, sd=0} 15. Qh5 {+2.21/12 0.682s, n=460084, sd=0}
Bg7 {-1.92/10 0.184s, n=241782, sd=0} 16. a3 {+2.12/13 0.414s, n=278892, sd=0}
Nd5 {-2.23/10 0.197s, n=241271, sd=0} 17. Nf3 {+1.98/12 0.438s, n=488392, sd=0}
Qe7 {-2.11/10 0.394s, n=463986, sd=0} 18. Re1 {+2.60/11 0.231s, n=364949, sd=0}
Bh3 {-2.36/9 0.295s, n=443093, sd=0} 19. c4 {+3.17/12 0.711s, n=698938, sd=0}
Nf6 {-2.93/10 0.812s, n=1167431, sd=0}
20. Qxe5 {+2.73/13 0.280s, n=307099, sd=0}
Qxe5 {-2.80/13 0.430s, n=426066, sd=0}
21. Nxf6+ {+2.49/13 0.364s, n=610387, sd=0}
Bxf6 {-2.60/13 0.245s, n=402215, sd=0}
22. Nxe5 {+2.42/13 0.142s, n=309537, sd=0} Be6 {-2.55/13 0.183s, n=376952, sd=0}
23. Bd2 {+2.69/12 0.139s, n=299731, sd=0} a4 {-2.51/13 0.287s, n=446511, sd=0}
24. Re4 {+2.36/12 0.319s, n=573453, sd=0}
O-O-O {-2.14/12 0.338s, n=314195, sd=0}
25. Bc3 {+2.33/12 0.213s, n=282707, sd=0} Bxe5 {-2.39/12 0.250s, n=440224, sd=0}
26. Bxe5 {+2.50/13 0.268s, n=316125, sd=0}
Rhe8 {-2.47/12 0.258s, n=403106, sd=0}
27. Re3 {+2.72/13 0.647s, n=1224785, sd=0} Rg8 {-2.70/12 0.321s, n=568335, sd=0}
28. Rc1 {+2.82/13 0.200s, n=331667, sd=0} Rg4 {-2.92/12 0.317s, n=512830, sd=0}
29. d4 {+2.88/13 0.202s, n=338941, sd=0} Kd7 {-2.97/12 0.311s, n=517009, sd=0}
30. d5 {+2.85/13 0.249s, n=318538, sd=0} cxd5 {-2.88/13 0.287s, n=385024, sd=0}
31. cxd5 {+3.14/14 0.417s, n=595821, sd=0}
Bxd5 {-3.04/14 0.456s, n=590086, sd=0} 32. Bf4 {+3.19/14 0.413s, n=634831, sd=0}
Bc6 {-3.32/13 0.657s, n=668746, sd=0} 33. Rd3+ {+3.24/14 0.389s, n=738036, sd=0}
Kc8 {-3.38/14 0.213s, n=318264, sd=0}
34. Rxd8+ {+3.20/15 0.345s, n=671408, sd=0}
Kxd8 {-3.44/14 0.193s, n=529352, sd=0}
35. Bxh6 {+3.24/16 0.954s, n=2231041, sd=0}
Re4 {-3.15/15 0.388s, n=791168, sd=0} 36. Be3 {+3.07/15 0.404s, n=1079590, sd=0}
Re5 {-3.17/14 0.162s, n=413805, sd=0} 37. Rc5 {+3.19/14 0.224s, n=257340, sd=0}
Rxc5 {-3.04/18 0.286s, n=456891, sd=0}
38. Bxc5 {+2.57/18 0.368s, n=887513, sd=0} Bf3 {-2.48/18 0.214s, n=506312, sd=0}
39. Kf1 {+2.60/18 0.267s, n=670891, sd=0} Kd7 {-2.91/21 0.648s, n=573698, sd=0}
40. Ke1 {+2.84/18 0.133s, n=336517, sd=0} Kc6 {-3.07/20 0.256s, n=813890, sd=0}
41. Be3 {+3.04/19 0.194s, n=276756, sd=0} Kd5 {-2.89/20 0.125s, n=357858, sd=0}
42. Kd2 {+2.74/20 0.239s, n=532569, sd=0} Ke4 {-2.86/20 0.195s, n=470671, sd=0}
43. Kc3 {+2.74/20 0.325s, n=1000713, sd=0} Be2 {-2.86/19 0.094s, n=319794, sd=0}
