[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.14"]
[Round "201"]
[White "Tofiks-base"]
[Black "Tofiks-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "r1b1kb1r/pp2pppp/2n5/q1pn2B1/8/2NP1P2/PPP3PP/R2QKBNR w KQkq - 2 7"]
[GameDuration "00:00:25"]
[GameStartTime "2026-04-14T10:30:47 +0000"]
[GameEndTime "2026-04-14T10:31:12 +0000"]
[PlyCount "504"]
[Termination "abandoned"]
[TimeControl "11.98"]

7. Bd2 {-0.36/9 0.131s, n=147640, sd=0} Qd8 {+0.61/9 0.190s, n=177273, sd=0}
8. Nge2 {-0.46/9 0.099s, n=131014, sd=0} e5 {+0.68/10 0.211s, n=294658, sd=0}
9. Nxd5 {-0.59/10 0.103s, n=151199, sd=0} Qxd5 {+0.72/10 0.155s, n=245729, sd=0}
10. Nc3 {-0.82/10 0.212s, n=334417, sd=0} Qd4 {+0.84/11 0.475s, n=738391, sd=0}
11. Be2 {-0.82/9 0.211s, n=217520, sd=0} Be7 {+0.91/10 0.081s, n=149011, sd=0}
12. Nb5 {-1.07/10 0.185s, n=232415, sd=0} Qd8 {+0.87/11 0.276s, n=313327, sd=0}
13. O-O {-0.87/10 0.144s, n=207949, sd=0} O-O {+0.93/10 0.085s, n=106201, sd=0}
14. f4 {-0.80/10 0.221s, n=339138, sd=0} a6 {+0.80/10 0.264s, n=374804, sd=0}
15. Nc3 {-0.80/9 0.082s, n=140684, sd=0} exf4 {+0.77/9 0.115s, n=174810, sd=0}
16. Bxf4 {-0.68/10 0.166s, n=212613, sd=0} Be6 {+0.77/9 0.129s, n=182803, sd=0}
17. Ne4 {-0.65/9 0.147s, n=272103, sd=0} Qb6 {+0.76/8 0.174s, n=199662, sd=0}
18. c3 {-0.50/9 0.150s, n=180318, sd=0} f5 {+0.75/9 0.235s, n=272015, sd=0}
19. Ng5 {-0.87/11 0.339s, n=382143, sd=0} Bxg5 {+1.08/12 0.208s, n=161834, sd=0}
20. Bxg5 {-1.08/11 0.138s, n=182752, sd=0}
Qxb2 {+1.20/11 0.313s, n=614968, sd=0} 21. Rb1 {-1.38/10 0.198s, n=392182, sd=0}
Qxc3 {+1.63/11 0.333s, n=523617, sd=0}
22. Rxb7 {-1.69/10 0.175s, n=265187, sd=0}
Rab8 {+1.67/10 0.114s, n=209482, sd=0} 23. Rc7 {-1.65/10 0.224s, n=291206, sd=0}
Nd4 {+2.03/10 0.476s, n=743912, sd=0} 24. Bd2 {-1.71/9 0.146s, n=255701, sd=0}
Qa3 {+2.14/10 0.170s, n=217715, sd=0} 25. Bf3 {-1.97/9 0.317s, n=448989, sd=0}
Rf7 {+2.35/10 0.203s, n=159185, sd=0} 26. Rxf7 {-2.31/12 0.378s, n=438937, sd=0}
Bxf7 {+2.68/10 0.167s, n=274915, sd=0} 27. Bf4 {-2.48/11 0.351s, n=718740, sd=0}
Rb4 {+2.48/10 0.254s, n=338502, sd=0} 28. Rf2 {-2.63/10 0.241s, n=470628, sd=0}
