[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.12"]
[Round "210"]
[White "Tofiks-dev"]
[Black "Tofiks-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "rnbqk2r/ppp1nppp/3b4/3p4/4P3/3P1P2/PP4PP/RNBQKBNR w KQkq - 0 6"]
[GameDuration "00:00:27"]
[GameStartTime "2026-04-12T16:59:01 +0000"]
[GameEndTime "2026-04-12T16:59:28 +0000"]
[PlyCount "504"]
[Termination "abandoned"]
[TimeControl "13.26"]

6. Nc3 {-1.26/10 0.187s, n=169258, sd=0} O-O {+1.40/9 0.194s, n=172214, sd=0}
7. Nge2 {-1.11/9 0.085s, n=138446, sd=0} Nbc6 {+1.19/8 0.148s, n=218425, sd=0}
8. Be3 {-1.13/9 0.178s, n=156825, sd=0} Ne5 {+1.13/8 0.176s, n=208057, sd=0}
9. h3 {-1.03/9 0.141s, n=160537, sd=0} dxe4 {+1.03/8 0.139s, n=189864, sd=0}
10. dxe4 {-1.07/10 0.248s, n=230605, sd=0} Nc4 {+1.04/8 0.133s, n=142575, sd=0}
11. Bf2 {-1.26/10 0.185s, n=185665, sd=0} Nxb2 {+1.06/9 0.195s, n=191289, sd=0}
12. Qc2 {-0.90/10 0.117s, n=125258, sd=0} Nc4 {+0.82/9 0.155s, n=180457, sd=0}
13. Nb5 {-0.59/9 0.114s, n=169069, sd=0} Bb4+ {+0.68/9 0.138s, n=148798, sd=0}
14. Nec3 {-0.88/11 0.433s, n=300028, sd=0} a6 {+0.73/10 0.307s, n=446692, sd=0}
15. Rd1 {-0.82/10 0.222s, n=152706, sd=0} Nd6 {+0.77/10 0.132s, n=141014, sd=0}
16. Qb2 {-0.88/10 0.137s, n=154175, sd=0} Nc6 {+0.97/10 0.135s, n=141476, sd=0}
17. Nxd6 {-1.24/10 0.164s, n=110048, sd=0}
cxd6 {+1.15/10 0.236s, n=307519, sd=0} 18. a3 {-1.16/10 0.364s, n=405071, sd=0}
Ba5 {+1.34/9 0.098s, n=130715, sd=0} 19. Bc4 {-1.25/10 0.351s, n=430718, sd=0}
Qf6 {+1.25/9 0.161s, n=182682, sd=0} 20. Rc1 {-1.27/10 0.286s, n=340883, sd=0}
Ne5 {+1.27/9 0.226s, n=201948, sd=0} 21. Be2 {-1.54/9 0.122s, n=154927, sd=0}
Ng6 {+1.63/10 0.490s, n=469034, sd=0} 22. Be3 {-1.52/10 0.364s, n=308609, sd=0}
Be6 {+1.58/11 0.317s, n=270770, sd=0} 23. Kf2 {-1.48/10 0.146s, n=170247, sd=0}
Rac8 {+1.48/11 0.346s, n=427639, sd=0} 24. Na4 {-1.57/12 0.274s, n=200257, sd=0}
Qh4+ {+1.74/11 0.188s, n=221114, sd=0} 25. g3 {-1.62/12 0.533s, n=708759, sd=0}
Rxc1 {+1.57/11 0.122s, n=208625, sd=0}
26. Bxc1 {-1.50/13 0.544s, n=771197, sd=0} Qe7 {+1.56/10 0.137s, n=210306, sd=0}
27. Nb6 {-1.45/12 0.355s, n=556650, sd=0}
Bxb6+ {+1.52/10 0.211s, n=260908, sd=0}
28. Qxb6 {-1.14/12 0.401s, n=487988, sd=0} d5 {+1.54/11 0.281s, n=450052, sd=0}
29. exd5 {-1.60/12 0.556s, n=722722, sd=0}
Bxd5 {+1.40/11 0.336s, n=509509, sd=0} 30. Bb2 {-1.21/12 0.302s, n=354867, sd=0}
Re8 {+1.25/11 0.472s, n=586331, sd=0} 31. Re1 {-1.37/12 0.304s, n=320926, sd=0}