44. Bb6 {+2.74/20 0.516s, n=1409953, sd=0} Kf5 {-2.86/21 0.317s, n=530469, sd=0}
45. Kb4 {+2.73/20 0.574s, n=1671418, sd=0} Bd1 {-2.84/21 0.222s, n=585107, sd=0}
46. Be3 {+2.74/20 0.093s, n=225486, sd=0} Kg4 {-2.84/21 0.134s, n=277573, sd=0}
47. Kb5 {+2.73/19 0.128s, n=452795, sd=0} Bc2 {-2.84/22 0.246s, n=246772, sd=0}
48. Kb6 {+2.73/20 0.321s, n=817130, sd=0} Be4 {-2.73/18 0.184s, n=326632, sd=0}
49. Bf4 {+2.73/19 0.149s, n=500585, sd=0} Bf3 {-2.77/20 0.312s, n=353991, sd=0}
50. Kc5 {+2.73/17 0.092s, n=199695, sd=0} Bg2 {-2.77/20 0.237s, n=711172, sd=0}
51. Kd6 {+2.73/17 0.125s, n=145632, sd=0} b5 {-2.77/20 0.194s, n=245731, sd=0}
52. Kc5 {+2.72/17 0.113s, n=93151, sd=0} Bf1 {-2.77/19 0.273s, n=706981, sd=0}
53. f3+ {+2.83/17 0.090s, n=287319, sd=0} Kh5 {-3.06/16 0.170s, n=444921, sd=0}
54. Bg5 {+3.01/16 0.088s, n=99359, sd=0} f5 {-3.06/19 0.171s, n=324754, sd=0}
55. Kd4 {+3.03/19 0.156s, n=271488, sd=0} Bc4 {-3.06/20 0.169s, n=178518, sd=0}
56. Ke5 {+3.03/19 0.098s, n=102607, sd=0} Bd3 {-3.09/22 0.200s, n=157457, sd=0}
57. Be7 {+3.03/19 0.081s, n=97542, sd=0} Be2 {-3.09/22 0.181s, n=303635, sd=0}
58. Kf4 {+3.03/20 0.055s, n=97737, sd=0} Bd1 {-3.09/22 0.093s, n=221990, sd=0}
59. Bd8 {+3.00/20 0.064s, n=191089, sd=0} Be2 {-3.09/22 0.161s, n=191033, sd=0}
60. Bg5 {+3.03/20 0.076s, n=143047, sd=0} Bd1 {-3.09/23 0.130s, n=135809, sd=0}
61. Be7 {+3.03/20 0.110s, n=334558, sd=0} Be2 {-3.09/23 0.098s, n=181473, sd=0}
62. Bd8 {+3.03/20 0.043s, n=99570, sd=0} Bd1 {-3.09/24 0.103s, n=174050, sd=0}
63. Bg5 {+2.99/20 0.142s, n=491476, sd=0} Be2 {-3.09/21 0.095s, n=338022, sd=0}
64. Ke3 {+3.03/21 0.054s, n=81321, sd=0} Bd1 {-3.09/20 0.068s, n=230585, sd=0}
65. Be7 {+2.99/20 0.055s, n=183751, sd=0} Kh6 {-3.09/20 0.070s, n=96165, sd=0}
66. Bb4 {+2.99/19 0.050s, n=69674, sd=0} Kh5 {-3.09/20 0.068s, n=95655, sd=0}
67. Kf4 {+2.99/19 0.035s, n=59539, sd=0} Be2 {-3.09/22 0.043s, n=61271, sd=0}
68. Bf8 {+2.99/19 0.026s, n=65381, sd=0} Bd1 {-3.09/23 0.074s, n=164361, sd=0}
69. Ke3 {+2.99/20 0.038s, n=56439, sd=0} Bb3 {-3.09/24 0.145s, n=150761, sd=0}
70. Be7 {+2.99/20 0.051s, n=47428, sd=0} Bd1 {-3.09/25 0.104s, n=118665, sd=0}
71. Bg5 {+2.99/21 0.115s, n=324897, sd=0} Bb3 {-3.09/23 0.125s, n=165052, sd=0}
72. Kf2 {+2.99/20 0.026s, n=45659, sd=0} Bd5 {-3.08/16 0.063s, n=105228, sd=0}