Bxa2 {+2.91/11 0.256s, n=301178, sd=0}
29. Bc1 {-2.66/14 0.997s, n=1015222, sd=0}
Nxf3+ {+2.55/12 0.344s, n=453943, sd=0}
30. Rxf3 {-2.86/14 0.440s, n=588568, sd=0} Rb1 {+2.84/13 0.294s, n=519000, sd=0}
31. Bxa3 {-2.78/14 0.115s, n=299041, sd=0}
Rxd1+ {+2.89/14 0.222s, n=294382, sd=0}
32. Kf2 {-2.88/14 0.251s, n=471018, sd=0} g6 {+2.89/14 0.252s, n=696624, sd=0}
33. Re3 {-2.91/14 0.210s, n=528165, sd=0} Bd5 {+2.99/13 0.125s, n=335351, sd=0}
34. g3 {-2.94/13 0.294s, n=790478, sd=0} Rd2+ {+2.97/13 0.310s, n=376046, sd=0}
35. Re2 {-2.77/13 0.235s, n=502703, sd=0} Rxd3 {+2.95/14 0.251s, n=501070, sd=0}
36. Bxc5 {-2.86/14 0.296s, n=665676, sd=0}
Rf3+ {+2.96/13 0.132s, n=372090, sd=0} 37. Ke1 {-2.87/13 0.128s, n=352316, sd=0}
Be4 {+2.89/12 0.241s, n=296355, sd=0} 38. Ra2 {-2.94/13 0.102s, n=213081, sd=0}
Bd3 {+2.92/14 0.270s, n=358983, sd=0} 39. Bd4 {-2.92/13 0.160s, n=377512, sd=0}
Bb5 {+2.83/14 0.242s, n=553044, sd=0} 40. Rc2 {-2.86/14 0.180s, n=261907, sd=0}
Rd3 {+2.83/14 0.413s, n=942058, sd=0} 41. Ba1 {-2.76/13 0.140s, n=355778, sd=0}
Rd7 {+2.76/13 0.209s, n=551153, sd=0} 42. Rc5 {-2.71/12 0.161s, n=291560, sd=0}
Kf7 {+2.76/13 0.129s, n=145394, sd=0} 43. Bc3 {-2.85/13 0.226s, n=416472, sd=0}
Re7+ {+2.84/14 0.418s, n=992247, sd=0} 44. Be5 {-2.76/14 0.106s, n=154580, sd=0}
Re6 {+2.90/15 0.078s, n=169605, sd=0} 45. Kd2 {-2.98/15 0.115s, n=252020, sd=0}
Rc6 {+3.00/16 0.147s, n=205853, sd=0} 46. Rxc6 {-2.95/15 0.098s, n=256923, sd=0}
Bxc6 {+3.14/15 0.055s, n=212634, sd=0} 47. Bc7 {-2.84/15 0.137s, n=432923, sd=0}
Kf6 {+2.87/15 0.225s, n=463508, sd=0} 48. Bd8+ {-2.84/15 0.171s, n=505777, sd=0}
Ke5 {+2.86/14 0.054s, n=211523, sd=0} 49. Ke3 {-2.73/15 0.143s, n=594077, sd=0}
Be4 {+2.80/14 0.077s, n=317091, sd=0} 50. Bc7+ {-2.51/15 0.121s, n=368787, sd=0}
Kd5 {+2.60/13 0.077s, n=320465, sd=0} 51. Kf4 {-2.49/16 0.187s, n=595873, sd=0}
h6 {+2.47/13 0.058s, n=240585, sd=0} 52. h4 {-2.50/17 0.108s, n=297622, sd=0}
Bb1 {+2.43/15 0.122s, n=178631, sd=0} 53. Ba5 {-2.53/16 0.099s, n=176819, sd=0}
Ke6 {+2.39/16 0.085s, n=212268, sd=0} 54. Bb4 {-2.47/16 0.065s, n=209947, sd=0}
Bd3 {+2.39/17 0.086s, n=151708, sd=0} 55. Bf8 {-2.43/19 0.135s, n=343571, sd=0}