f6 {+1.17/10 0.153s, n=259914, sd=0} 32. h4 {-1.17/11 0.150s, n=237578, sd=0}
h6 {+1.16/10 0.361s, n=503264, sd=0} 33. Bc3 {-1.24/11 0.334s, n=375408, sd=0}
Rc8 {+1.33/10 0.242s, n=341133, sd=0} 34. Bb4 {-1.07/11 0.217s, n=276961, sd=0}
Qd7 {+1.18/9 0.232s, n=319538, sd=0} 35. Qd4 {-1.23/11 0.190s, n=151883, sd=0}
Qc6 {+1.16/9 0.202s, n=275610, sd=0} 36. a4 {-1.03/10 0.131s, n=231531, sd=0}
b5 {+1.15/9 0.209s, n=210440, sd=0} 37. axb5 {-1.07/11 0.219s, n=226300, sd=0}
axb5 {+1.20/10 0.202s, n=204332, sd=0} 38. Rd1 {-1.23/11 0.223s, n=260547, sd=0}
Bc4 {+1.20/11 0.272s, n=357661, sd=0} 39. Qd7 {-1.24/12 0.423s, n=588614, sd=0}
Kh7 {+1.12/12 0.246s, n=239582, sd=0} 40. Qxc6 {-1.22/12 0.122s, n=195348, sd=0}
Rxc6 {+1.09/14 0.240s, n=259759, sd=0} 41. Rd6 {-1.13/13 0.196s, n=273104, sd=0}
Rc8 {+1.17/12 0.185s, n=434408, sd=0} 42. Bd1 {-0.95/12 0.146s, n=156111, sd=0}
Ra8 {+1.01/12 0.164s, n=229396, sd=0} 43. f4 {-0.98/13 0.162s, n=199077, sd=0}
Ra2+ {+1.03/13 0.213s, n=272735, sd=0} 44. Rd2 {-1.03/13 0.138s, n=271112, sd=0}
Rxd2+ {+0.94/14 0.221s, n=464100, sd=0}
45. Bxd2 {-1.13/13 0.080s, n=243890, sd=0} Ne7 {+0.91/15 0.258s, n=624439, sd=0}
46. Bf3 {-1.01/13 0.068s, n=187426, sd=0} Kg6 {+0.90/14 0.244s, n=453323, sd=0}
47. g4 {-0.97/14 0.170s, n=301564, sd=0} Kf7 {+1.02/14 0.184s, n=439339, sd=0}
48. Kg3 {-1.03/14 0.111s, n=191791, sd=0} Nd5 {+0.87/14 0.587s, n=1720723, sd=0}
49. g5 {-0.90/14 0.096s, n=193619, sd=0} hxg5 {+1.01/14 0.165s, n=387327, sd=0}
50. fxg5 {-0.79/13 0.066s, n=207452, sd=0}
fxg5 {+1.20/14 0.335s, n=979144, sd=0}
51. Bxd5+ {-1.19/14 0.155s, n=353895, sd=0}
Bxd5 {+1.14/16 0.116s, n=211001, sd=0}
52. hxg5 {-1.24/17 0.402s, n=1365287, sd=0}
Bc6 {+1.14/16 0.072s, n=289991, sd=0} 53. Kf4 {-1.02/15 0.125s, n=248569, sd=0}
Kg6 {+1.14/19 0.125s, n=196868, sd=0} 54. Bb4 {-1.02/19 0.141s, n=245304, sd=0}
Bg2 {+1.14/20 0.104s, n=232269, sd=0} 55. Kg3 {-1.02/18 0.075s, n=293475, sd=0}
Bd5 {+1.14/19 0.126s, n=306093, sd=0} 56. Kf4 {-1.02/18 0.093s, n=187488, sd=0}
Bc4 {+1.14/18 0.054s, n=226783, sd=0} 57. Bc3 {-1.02/17 0.081s, n=323795, sd=0}
Be2 {+1.14/19 0.105s, n=196107, sd=0} 58. Bb4 {-1.02/17 0.083s, n=225635, sd=0}
Bf1 {+1.14/19 0.070s, n=225587, sd=0} 59. Kg4 {-1.02/17 0.131s, n=439161, sd=0}
Bc4 {+1.14/20 0.182s, n=676392, sd=0} 60. Kf4 {-1.02/18 0.129s, n=488864, sd=0}
Be2 {+1.14/20 0.068s, n=150564, sd=0} 61. Bd2 {-1.02/17 0.050s, n=104486, sd=0}
Bf1 {+1.14/17 0.297s, n=1166066, sd=0} 62. Bb4 {-1.02/19 0.108s, n=248138, sd=0}