73. Bf6 {+2.99/18 0.062s, n=71281, sd=0} Kg6 {-3.09/17 0.079s, n=76356, sd=0}
74. Be5 {+2.99/15 0.031s, n=45600, sd=0} Kh5 {-3.09/15 0.070s, n=115162, sd=0}
75. Ke3 {+2.99/18 0.038s, n=52111, sd=0} Be6 {-3.09/20 0.146s, n=56740, sd=0}
76. Kf4 {+3.24/17 0.039s, n=44509, sd=0} Bd7 {-3.09/19 0.048s, n=52643, sd=0}
77. Bf6 {+3.24/17 0.019s, n=37639, sd=0} Bc8 {-3.09/18 0.032s, n=29637, sd=0}
78. Bg5 {+3.24/17 0.028s, n=49815, sd=0} Bd7 {-3.09/18 0.041s, n=31389, sd=0}
79. Bd8 {+3.24/17 0.019s, n=41272, sd=0} Be6 {-3.09/18 0.040s, n=38144, sd=0}
80. Ke5 {+3.01/16 0.019s, n=61693, sd=0} Bc8 {-3.09/17 0.010s, n=32477, sd=0}
81. Bg5 {+3.00/16 0.048s, n=103069, sd=0} Bb7 {-3.09/17 0.029s, n=29020, sd=0}
82. Kf4 {+3.00/16 0.022s, n=44772, sd=0} Bc8 {-3.09/19 0.024s, n=33783, sd=0}
83. Be7 {+3.00/15 0.012s, n=35012, sd=0} Bd7 {-3.09/19 0.016s, n=33849, sd=0}
84. Bf8 {+3.10/14 0.013s, n=28371, sd=0} Bc6 {-3.09/17 0.027s, n=48539, sd=0}
85. Bb4 {+3.11/15 0.017s, n=19225, sd=0} Bd7 {-3.09/17 0.013s, n=25941, sd=0}
86. Bd2 {+3.07/15 0.024s, n=57073, sd=0} Bc6 {-3.09/19 0.028s, n=41747, sd=0}
87. Be3 {+3.07/15 0.015s, n=28773, sd=0} Bd5 {-3.09/17 0.027s, n=35685, sd=0}
88. Bc5 {+3.07/14 0.014s, n=26528, sd=0} Bc6 {-3.09/16 0.014s, n=19930, sd=0}
89. Bd4 {+3.07/15 0.012s, n=19876, sd=0} Bd5 {-3.09/16 0.013s, n=20563, sd=0}
90. Be5 {+3.07/15 0.017s, n=28447, sd=0} Be6 {-3.09/19 0.032s, n=39019, sd=0}
91. Bg7 {+3.07/15 0.014s, n=21181, sd=0} Kg6 {-3.09/16 0.016s, n=20838, sd=0}
92. Bd4 {+3.07/13 0.015s, n=14635, sd=0} Kh5 {-3.09/17 0.012s, n=21326, sd=0}
93. Ke5 {+3.07/15 0.012s, n=17307, sd=0} Bc8 {-3.09/13 0.013s, n=9368, sd=0}
94. Bf2 {+3.07/14 0.016s, n=47959, sd=0} Bb7 {-3.09/16 0.019s, n=24567, sd=0}
95. Kf4 {+3.07/14 0.007s, n=17838, sd=0} Bc8 {-3.09/16 0.006s, n=14479, sd=0}
96. Bc5 {+3.07/16 0.007s, n=16727, sd=0} Be6 {-3.09/17 0.009s, n=14807, sd=0}
97. Bd6 {+3.07/15 0.012s, n=18852, sd=0} Bc8 {-3.09/16 0.013s, n=25163, sd=0}
98. Bf8 {+3.07/16 0.010s, n=14879, sd=0} Be6 {-3.09/15 0.004s, n=13526, sd=0}
99. Ke5 {+3.07/15 0.012s, n=15595, sd=0} Bc8 {-3.09/14 0.006s, n=16604, sd=0}
100. Be7 {+3.07/15 0.009s, n=18635, sd=0} Bb7 {-3.09/16 0.004s, n=11915, sd=0}
101. Kxf5 {+2.80/15 0.013s, n=55969, sd=0} Bxf3 {-2.71/13 0.005s, n=5917, sd=0}