h5 {+2.46/18 0.144s, n=388121, sd=0} 56. Bb4 {-2.40/19 0.140s, n=455679, sd=0}
Bb5 {+2.44/17 0.046s, n=191359, sd=0} 57. Kg5 {-2.38/18 0.133s, n=515074, sd=0}
Be8 {+2.33/18 0.181s, n=639853, sd=0} 58. Bc3 {-2.38/20 0.086s, n=152040, sd=0}
Kf7 {+2.33/18 0.077s, n=97688, sd=0} 59. Kf4 {-2.38/21 0.090s, n=168273, sd=0}
Bb5 {+2.33/19 0.068s, n=122357, sd=0} 60. Ke5 {-2.38/21 0.047s, n=137980, sd=0}
Bc6 {+2.33/19 0.072s, n=190163, sd=0} 61. Ba5 {-2.38/22 0.073s, n=147936, sd=0}
Bf3 {+2.33/20 0.070s, n=95837, sd=0} 62. Kf4 {-2.38/21 0.082s, n=129283, sd=0}
Be4 {+2.33/22 0.104s, n=146016, sd=0} 63. Ke5 {-2.38/23 0.049s, n=117326, sd=0}
Bb1 {+2.33/21 0.076s, n=117074, sd=0} 64. Bb4 {-2.38/21 0.082s, n=138586, sd=0}
Bd3 {+2.33/21 0.048s, n=150600, sd=0} 65. Bc3 {-2.38/21 0.057s, n=174791, sd=0}
Be2 {+2.33/21 0.113s, n=403666, sd=0} 66. Bb4 {-2.38/21 0.055s, n=99534, sd=0}
Bf3 {+2.33/21 0.039s, n=145331, sd=0} 67. Bc3 {-2.38/21 0.045s, n=143224, sd=0}
Bg2 {+2.33/20 0.040s, n=107775, sd=0} 68. Bd2 {-2.38/22 0.052s, n=124162, sd=0}
Bf1 {+2.33/20 0.040s, n=125527, sd=0} 69. Ba5 {-2.38/23 0.220s, n=69821, sd=0}
Bc4 {+2.33/18 0.047s, n=57885, sd=0} 70. Bd2 {-2.38/20 0.055s, n=63672, sd=0}
Kg7 {+2.33/18 0.026s, n=79717, sd=0} 71. Ba5 {-2.38/17 0.055s, n=59810, sd=0}
Bb3 {+2.33/19 0.054s, n=75033, sd=0} 72. Bd2 {-2.38/21 0.048s, n=71128, sd=0}
Kf7 {+2.33/19 0.025s, n=66766, sd=0} 73. Bc3 {-2.38/21 0.021s, n=60649, sd=0}
Bc2 {+2.33/20 0.034s, n=72455, sd=0} 74. Bb4 {-2.38/21 0.030s, n=43690, sd=0}
Ba4 {+2.33/21 0.043s, n=57541, sd=0} 75. Bc5 {-2.38/20 0.058s, n=90315, sd=0}
Bb5 {+2.33/18 0.053s, n=86314, sd=0} 76. Bb4 {-2.38/21 0.027s, n=41949, sd=0}
Bd7 {+2.33/18 0.023s, n=52793, sd=0} 77. Bd2 {-2.38/20 0.040s, n=66113, sd=0}
Be6 {+2.33/20 0.136s, n=41119, sd=0} 78. Ba5 {-2.38/20 0.024s, n=40292, sd=0}
Bc8 {+2.33/18 0.031s, n=101867, sd=0} 79. Kd6 {-2.38/20 0.051s, n=76545, sd=0}
Bb7 {+2.33/17 0.021s, n=43422, sd=0} 80. Ke5 {-2.38/20 0.012s, n=44468, sd=0}
Be4 {+2.33/21 0.052s, n=129746, sd=0} 81. Bd8 {-2.38/19 0.017s, n=69154, sd=0}