Bh3 {+1.14/19 0.095s, n=189203, sd=0} 63. Bc3 {-1.02/16 0.042s, n=72972, sd=0}
Bg2 {+1.14/18 0.031s, n=123068, sd=0} 64. Kg4 {-1.02/17 0.079s, n=168123, sd=0}
Bd5 {+1.14/18 0.069s, n=151570, sd=0} 65. Kf4 {-1.02/17 0.034s, n=102785, sd=0}
Be6 {+1.14/18 0.044s, n=89862, sd=0} 66. Ke5 {-1.02/17 0.075s, n=235943, sd=0}
Bf5 {+1.14/17 0.061s, n=220409, sd=0} 67. Kf4 {-1.02/17 0.033s, n=77191, sd=0}
Bd3 {+1.14/16 0.025s, n=85936, sd=0} 68. Bb4 {-1.02/16 0.132s, n=491607, sd=0}
Kh7 {+1.14/16 0.074s, n=316259, sd=0} 69. Bf8 {-1.02/15 0.073s, n=259990, sd=0}
Bb1 {+1.14/16 0.038s, n=95945, sd=0} 70. Bc5 {-1.02/15 0.041s, n=101105, sd=0}
Kg6 {+1.14/19 0.041s, n=93241, sd=0} 71. Bb4 {-1.02/16 0.023s, n=40719, sd=0}
Bc2 {+1.14/18 0.027s, n=83672, sd=0} 72. Bc3 {-1.02/15 0.024s, n=57348, sd=0}
Bb3 {+1.14/18 0.050s, n=169018, sd=0} 73. Bb4 {-1.02/14 0.024s, n=62344, sd=0}
Be6 {+1.14/19 0.053s, n=151972, sd=0} 74. Bc3 {-1.02/17 0.044s, n=91656, sd=0}
Bh3 {+1.14/18 0.108s, n=470137, sd=0} 75. Bb4 {-1.02/15 0.027s, n=40510, sd=0}
Bc8 {+1.14/18 0.044s, n=100669, sd=0} 76. Bc3 {-0.98/14 0.042s, n=138600, sd=0}
Bb7 {+1.14/17 0.014s, n=54412, sd=0} 77. Kg4 {-1.02/16 0.022s, n=49308, sd=0}
Be4 {+1.14/16 0.033s, n=47773, sd=0} 78. Kf4 {-1.02/16 0.100s, n=393955, sd=0}
Bc2 {+1.14/18 0.027s, n=68062, sd=0} 79. Kg4 {-1.02/14 0.031s, n=104056, sd=0}
Bb1 {+1.14/17 0.021s, n=52013, sd=0} 80. Kf4 {-1.02/15 0.013s, n=31023, sd=0}
Ba2 {+1.14/17 0.024s, n=89489, sd=0} 81. Kg4 {-1.02/16 0.015s, n=37069, sd=0}
Bb3 {+1.14/17 0.022s, n=45046, sd=0} 82. Kf4 {-1.02/16 0.071s, n=284113, sd=0}
Bf7 {+1.14/18 0.038s, n=118749, sd=0} 83. Kg4 {-1.02/16 0.038s, n=148593, sd=0}
Kh7 {+1.14/14 0.030s, n=58517, sd=0} 84. Kf4 {-1.02/15 0.037s, n=137602, sd=0}
Bc4 {+1.14/15 0.054s, n=146221, sd=0} 85. Ke3 {-1.02/13 0.020s, n=39104, sd=0}
Be6 {+1.14/14 0.020s, n=40506, sd=0} 86. Kd4 {-1.02/13 0.013s, n=23455, sd=0}
Bb3 {+1.14/14 0.017s, n=32931, sd=0} 87. Ke3 {-1.02/13 0.014s, n=24012, sd=0}
Bc4 {+1.14/15 0.021s, n=39608, sd=0} 88. Kf4 {-1.02/13 0.010s, n=26538, sd=0}
Bd3 {+1.14/15 0.017s, n=52496, sd=0} 89. Ke5 {-1.02/13 0.007s, n=18237, sd=0}
Bf1 {+1.07/13 0.024s, n=53034, sd=0} 90. Kf4 {-0.91/11 0.010s, n=16849, sd=0}
Be2 {+1.07/13 0.018s, n=30073, sd=0} 91. Kf5 {-1.02/11 0.012s, n=23377, sd=0}
Bd1 {+1.07/13 0.009s, n=29934, sd=0} 92. Kf4 {-1.02/12 0.008s, n=4370, sd=0}
Bc2 {+1.14/15 0.072s, n=17980, sd=0} 93. Ke3 {-1.02/14 0.015s, n=38525, sd=0}