102. Bb4 {+2.80/16 0.009s, n=12998, sd=0} Be2 {-2.71/14 0.003s, n=8294, sd=0}
103. Kf4 {+2.80/16 0.010s, n=16076, sd=0} Bc4 {-2.71/14 0.004s, n=6724, sd=0}
104. Bf8 {+2.80/16 0.008s, n=13177, sd=0} Bb3 {-2.71/15 0.011s, n=5104, sd=0}
105. Be7 {+2.80/17 0.006s, n=13527, sd=0} Be6 {-2.71/17 0.021s, n=68470, sd=0}
106. Bc5 {+2.80/17 0.006s, n=15449, sd=0} Bf7 {-2.71/16 0.005s, n=15575, sd=0}
107. Bd6 {+2.80/15 0.019s, n=24970, sd=0} Bb3 {-2.71/15 0.020s, n=3314, sd=0}
108. Bf8 {+2.80/17 0.010s, n=30589, sd=0} Be6 {-2.71/15 0.004s, n=8988, sd=0}
109. Be7 {+2.80/16 0.003s, n=11997, sd=0} Bh3 {-2.71/15 0.003s, n=5741, sd=0}
110. Bc5 {+2.80/16 0.004s, n=10615, sd=0} Be6 {-2.71/15 0.004s, n=5805, sd=0}
111. Be3 {+2.80/16 0.005s, n=11629, sd=0} Bc4 {-2.71/13 0.005s, n=4206, sd=0}
112. Bd4 {+2.80/15 0.009s, n=15120, sd=0} Bb3 {-2.71/15 0.003s, n=6420, sd=0}
113. Bf6 {+2.80/16 0.005s, n=9928, sd=0} Be6 {-2.71/15 0.004s, n=6974, sd=0}
114. Bg5 {+2.80/15 0.015s, n=56657, sd=0} Bg4 {-2.71/17 0.003s, n=5291, sd=0}
115. Ke4 {+2.80/15 0.014s, n=50537, sd=0} Be2 {-2.18/7 0.002s, n=4528, sd=0}
116. Kf5 {+2.80/15 0.004s, n=5013, sd=0} Bg4+ {-2.22/7 0.002s, n=3426, sd=0}
117. Kf4 {+2.80/15 0.010s, n=37339, sd=0} Be6 {-2.71/11 0.002s, n=7168, sd=0}
118. Bf6 {+2.80/15 0.003s, n=4037, sd=0} Kg6 {-2.71/13 0.002s, n=5422, sd=0}
119. Bd8 {+2.80/12 0.004s, n=4865, sd=0} Kh5 {-2.71/8 0.001s, n=3404, sd=0}
120. Kf3 {+2.80/14 0.000s, n=4469, sd=0} Bd5+ {-1.63/8 0.001s, n=2712, sd=0}
121. Kf2 {+1.98/11 0.005s, n=9079, sd=0} Kg4 {-1.95/10 0.002s, n=5470, sd=0}
122. Bg5 {+2.00/11 0.003s, n=10277, sd=0} Bh1 {-1.98/9 0.002s, n=4855, sd=0}
123. Bf4 {+2.21/10 0.003s, n=4970, sd=0} Bd5 {-2.08/9 0.003s, n=6479, sd=0}
124. Ke3 {+2.20/10 0.005s, n=2917, sd=0} Be6 {-2.18/8 0.001s, n=2595, sd=0}
125. Kd4 {+2.31/10 0.002s, n=3896, sd=0} Bc4 {-2.12/10 0.001s, n=2034, sd=0}
126. Kc5 {+2.24/9 0.001s, n=2377, sd=0} Be2 {-2.12/10 0.001s, n=2494, sd=0}
127. Kd5 {+2.24/8 0.001s, n=2954, sd=0} Bc4+ {-2.22/10 0.002s, n=4700, sd=0}
128. Ke5 {+2.31/9 0.001s, n=2365, sd=0} Ba2 {-2.22/13 0.005s, n=8163, sd=0}
129. Kf6 {+2.31/11 0.005s, n=3543, sd=0} Bb3 {-2.33/12 0.000s, n=5652, sd=0}
130. Kg6 {+2.31/10 0.001s, n=2461, sd=0} Bc2+ {-2.31/11 0.001s, n=4288, sd=0}
131. Kf7 {+2.43/10 0.006s, n=19642, sd=0} Bb1 {-2.31/8 0.001s, n=1769, sd=0}