Bg2 {+2.33/18 0.025s, n=31516, sd=0} 82. Ba5 {-2.38/18 0.017s, n=43719, sd=0}
Bb7 {+2.33/21 0.020s, n=32670, sd=0} 83. Bc3 {-2.38/21 0.096s, n=337116, sd=0}
Bf3 {+2.33/21 0.035s, n=107019, sd=0} 84. Bd2 {-2.38/20 0.009s, n=34491, sd=0}
Bd1 {+2.33/19 0.016s, n=27289, sd=0} 85. Bc3 {-2.38/19 0.015s, n=54830, sd=0}
Ba4 {+2.33/17 0.019s, n=38042, sd=0} 86. Bd2 {-2.38/19 0.074s, n=13187, sd=0}
Kg7 {+2.20/16 0.032s, n=54245, sd=0} 87. Ke6 {-2.11/15 0.021s, n=26928, sd=0}
Bb5 {+2.20/16 0.030s, n=56369, sd=0} 88. Bc3+ {-2.11/14 0.012s, n=22289, sd=0}
Kh6 {+2.20/16 0.014s, n=38721, sd=0} 89. Ke5 {-2.11/14 0.014s, n=18347, sd=0}
Be2 {+2.20/16 0.009s, n=24981, sd=0} 90. Kf6 {-2.11/15 0.011s, n=20241, sd=0}
Bf3 {+2.20/16 0.008s, n=22517, sd=0} 91. Bd2+ {-2.11/17 0.015s, n=27027, sd=0}
Kh7 {+2.20/16 0.008s, n=21020, sd=0} 92. Bc3 {-2.11/17 0.006s, n=20600, sd=0}
Bd5 {+2.20/16 0.014s, n=21159, sd=0} 93. Bd2 {-2.11/14 0.010s, n=14034, sd=0}
Be4 {+2.20/16 0.015s, n=38987, sd=0} 94. Ke5 {-2.11/15 0.008s, n=16224, sd=0}
Bb1 {+2.20/16 0.012s, n=32866, sd=0} 95. Kd6 {-2.11/14 0.020s, n=22757, sd=0}
Kg7 {+2.20/15 0.011s, n=18439, sd=0} 96. Ke6 {-2.11/12 0.016s, n=27989, sd=0}
Be4 {+2.20/13 0.012s, n=18443, sd=0} 97. Bc3+ {-2.11/13 0.005s, n=14474, sd=0}
Kh7 {+2.20/15 0.011s, n=12539, sd=0} 98. Kf6 {-2.11/15 0.011s, n=18878, sd=0}
Bg2 {+2.20/16 0.020s, n=65572, sd=0} 99. Kg5 {-2.11/16 0.009s, n=13580, sd=0}
Bd5 {+2.20/12 0.006s, n=5388, sd=0} 100. Kf6 {-2.11/16 0.003s, n=9525, sd=0}
Be4 {+2.20/16 0.011s, n=13816, sd=0} 101. Kg5 {-2.11/16 0.014s, n=46993, sd=0}
Bc6 {+2.20/17 0.009s, n=14833, sd=0} 102. Kf6 {-2.11/14 0.006s, n=9018, sd=0}
Bh1 {+2.20/16 0.033s, n=6170, sd=0} 103. Bd2 {-0.99/14 0.012s, n=36372, sd=0}
Bg2 {+0.99/15 0.026s, n=5554, sd=0} 104. Kf7 {-1.10/11 0.003s, n=10338, sd=0}
f4 {+0.96/11 0.006s, n=10016, sd=0} 105. gxf4 {-0.88/11 0.005s, n=11825, sd=0}
Be4 {+0.97/11 0.002s, n=14194, sd=0} 106. Bc3 {-0.78/10 0.005s, n=8088, sd=0}
Bb1 {+0.86/10 0.005s, n=15768, sd=0} 107. Kf8 {-0.84/10 0.004s, n=10255, sd=0}
Bf5 {+0.89/9 0.003s, n=8924, sd=0} 108. Kf7 {-0.84/12 0.004s, n=15377, sd=0}
Bg4 {+0.86/10 0.004s, n=7915, sd=0} 109. Kf8 {-0.84/12 0.004s, n=10477, sd=0}