Bf5 {+1.14/14 0.017s, n=39619, sd=0} 94. Kf4 {-1.02/13 0.007s, n=18789, sd=0}
Be6 {+1.14/14 0.011s, n=23393, sd=0} 95. Ke5 {-1.02/12 0.007s, n=15716, sd=0}
Ba2 {+1.14/14 0.015s, n=42668, sd=0} 96. Kf4 {-1.02/13 0.010s, n=14456, sd=0}
Bf7 {+1.14/15 0.012s, n=23210, sd=0} 97. Ke3 {-1.02/14 0.031s, n=9938, sd=0}
Kg6 {+1.14/15 0.015s, n=32301, sd=0} 98. Kf4 {-1.02/14 0.004s, n=16673, sd=0}
Bg8 {+1.14/14 0.017s, n=60730, sd=0} 99. Bb4 {-0.45/11 0.004s, n=8653, sd=0}
Ba2 {+0.54/11 0.012s, n=20079, sd=0} 100. Bc5 {-0.91/11 0.000s, n=11104, sd=0}
Kf7 {+0.86/12 0.015s, n=41433, sd=0} 101. Ke5 {-0.76/11 0.005s, n=10742, sd=0}
g6 {+0.66/11 0.002s, n=18220, sd=0} 102. Bd6 {-0.61/10 0.003s, n=9354, sd=0}
Be6 {+0.66/11 0.009s, n=21293, sd=0} 103. Bb4 {-0.22/11 0.007s, n=14321, sd=0}
Bg4 {+0.43/11 0.011s, n=34322, sd=0} 104. Kd6 {-0.21/10 0.005s, n=10034, sd=0}
Bf3 {+0.12/12 0.014s, n=28835, sd=0} 105. Bc3 {-0.12/11 0.006s, n=19701, sd=0}
Kf8 {+0.23/11 0.006s, n=28519, sd=0} 106. Kc5 {-0.12/11 0.005s, n=9018, sd=0}
Be2 {+0.12/12 0.011s, n=19137, sd=0} 107. Kd6 {-0.12/12 0.003s, n=6790, sd=0}
Ke8 {+0.12/11 0.004s, n=17774, sd=0} 108. Bb4 {-0.20/11 0.004s, n=15379, sd=0}
Bf1 {+0.12/12 0.010s, n=17342, sd=0} 109. Bc3 {-0.20/12 0.005s, n=12422, sd=0}
Kf7 {+0.17/11 0.004s, n=18320, sd=0} 110. Bd2 {-0.20/11 0.002s, n=9903, sd=0}
Kf8 {+0.12/11 0.008s, n=13807, sd=0} 111. Bc3 {-0.20/12 0.004s, n=6469, sd=0}
Be2 {+0.12/11 0.005s, n=14009, sd=0} 112. Bb4 {-0.20/11 0.005s, n=12906, sd=0}
Bc4 {+0.12/12 0.005s, n=10446, sd=0} 113. Bc3 {-0.20/12 0.005s, n=11839, sd=0}
Kf7 {+0.23/12 0.005s, n=17622, sd=0} 114. Ba5 {-0.20/11 0.002s, n=8037, sd=0}
Bd3 {+0.24/11 0.007s, n=16856, sd=0} 115. Bb4 {-0.20/12 0.002s, n=7709, sd=0}
Kg8 {+0.12/11 0.005s, n=11595, sd=0} 116. Bc3 {-0.20/12 0.005s, n=8691, sd=0}
Bc4 {+0.12/13 0.008s, n=15127, sd=0} 117. Kc5 {-0.20/11 0.003s, n=6846, sd=0}
Kf7 {+0.12/13 0.006s, n=11625, sd=0} 118. Kd6 {-0.20/13 0.003s, n=8851, sd=0}
Be2 {+0.12/12 0.004s, n=19974, sd=0} 119. Bb4 {-0.20/11 0.001s, n=11833, sd=0}
Kg8 {+0.12/13 0.007s, n=12463, sd=0} 120. Bc3 {-0.20/11 0.000s, n=5756, sd=0}
Bf1 {+0.06/12 0.009s, n=25053, sd=0} 121. Ke6 {-0.21/10 0.005s, n=10472, sd=0}
Bg2 {+0.12/10 0.004s, n=9906, sd=0} 122. Ke7 {-0.24/10 0.004s, n=10149, sd=0}
Bf3 {+0.03/10 0.006s, n=13383, sd=0} 123. Kd6 {-0.12/9 0.002s, n=2156, sd=0}
Kf7 {0.00/9 0.002s, n=6888, sd=0} 124. Kc5 {-0.12/10 0.002s, n=3070, sd=0}
Be2 {0.00/8 0.002s, n=4080, sd=0} 125. Kd6 {-0.12/11 0.001s, n=3673, sd=0}