132. Kf6 {+2.43/9 0.001s, n=1905, sd=0} Be4 {-2.31/10 0.001s, n=1663, sd=0}
133. Kg7 {+2.54/7 0.001s, n=1793, sd=0} Bc2 {-2.31/11 0.001s, n=2509, sd=0}
134. Kh6 {+2.28/6 0.003s, n=1093, sd=0} Bb3 {-2.31/11 0.001s, n=2999, sd=0}
135. Kh7 {+2.28/8 0.002s, n=5799, sd=0} Bc2+ {-2.31/7 0.001s, n=1748, sd=0}
136. Kg7 {+2.30/7 0.000s, n=1232, sd=0} Bd1 {-2.31/9 0.002s, n=3779, sd=0}
137. Kf7 {+2.14/9 0.002s, n=2144, sd=0} Bc2 {-2.22/8 0.000s, n=1702, sd=0}
138. Ke7 {+2.14/7 0.001s, n=1289, sd=0} Bb3 {-2.22/7 0.002s, n=3403, sd=0}
139. Kd6 {+2.20/7 0.000s, n=1314, sd=0} Bc4 {-2.12/9 0.002s, n=1528, sd=0}
140. Kc6 {+2.18/7 0.001s, n=1410, sd=0} Be2 {-2.12/8 0.000s, n=1055, sd=0}
141. Kd7 {+2.18/7 0.001s, n=3527, sd=0} Bc4 {-2.12/10 0.002s, n=1930, sd=0}
142. Kd6 {+2.18/8 0.001s, n=1139, sd=0} Bb3 {-2.12/9 0.002s, n=1078, sd=0}
143. Kc5 {+2.14/8 0.001s, n=1679, sd=0} Bc4 {-2.22/8 0.001s, n=2713, sd=0}
144. Kd4 {+2.24/8 0.001s, n=1732, sd=0} Bf7 {-1.95/7 0.000s, n=1775, sd=0}
145. Ke4 {+1.95/7 0.001s, n=2559, sd=0} Bb3 {-1.94/8 0.002s, n=4132, sd=0}
146. Bd6 {+1.86/9 0.000s, n=4691, sd=0} Bc2+ {-1.84/5 0.000s, n=1194, sd=0}
147. Kd5 {+2.13/5 0.001s, n=1880, sd=0} Bb3+ {-2.12/6 0.000s, n=1674, sd=0}
148. Kc5 {+2.18/6 0.000s, n=1467, sd=0} Bc4 {-2.09/7 0.001s, n=1547, sd=0}
149. Kb6 {+2.13/7 0.001s, n=2883, sd=0} Be2 {-1.77/8 0.001s, n=1396, sd=0}
150. Bf4 {+2.13/7 0.002s, n=399, sd=0} Bc4 {-0.69/7 0.000s, n=1246, sd=0}
151. h5 {+0.70/8 0.000s, n=1310, sd=0} Kxh5 {-0.70/7 0.000s, n=1281, sd=0}
152. Kc5 {+0.72/7 0.000s, n=1099, sd=0} Kg4 {-0.70/9 0.001s, n=1216, sd=0}
153. Kc6 {+0.67/7 0.000s, n=1368, sd=0} Kf3 {-0.69/8 0.000s, n=1974, sd=0}
154. Kb6 {+0.67/6 0.000s, n=683, sd=0} Be2 {-0.62/7 0.000s, n=2038, sd=0}
155. Kc5 {+0.67/5 0.000s, n=627, sd=0} Bc4 {-0.58/8 0.000s, n=1155, sd=0}
156. Kc6 {+0.58/6 0.000s, n=803, sd=0} Be2 {-0.58/7 0.000s, n=1668, sd=0}
157. Kd5 {+0.66/6 0.000s, n=2164, sd=0} Bc4+ {-0.55/5 0.000s, n=883, sd=0}
158. Ke5 {+0.44/7 0.000s, n=766, sd=0} Kg4 {-0.54/7 0.000s, n=1820, sd=0}
159. Kf6 {+0.66/7 0.001s, n=1675, sd=0} Bb3 {-0.63/9 0.000s, n=1782, sd=0}
160. Kg6 {+0.63/6 0.000s, n=776, sd=0} Bc2+ {-0.68/8 0.001s, n=2886, sd=0}
161. Kf7 {+0.44/7 0.000s, n=1909, sd=0} Bb3+ {-0.68/7 0.000s, n=800, sd=0}
162. Kg7 {+0.61/7 0.000s, n=1688, sd=0} Kf3 {-0.68/7 0.001s, n=764, sd=0}