Be2 {+0.86/12 0.005s, n=7490, sd=0} 110. Kf7 {-0.82/11 0.006s, n=13073, sd=0}
Bf3 {+0.87/11 0.005s, n=21504, sd=0} 111. Kf6 {-0.84/12 0.005s, n=4741, sd=0}
Bg4 {+0.87/11 0.000s, n=8241, sd=0} 112. Kg5 {-0.81/13 0.008s, n=20580, sd=0}
Bf5 {+0.86/12 0.004s, n=18213, sd=0} 113. Kf6 {-0.81/12 0.000s, n=10600, sd=0}
Bc2 {+0.86/11 0.002s, n=10982, sd=0} 114. Bd2 {-0.78/11 0.007s, n=9232, sd=0}
Bb1 {+0.86/10 0.005s, n=18278, sd=0} 115. Bb4 {-0.79/11 0.003s, n=9591, sd=0}
Be4 {+0.82/10 0.003s, n=12632, sd=0} 116. Bc3 {-0.79/10 0.002s, n=6286, sd=0}
Bf3 {+0.76/7 0.003s, n=3175, sd=0} 117. f5 {-0.72/11 0.008s, n=9010, sd=0}
gxf5 {+0.62/10 0.002s, n=4783, sd=0} 118. Kxf5 {-0.64/11 0.005s, n=7665, sd=0}
Kh6 {+0.49/10 0.004s, n=16525, sd=0} 119. Kf6 {-0.64/10 0.003s, n=6298, sd=0}
Bg4 {+0.45/10 0.004s, n=6271, sd=0} 120. Bd2+ {-0.52/9 0.001s, n=5072, sd=0}
Kh7 {+0.50/9 0.001s, n=3102, sd=0} 121. Bc3 {-0.53/10 0.002s, n=3597, sd=0}
Be2 {+0.45/10 0.000s, n=3854, sd=0} 122. Kg5 {-0.69/10 0.002s, n=4346, sd=0}
Kg8 {+0.35/9 0.001s, n=6578, sd=0} 123. Kg6 {-0.73/10 0.006s, n=17524, sd=0}
Kf8 {+0.73/9 0.000s, n=4087, sd=0} 124. Kf6 {-0.80/9 0.002s, n=6017, sd=0}
Ke8 {+0.84/9 0.002s, n=4079, sd=0} 125. Ke6 {-0.97/9 0.003s, n=9169, sd=0}
Bc4+ {+0.90/8 0.001s, n=4838, sd=0} 126. Kd6 {-1.00/7 0.001s, n=4869, sd=0}
Kf7 {+0.98/9 0.002s, n=5726, sd=0} 127. Ke5 {-0.96/8 0.002s, n=5348, sd=0}
Kg6 {+0.96/8 0.001s, n=3494, sd=0} 128. Ba5 {-1.01/8 0.000s, n=4638, sd=0}
Bf1 {+0.99/11 0.005s, n=4388, sd=0} 129. Bb4 {-0.94/9 0.003s, n=10341, sd=0}
Bg2 {+0.99/10 0.002s, n=2385, sd=0} 130. Ba5 {-0.97/10 0.002s, n=2643, sd=0}
Bf3 {+0.99/12 0.003s, n=7695, sd=0} 131. Bb6 {-0.96/9 0.003s, n=3433, sd=0}
Bc6 {+0.99/11 0.002s, n=3842, sd=0} 132. Bd8 {-0.96/8 0.001s, n=1640, sd=0}
Bh1 {+0.99/10 0.001s, n=3891, sd=0} 133. Bb6 {-0.95/9 0.001s, n=4225, sd=0}
Ba8 {+0.96/9 0.002s, n=6684, sd=0} 134. Bd8 {-0.97/10 0.002s, n=4883, sd=0}
Bc6 {+0.99/11 0.002s, n=3926, sd=0} 135. Ba5 {-0.95/10 0.001s, n=3675, sd=0}
Bb5 {+0.96/10 0.003s, n=10785, sd=0} 136. Bb4 {-0.94/9 0.002s, n=5378, sd=0}