Bf1 {0.00/10 0.003s, n=5451, sd=0} 126. Bd2 {0.00/18 0.002s, n=2333, sd=0}
Kg8 {0.00/8 0.002s, n=4748, sd=0} 127. Bc3 {-0.20/9 0.001s, n=2825, sd=0}
Bd3 {+0.21/8 0.000s, n=3761, sd=0} 128. Ke6 {-0.17/7 0.001s, n=2451, sd=0}
Be4 {+0.27/10 0.005s, n=7368, sd=0} 129. Bf6 {-0.22/8 0.000s, n=2683, sd=0}
Bf5+ {+0.27/10 0.001s, n=3696, sd=0} 130. Kd5 {-0.31/9 0.002s, n=5000, sd=0}
Kf7 {+0.27/10 0.001s, n=3398, sd=0} 131. Bc3 {-0.31/10 0.001s, n=3310, sd=0}
Bh3 {+0.12/8 0.002s, n=4537, sd=0} 132. Kc5 {-0.24/10 0.001s, n=5315, sd=0}
Bf1 {+0.12/10 0.002s, n=3474, sd=0} 133. Kd6 {-0.19/9 0.000s, n=2181, sd=0}
Kf8 {+0.13/10 0.003s, n=9568, sd=0} 134. Ke6 {0.00/8 0.001s, n=2007, sd=0}
Bd3 {+0.27/8 0.001s, n=2597, sd=0} 135. Bf6 {-0.20/9 0.001s, n=1537, sd=0}
Ke8 {+0.27/8 0.001s, n=3557, sd=0} 136. Kd6 {-0.31/10 0.006s, n=1535, sd=0}
b4 {+0.93/8 0.001s, n=2447, sd=0} 137. Kc5 {-1.21/9 0.003s, n=4090, sd=0}
b3 {+1.24/7 0.001s, n=2203, sd=0} 138. Kb6 {-1.24/8 0.000s, n=2790, sd=0}
Kf7 {+1.29/9 0.001s, n=4204, sd=0} 139. Kc5 {-1.35/7 0.000s, n=1213, sd=0}
Ke6 {+1.52/8 0.000s, n=2468, sd=0} 140. Kb4 {-1.56/9 0.002s, n=5266, sd=0}
Bc2 {+1.79/9 0.001s, n=2457, sd=0} 141. Ka5 {-1.74/8 0.000s, n=1531, sd=0}
Kf5 {+1.62/9 0.001s, n=2555, sd=0} 142. Kb6 {-1.62/8 0.001s, n=3967, sd=0}
Kf4 {+1.76/9 0.001s, n=2505, sd=0} 143. Kc5 {-1.83/7 0.000s, n=2152, sd=0}
Bf5 {+1.70/9 0.001s, n=3609, sd=0} 144. Kc4 {-1.76/8 0.001s, n=3005, sd=0}
Be6+ {+1.76/8 0.001s, n=3748, sd=0} 145. Kb4 {-1.70/7 0.000s, n=2551, sd=0}
Kg3 {+1.76/8 0.001s, n=1962, sd=0} 146. Kb5 {-1.70/8 0.000s, n=2699, sd=0}
Kf3 {+1.68/8 0.001s, n=5026, sd=0} 147. Kb4 {-1.62/8 0.001s, n=2540, sd=0}
Kg4 {+1.68/8 0.001s, n=2334, sd=0} 148. Kc5 {-1.65/8 0.000s, n=1462, sd=0}
Bf5 {+1.78/8 0.001s, n=2719, sd=0} 149. Kb5 {-1.83/7 0.001s, n=1714, sd=0}
Kf3 {+1.70/7 0.001s, n=2120, sd=0} 150. Kc4 {-1.59/7 0.001s, n=1295, sd=0}
Bc2 {+1.78/6 0.000s, n=1566, sd=0} 151. Kd5 {-1.81/8 0.000s, n=1921, sd=0}
Kg3 {+1.69/8 0.001s, n=3139, sd=0} 152. Kc5 {-1.81/9 0.001s, n=1127, sd=0}
Kf4 {+1.69/8 0.001s, n=1601, sd=0} 153. Kd5 {-1.64/9 0.001s, n=4184, sd=0}
Kf3 {+1.65/7 0.001s, n=2986, sd=0} 154. Kc5 {-1.62/8 0.001s, n=3283, sd=0}
Kg4 {+1.58/7 0.001s, n=3008, sd=0} 155. Kc4 {-1.54/9 0.001s, n=3128, sd=0}
Kf5 {+1.46/5 0.000s, n=675, sd=0} 156. Kd5 {-1.54/8 0.000s, n=697, sd=0}
Bd3 {+1.57/7 0.000s, n=1382, sd=0} 157. Kd6 {-1.59/5 0.000s, n=419, sd=0}
Kf4 {+1.66/7 0.001s, n=1580, sd=0} 158. Kc5 {-1.66/5 0.000s, n=1018, sd=0}