163. Kg6 {+0.61/8 0.000s, n=723, sd=0} Kg4 {-0.68/8 0.000s, n=750, sd=0}
164. Kh6 {+0.63/7 0.000s, n=935, sd=0} Be6 {-0.67/8 0.000s, n=1189, sd=0}
165. Kg7 {+0.34/8 0.000s, n=670, sd=0} Bd5 {-0.14/5 0.000s, n=990, sd=0}
166. Kf8 {+0.44/8 0.001s, n=2072, sd=0} Bb3 {-0.41/7 0.000s, n=1596, sd=0}
167. Ke7 {+0.44/8 0.000s, n=1117, sd=0} Kf3 {-0.58/7 0.000s, n=1875, sd=0}
168. Kd7 {+0.58/7 0.000s, n=1481, sd=0} Bc4 {-0.58/6 0.000s, n=1705, sd=0}
169. Kc7 {+0.58/5 0.000s, n=846, sd=0} Kg4 {-0.37/6 0.000s, n=891, sd=0}
170. Kd6 {+0.44/7 0.000s, n=857, sd=0} Kf3 {-0.46/7 0.000s, n=1472, sd=0}
171. Kd7 {+0.58/7 0.000s, n=1008, sd=0} Bd5 {-0.58/6 0.000s, n=731, sd=0}
172. Kc7 {+0.43/7 0.000s, n=1899, sd=0} Bb3 {-0.58/6 0.000s, n=759, sd=0}
173. Kb6 {+0.55/7 0.000s, n=1178, sd=0} Bc4 {-0.38/6 0.000s, n=1196, sd=0}
174. Be5 {+0.41/6 0.000s, n=3183, sd=0} Bf1 {-0.32/5 0.000s, n=646, sd=0}
175. Bd6 {+0.67/5 0.000s, n=825, sd=0} Bd3 {-0.35/5 0.000s, n=568, sd=0}
176. Kc6 {+0.41/5 0.000s, n=1447, sd=0} Bf1 {-0.58/4 0.000s, n=606, sd=0}
177. Be5 {+0.35/6 0.000s, n=1446, sd=0} Bc4 {-0.42/5 0.000s, n=795, sd=0}
178. Bb8 {+0.41/5 0.000s, n=893, sd=0} Be2 {-0.32/4 0.000s, n=936, sd=0}
179. Bc7 {+0.35/5 0.000s, n=741, sd=0} Bd3 {-0.36/4 0.000s, n=1299, sd=0}
180. Kb6 {+0.39/6 0.000s, n=629, sd=0} Bf1 {-0.58/4 0.000s, n=838, sd=0}
181. Be5 {+0.41/7 0.000s, n=781, sd=0} Bd3 {-0.40/5 0.000s, n=1105, sd=0}
182. Bd6 {+0.39/5 0.000s, n=659, sd=0} Bc4 {-0.42/6 0.000s, n=1253, sd=0}
183. Kc5 {+0.32/6 0.000s, n=1834, sd=0} Be2 {-0.42/6 0.000s, n=1588, sd=0}
184. Be5 {+0.27/6 0.000s, n=1289, sd=0} Bf1 {-0.42/4 0.000s, n=977, sd=0}
185. Kd5 {+0.34/5 0.000s, n=497, sd=0} Be2 {-0.27/4 0.000s, n=546, sd=0}
186. Kd6 {+0.35/5 0.000s, n=929, sd=0} Bf1 {-0.25/4 0.000s, n=865, sd=0}
187. Kc7 {+0.35/5 0.000s, n=660, sd=0} Bc4 {-0.35/5 0.000s, n=848, sd=0}
188. Bd6 {+0.43/7 0.001s, n=3493, sd=0} Kg4 {-0.49/4 0.000s, n=1030, sd=0}
189. Bf4 {+0.37/6 0.000s, n=1743, sd=0} Kf3 {-0.63/6 0.000s, n=1162, sd=0}
190. Be5 {+0.35/5 0.000s, n=1045, sd=0} Ke4 {-0.37/4 0.000s, n=1183, sd=0}
191. Kd6 {+0.35/5 0.000s, n=747, sd=0} Bb3 {-0.63/6 0.000s, n=783, sd=0}
192. g4 {+1.54/5 0.000s, n=873, sd=0} Ke3 {-1.54/6 0.001s, n=2299, sd=0}
193. g5 {+2.10/6 0.000s, n=866, sd=0} Ke4 {-2.32/6 0.001s, n=1629, sd=0}
194. g6 {+2.67/7 0.000s, n=1226, sd=0} Bc4 {-2.68/7 0.000s, n=2857, sd=0}
195. g7 {+2.67/6 0.001s, n=1864, sd=0} Kf5 {-2.67/5 0.000s, n=1197, sd=0}
196. Bd4 {+2.67/4 0.000s, n=766, sd=0} Kg6 {-2.54/5 0.001s, n=2662, sd=0}
197. Ke7 {+2.54/4 0.000s, n=1109, sd=0} Bb3 {-2.94/5 0.000s, n=843, sd=0}
198. Kf8 {+2.94/4 0.000s, n=630, sd=0} Kh7 {-2.74/5 0.000s, n=674, sd=0}
199. Be3 {+2.76/5 0.000s, n=696, sd=0} Bd5 {-2.76/5 0.000s, n=687, sd=0}
200. Bc5 {+2.76/4 0.000s, n=726, sd=0} Bb3 {-2.93/4 0.000s, n=622, sd=0}
201. Be7 {+2.76/6 0.000s, n=609, sd=0} Be6 {-2.73/5 0.000s, n=624, sd=0}
202. Bb4 {+2.76/7 0.000s, n=1444, sd=0} Bd5 {-2.73/5 0.000s, n=424, sd=0}
203. Bd2 {+2.76/5 0.000s, n=876, sd=0} Bb3 {-2.65/6 0.000s, n=1474, sd=0}
204. Bc3 {+2.76/6 0.000s, n=1111, sd=0} Be6 {-2.68/5 0.000s, n=1494, sd=0}
205. Bf6 {+2.76/5 0.000s, n=957, sd=0} Bd5 {-2.76/4 0.000s, n=701, sd=0}
206. Bg5 {+2.63/4 0.000s, n=714, sd=0} Bb3 {-2.94/4 0.000s, n=850, sd=0}
207. Bd2 {+2.76/5 0.000s, n=651, sd=0} Be6 {-2.80/5 0.000s, n=792, sd=0}
208. Ke7 {+3.11/5 0.000s, n=623, sd=0} Bd5 {-3.20/6 0.000s, n=1384, sd=0}
209. Kf6 {+2.96/6 0.000s, n=841, sd=0} Bb3 {-3.10/5 0.000s, n=762, sd=0}
210. Be3 {+3.11/5 0.000s, n=800, sd=0} Bd5 {-3.10/5 0.000s, n=502, sd=0}
211. Bd4 {+3.13/4 0.000s, n=702, sd=0} Bb3 {-3.27/4 0.000s, n=1020, sd=0}
212. Bc5 {+3.11/5 0.000s, n=690, sd=0} Bc4 {-3.12/5 0.000s, n=652, sd=0}
213. Bg1 {+3.08/4 0.000s, n=836, sd=0} Bb3 {-3.11/5 0.000s, n=921, sd=0}
214. Bb6 {+3.01/6 0.002s, n=1063, sd=0} Bd5 {-3.10/5 0.000s, n=512, sd=0}
215. Be3 {+3.13/5 0.000s, n=795, sd=0} Bb3 {-3.17/4 0.000s, n=637, sd=0}
216. Bd2 {+3.14/7 0.000s, n=810, sd=0} Bc4 {-3.10/7 0.000s, n=915, sd=0}
217. Bf4 {+3.14/6 0.001s, n=1474, sd=0} Bb3 {-3.13/6 0.001s, n=1721, sd=0}
218. Bd6 {+3.14/6 0.000s, n=815, sd=0} Bd5 {-3.13/5 0.000s, n=585, sd=0}
219. Bb4 {+3.10/6 0.000s, n=1019, sd=0} Bb3 {-3.10/7 0.000s, n=768, sd=0}
220. Bc3 {+3.13/5 0.000s, n=1099, sd=0} Bd5 {-3.13/5 0.000s, n=584, sd=0}
221. Be5 {+3.13/5 0.000s, n=628, sd=0} Bc4 {-3.13/6 0.000s, n=733, sd=0}
222. Bc3 {+2.96/4 0.000s, n=827, sd=0} Bd5 {0.00/17 0.001s, n=867, sd=0}
223. Kg5 {+2.93/4 0.000s, n=1125, sd=0} Bb3 {-2.75/5 0.000s, n=818, sd=0}
224. Bd4 {+2.91/5 0.000s, n=1300, sd=0} Be6 {-2.75/4 0.000s, n=680, sd=0}
225. Be5 {+2.85/4 0.000s, n=539, sd=0} Bd5 {-2.85/4 0.000s, n=1345, sd=0}