Kf3 {+1.68/6 0.000s, n=1820, sd=0} 159. Kb4 {0.00/6 0.000s, n=497, sd=0}
Bc2 {0.00/6 0.001s, n=4531, sd=0} 160. Kc5 {0.00/17 0.000s, n=1022, sd=0}
Ke3 {+1.61/8 0.001s, n=2866, sd=0} 161. Kb5 {-1.64/7 0.000s, n=2875, sd=0}
Ke2 {+1.61/7 0.001s, n=1533, sd=0} 162. Kc5 {-1.61/5 0.000s, n=714, sd=0}
Kf2 {+1.54/8 0.002s, n=6234, sd=0} 163. Kd5 {-1.62/6 0.000s, n=495, sd=0}
Ke3 {+1.52/5 0.000s, n=651, sd=0} 164. Kc5 {-1.65/7 0.000s, n=1405, sd=0}
Bf5 {+1.60/7 0.000s, n=832, sd=0} 165. Kc4 {-1.57/7 0.000s, n=899, sd=0}
Be6+ {+1.60/6 0.000s, n=779, sd=0} 166. Kc5 {-1.57/7 0.000s, n=897, sd=0}
Kf2 {+1.68/6 0.000s, n=1288, sd=0} 167. Bd4+ {-1.68/4 0.000s, n=1210, sd=0}
Kf3 {+1.76/7 0.000s, n=1243, sd=0} 168. Bf6 {-1.59/7 0.000s, n=1178, sd=0}
Kg4 {+1.68/6 0.000s, n=1138, sd=0} 169. Kd6 {-1.58/8 0.000s, n=1965, sd=0}
Bc4 {+1.58/7 0.000s, n=2055, sd=0} 170. Kc5 {-1.66/6 0.000s, n=742, sd=0}
Bd3 {+1.51/4 0.000s, n=773, sd=0} 171. Kb4 {-1.42/4 0.000s, n=754, sd=0}
b2 {+1.23/6 0.000s, n=3774, sd=0} 172. Bxb2 {-1.00/5 0.000s, n=549, sd=0}
Kxg5 {+1.07/4 0.000s, n=991, sd=0} 173. Kc5 {-1.25/5 0.000s, n=2287, sd=0}
Kf4 {+1.25/4 0.000s, n=2547, sd=0} 174. Bc1+ {-1.35/4 0.000s, n=1569, sd=0}
Kf3 {+1.35/4 0.000s, n=744, sd=0} 175. Bg5 {-1.28/5 0.000s, n=907, sd=0}
Bc2 {+1.28/5 0.000s, n=1669, sd=0} 176. Bf6 {-1.28/4 0.000s, n=849, sd=0}
Bb1 {+1.28/4 0.000s, n=1304, sd=0} 177. Kc6 {-1.25/4 0.000s, n=961, sd=0}
Kf4 {+1.25/4 0.000s, n=1471, sd=0} 178. Kc5 {-1.29/4 0.000s, n=846, sd=0}
Be4 {+1.30/4 0.000s, n=1820, sd=0} 179. Kb5 {-1.46/4 0.000s, n=1402, sd=0}
Bd3+ {+1.26/4 0.001s, n=3082, sd=0} 180. Kc6 {-1.40/3 0.000s, n=685, sd=0}
Bc4 {+1.26/4 0.000s, n=2229, sd=0} 181. Kc5 {-1.40/4 0.000s, n=613, sd=0}
Be6 {+1.23/4 0.000s, n=982, sd=0} 182. Kd6 {-1.29/4 0.000s, n=889, sd=0}
Bf5 {+1.23/4 0.000s, n=844, sd=0} 183. Kc5 {-1.30/4 0.000s, n=1275, sd=0}
Kg4 {+1.29/4 0.000s, n=1199, sd=0} 184. Kc6 {-1.28/4 0.000s, n=565, sd=0}
Kg3 {+1.23/4 0.000s, n=661, sd=0} 185. Be5+ {-1.23/4 0.000s, n=1199, sd=0}
Kf3 {+1.21/3 0.000s, n=1585, sd=0} 186. Bf6 {-1.28/4 0.000s, n=909, sd=0}
Kg2 {+1.30/3 0.000s, n=540, sd=0} 187. Kb6 {-1.23/4 0.000s, n=1420, sd=0}
Kf2 {+1.21/3 0.000s, n=1020, sd=0} 188. Kc6 {-1.28/4 0.000s, n=1041, sd=0}
Kf3 {+1.23/4 0.000s, n=835, sd=0} 189. Kc5 {-1.28/4 0.000s, n=519, sd=0}
Be4 {+1.28/4 0.000s, n=910, sd=0} 190. Kb6 {-1.24/4 0.000s, n=960, sd=0}
Kg3 {+1.20/4 0.000s, n=2000, sd=0} 191. Be5+ {-1.20/4 0.000s, n=755, sd=0}
Kg4 {+1.34/4 0.000s, n=1305, sd=0} 192. Bc3 {-1.35/4 0.000s, n=785, sd=0}
Kf4 {+1.29/4 0.000s, n=2133, sd=0} 193. Bd2+ {-1.27/4 0.000s, n=1075, sd=0}
Kf3 {+1.21/3 0.000s, n=508, sd=0} 194. Bg5 {-1.23/4 0.000s, n=579, sd=0}
Bf5 {+1.28/5 0.001s, n=3572, sd=0} 195. Kc6 {-1.28/4 0.000s, n=1579, sd=0}
Kg2 {+1.26/4 0.000s, n=1758, sd=0} 196. Bf6 {-1.23/4 0.000s, n=844, sd=0}
Kf2 {+1.22/3 0.000s, n=719, sd=0} 197. Kb6 {-1.23/4 0.000s, n=776, sd=0}
Ke3 {+1.23/4 0.000s, n=1132, sd=0} 198. Kc5 {-1.28/4 0.000s, n=859, sd=0}
Kf4 {+1.25/4 0.000s, n=901, sd=0} 199. Kb6 {-1.28/1 0.000s, n=22, sd=0}
Be6 {+1.30/4 0.000s, n=900, sd=0} 200. Be7 {-1.38/4 0.000s, n=1224, sd=0}
Ke5 {+1.38/3 0.000s, n=718, sd=0} 201. Bg5 {-1.22/4 0.000s, n=883, sd=0}
Bf5 {+1.16/4 0.000s, n=2489, sd=0} 202. Kc5 {-1.28/4 0.000s, n=1376, sd=0}
Ke4 {+1.17/5 0.000s, n=1147, sd=0} 203. Kb6 {-1.24/5 0.000s, n=1696, sd=0}
Kd4 {+1.22/4 0.000s, n=1289, sd=0} 204. Bf6+ {-1.20/4 0.000s, n=1333, sd=0}
Kc4 {+1.20/4 0.000s, n=1534, sd=0} 205. Be7 {-1.22/4 0.000s, n=945, sd=0}
Kd3 {+1.16/4 0.000s, n=1383, sd=0} 206. Bf6 {-1.23/4 0.000s, n=639, sd=0}
Ke2 {+1.13/4 0.000s, n=1238, sd=0} 207. Bg5 {-1.16/4 0.000s, n=1061, sd=0}
Kf1 {+1.14/5 0.000s, n=1690, sd=0} 208. Bf6 {-1.14/4 0.000s, n=830, sd=0}
Kg1 {+1.04/4 0.000s, n=1801, sd=0} 209. Bd4+ {-1.03/4 0.000s, n=1594, sd=0}
Kh2 {+1.08/3 0.000s, n=894, sd=0} 210. Be5+ {-1.08/4 0.000s, n=1613, sd=0}
Kh3 {+1.09/3 0.000s, n=801, sd=0} 211. Bf6 {-1.23/4 0.000s, n=1084, sd=0}
Kg3 {+1.13/4 0.000s, n=1525, sd=0} 212. Kc5 {-1.23/4 0.000s, n=1025, sd=0}
Be4 {+1.20/4 0.000s, n=1909, sd=0} 213. Kb6 {-1.24/4 0.000s, n=1921, sd=0}
Bg2 {+1.13/4 0.000s, n=1309, sd=0} 214. Bg5 {-1.13/3 0.000s, n=684, sd=0}
Bf3 {+1.14/4 0.000s, n=1759, sd=0} 215. Bh6 {-1.14/3 0.000s, n=739, sd=0}
Be4 {+1.28/3 0.000s, n=588, sd=0} 216. Bg5 {-1.28/5 0.000s, n=953, sd=0}
Bg2 {+1.16/4 0.000s, n=1337, sd=0} 217. Be7 {-1.35/4 0.000s, n=1379, sd=0}
Kf4 {+1.21/4 0.000s, n=1665, sd=0} 218. Bd6+ {-1.35/4 0.000s, n=705, sd=0}
Kf5 {+1.72/4 0.000s, n=1149, sd=0} 219. Ba3 {-1.72/4 0.000s, n=527, sd=0}
g5 {+1.70/4 0.000s, n=782, sd=0} 220. Kb5 {-2.51/6 0.001s, n=2781, sd=0}
g4 {+2.51/4 0.000s, n=818, sd=0} 221. Be7 {-1.81/1 0.001s, n=15, sd=0}
Bf3 {+2.75/3 0.000s, n=462, sd=0} 222. Bd6 {-2.86/4 0.000s, n=1342, sd=0}
Ke4 {+2.72/4 0.000s, n=882, sd=0} 223. Kb6 {-2.72/4 0.002s, n=899, sd=0}
Kd4 {+2.64/4 0.000s, n=1488, sd=0} 224. Bc5+ {-2.69/4 0.000s, n=2175, sd=0}
Kc3 {+2.68/4 0.000s, n=1862, sd=0} 225. Bf8 {-2.66/4 0.000s, n=806, sd=0}