226. Kf5 {+2.88/5 0.000s, n=1048, sd=0} Bb3 {-3.06/4 0.000s, n=565, sd=0}
227. Bf6 {+2.85/6 0.000s, n=674, sd=0} Bc2+ {-2.93/5 0.000s, n=519, sd=0}
228. Kg5 {+2.91/5 0.000s, n=559, sd=0} Bb3 {-2.96/5 0.000s, n=656, sd=0}
229. Bc3 {+2.91/5 0.000s, n=552, sd=0} Bc4 {-2.96/4 0.000s, n=1289, sd=0}
230. Kf5 {+2.93/3 0.000s, n=918, sd=0} Bb3 {-3.06/5 0.000s, n=1016, sd=0}
231. Bd4 {+2.91/5 0.001s, n=1601, sd=0} Kh6 {-2.92/4 0.000s, n=674, sd=0}
232. Bf6 {+2.81/4 0.000s, n=955, sd=0} Kh7 {-2.85/3 0.000s, n=683, sd=0}
233. Be5 {+2.92/4 0.000s, n=441, sd=0} Bd5 {-3.06/4 0.000s, n=646, sd=0}
234. Bd4 {+3.13/5 0.000s, n=700, sd=0} Bc4 {-2.55/4 0.000s, n=1160, sd=0}
235. Kf4 {+2.15/5 0.000s, n=1276, sd=0} Bb3 {-2.15/4 0.000s, n=906, sd=0}
236. Kg3 {+2.10/5 0.000s, n=1150, sd=0} Kg6 {-2.05/6 0.000s, n=540, sd=0}
237. Kg4 {+2.15/6 0.000s, n=785, sd=0} Be6+ {-2.19/5 0.000s, n=594, sd=0}
238. Kf4 {+2.04/5 0.000s, n=1231, sd=0} Bb3 {-2.04/5 0.000s, n=663, sd=0}
239. Ke4 {+2.04/4 0.000s, n=608, sd=0} Be6 {-2.22/4 0.000s, n=686, sd=0}
240. Ke5 {+2.22/3 0.000s, n=577, sd=0} Ba2 {-0.91/4 0.000s, n=1176, sd=0}
241. b3 {+0.77/5 0.001s, n=1834, sd=0} Kxg7 {-0.79/4 0.000s, n=1375, sd=0}
242. bxa4 {+0.27/7 0.005s, n=14131, sd=0} bxa4 {-0.26/4 0.000s, n=496, sd=0}
243. Kf5+ {+0.27/6 0.001s, n=3099, sd=0} Kf7 {-0.25/3 0.000s, n=633, sd=0}
244. Bc3 {+0.24/6 0.001s, n=4786, sd=0} Be6+ {-0.24/4 0.000s, n=594, sd=0}
245. Kg5 {+0.30/4 0.000s, n=1380, sd=0} Bb3 {-0.28/4 0.000s, n=770, sd=0}
246. Bf6 {+0.20/4 0.000s, n=789, sd=0} Ke6 {-0.19/4 0.000s, n=689, sd=0}
247. Bg7 {-0.01/4 0.000s, n=1050, sd=0} Kd5 {+0.01/4 0.000s, n=576, sd=0}
248. Kf5 {-0.15/4 0.000s, n=988, sd=0} Kc4 {+0.15/4 0.000s, n=613, sd=0}
249. Ke4 {-0.15/4 0.000s, n=1057, sd=0} Bd1 {+0.15/3 0.000s, n=572, sd=0}
250. Kf5 {-0.41/4 0.000s, n=1131, sd=0} Kb3 {+0.22/4 0.000s, n=782, sd=0}
251. Bf8 {-0.22/4 0.000s, n=1498, sd=0} Kb2 {+0.22/3 0.000s, n=443, sd=0}
252. Bb4 {-0.29/4 0.000s, n=1052, sd=0} Bc2+ {+0.29/4 0.000s, n=1385, sd=0}
253. Kf6 {-0.26/4 0.000s, n=794, sd=0} Kb1 {+0.26/4 0.000s, n=623, sd=0}
254. Ke6 {-0.25/4 0.000s, n=1434, sd=0} Bb3+ {+0.26/4 0.000s, n=1451, sd=0}
255. Kf6 {-0.26/4 0.000s, n=621, sd=0} Kc1 {+0.29/5 0.000s, n=882, sd=0}
256. Kf5 {-0.16/4 0.000s, n=888, sd=0, Black disconnects} 1-0