g3 {+2.95/4 0.000s, n=1693, sd=0} 226. Bg7+ {-3.09/4 0.000s, n=2013, sd=0}
Kb3 {+3.09/3 0.000s, n=1282, sd=0} 227. Kb5 {-3.11/4 0.000s, n=1141, sd=0}
g2 {+3.68/4 0.000s, n=722, sd=0} 228. Bd4 {-3.60/4 0.000s, n=1180, sd=0}
Be2+ {+3.60/4 0.000s, n=2611, sd=0} 229. Kc5 {-3.47/3 0.000s, n=633, sd=0}
Bd3 {+3.47/4 0.000s, n=1358, sd=0} 230. Kd6 {-3.47/4 0.000s, n=1148, sd=0}
Bc4 {+3.60/3 0.000s, n=697, sd=0} 231. Be3 {-3.45/4 0.000s, n=1251, sd=0}
Kc3 {+3.39/4 0.001s, n=3437, sd=0} 232. Ke5 {-3.39/5 0.001s, n=3020, sd=0}
Bf1 {+3.32/4 0.000s, n=1726, sd=0} 233. Bd4+ {-3.32/4 0.000s, n=1730, sd=0}
Kc4 {+3.47/3 0.000s, n=721, sd=0} 234. Bg1 {-3.46/4 0.000s, n=694, sd=0}
Kb4 {+3.39/5 0.001s, n=1884, sd=0} 235. Bd4 {-3.32/5 0.000s, n=1010, sd=0}
Kb3 {+3.38/4 0.000s, n=2229, sd=0} 236. Bb6 {-3.32/4 0.000s, n=725, sd=0}
Ka4 {+3.32/4 0.000s, n=1641, sd=0} 237. Bc5 {-3.32/4 0.000s, n=497, sd=0}
Kb5 {+3.34/4 0.000s, n=1209, sd=0} 238. Kd5 {-3.34/3 0.000s, n=550, sd=0}
Ka5 {+3.10/4 0.000s, n=1122, sd=0} 239. Kd6 {-3.01/4 0.000s, n=1244, sd=0}
Ka6 {+2.83/4 0.000s, n=833, sd=0} 240. Kc6 {-2.67/4 0.000s, n=816, sd=0}
Bc4 {+2.58/4 0.000s, n=1679, sd=0} 241. Be3 {-2.58/4 0.000s, n=735, sd=0}
Ka5 {+2.58/3 0.000s, n=692, sd=0} 242. Bd2+ {-3.04/4 0.000s, n=1399, sd=0}
Ka4 {+3.32/4 0.000s, n=717, sd=0} 243. Be3 {-3.39/5 0.000s, n=1043, sd=0}
Kb4 {+3.39/4 0.000s, n=1997, sd=0} 244. Kd6 {-3.39/4 0.000s, n=793, sd=0}
Bf1 {+3.32/4 0.000s, n=1599, sd=0} 245. Kd5 {-3.34/4 0.000s, n=1291, sd=0}
Kc3 {+3.39/4 0.000s, n=832, sd=0} 246. Ke5 {-3.46/4 0.000s, n=524, sd=0}
Kd3 {+3.20/4 0.000s, n=1572, sd=0} 247. Bd4 {-3.39/4 0.000s, n=636, sd=0}
Kc2 {+3.26/4 0.000s, n=1390, sd=0} 248. Be3 {-3.20/5 0.000s, n=1638, sd=0}
Kb2 {+3.20/4 0.000s, n=1334, sd=0} 249. Bd4+ {-3.32/5 0.000s, n=847, sd=0}
Kb1 {+3.20/4 0.000s, n=3368, sd=0} 250. Bg1 {-3.20/5 0.000s, n=1398, sd=0}
Kc1 {+3.20/5 0.000s, n=1317, sd=0} 251. Bd4 {-3.28/5 0.000s, n=1664, sd=0}
Kd2 {+3.24/4 0.000s, n=1488, sd=0} 252. Bc5 {-3.49/4 0.000s, n=1384, sd=0}
Ke2 {+3.25/4 0.000s, n=1114, sd=0} 253. Ke4 {-3.34/4 0.000s, n=655, sd=0}
Kd1 {+3.20/4 0.000s, n=748, sd=0} 254. Be3 {-3.01/5 0.000s, n=1222, sd=0}
Ke1 {+2.90/4 0.000s, n=763, sd=0} 255. Kf3 {-0.19/6 0.001s, n=1599, sd=0}
Bb5 {+0.27/4 0.000s, n=751, sd=0} 256. Kxg2 {-0.20/9 0.005s, n=9314, sd=0}
Ke2 {+0.18/8 0.005s, n=12136, sd=0} 257. Kg3 {0.00/8 0.003s, n=5660, sd=0}
Bd7 {+0.16/6 0.002s, n=5563, sd=0, White disconnects} 0-1