Be2 {+0.96/8 0.001s, n=1957, sd=0} 137. Ba5 {-0.95/8 0.000s, n=2386, sd=0}
Kf7 {+0.96/8 0.001s, n=2593, sd=0} 138. Bc3 {-0.95/8 0.001s, n=2195, sd=0}
Bc4 {+0.90/8 0.001s, n=1874, sd=0} 139. Bd2 {-0.94/9 0.001s, n=2359, sd=0}
Bf1 {+0.90/9 0.001s, n=2251, sd=0} 140. Kf5 {-0.95/8 0.002s, n=7028, sd=0}
Bg2 {+0.90/7 0.000s, n=1555, sd=0} 141. Bc3 {-0.94/8 0.001s, n=4860, sd=0}
Ke7 {+0.90/7 0.001s, n=2687, sd=0} 142. Bb4+ {-0.97/7 0.001s, n=3075, sd=0}
Kd7 {+0.86/7 0.001s, n=2846, sd=0} 143. Kg5 {-0.96/7 0.001s, n=2743, sd=0}
Bf3 {+0.89/7 0.001s, n=2532, sd=0} 144. Kf4 {-0.96/7 0.001s, n=2604, sd=0}
Be2 {+0.89/6 0.000s, n=1670, sd=0} 145. Ke5 {-0.95/8 0.001s, n=5701, sd=0}
Kc7 {+0.89/6 0.001s, n=3054, sd=0} 146. Kf5 {-0.99/8 0.002s, n=6337, sd=0}
Kc6 {+1.04/7 0.001s, n=3555, sd=0} 147. Ke4 {-0.95/7 0.001s, n=4159, sd=0}
Kb5 {+1.20/7 0.001s, n=2509, sd=0} 148. Bd2 {-1.20/7 0.001s, n=2663, sd=0}
Kc4 {+1.47/5 0.000s, n=1053, sd=0} 149. Kf5 {-1.50/6 0.000s, n=2490, sd=0}
Kb3 {+1.57/5 0.000s, n=1608, sd=0} 150. Ke5 {-1.46/7 0.001s, n=2223, sd=0}
Bg4 {+1.47/6 0.000s, n=2414, sd=0} 151. Ke4 {-1.28/7 0.001s, n=2203, sd=0}
Kc4 {+1.54/7 0.001s, n=4370, sd=0} 152. Ba5 {-1.32/7 0.000s, n=1756, sd=0}
Bd1 {+1.38/6 0.001s, n=2834, sd=0} 153. Bb6 {-1.32/6 0.000s, n=1332, sd=0}
Be2 {+1.46/7 0.001s, n=1246, sd=0} 154. Ke5 {-1.42/7 0.001s, n=2776, sd=0}
Kb3 {+1.28/6 0.000s, n=1479, sd=0} 155. Bd8 {-1.35/6 0.000s, n=1756, sd=0}
Bf3 {+1.28/6 0.000s, n=2094, sd=0} 156. Bb6 {-1.42/8 0.001s, n=4506, sd=0}
Kc3 {+1.36/6 0.000s, n=2059, sd=0} 157. Kf4 {-1.35/7 0.001s, n=2727, sd=0}
Be2 {+1.27/5 0.000s, n=1828, sd=0} 158. Ke5 {-1.30/7 0.001s, n=4210, sd=0}
Bb5 {+1.29/6 0.000s, n=1845, sd=0} 159. Bd8 {-1.36/6 0.001s, n=2048, sd=0}
Kb3 {+1.27/6 0.001s, n=1525, sd=0} 160. Bb6 {-1.36/7 0.000s, n=2030, sd=0}
Bc6 {+1.27/6 0.000s, n=1621, sd=0} 161. Kd6 {-1.30/7 0.001s, n=3091, sd=0}
Bg2 {+1.30/6 0.000s, n=1341, sd=0} 162. Ke5 {-1.36/7 0.001s, n=1460, sd=0}
Bf3 {+1.46/5 0.000s, n=1550, sd=0} 163. Kf5 {-1.42/6 0.000s, n=1119, sd=0}
Be2 {+1.27/7 0.002s, n=5765, sd=0} 164. Ke5 {-1.30/7 0.001s, n=2113, sd=0}
Kb4 {+1.33/6 0.000s, n=2167, sd=0} 165. Be3 {-1.28/7 0.000s, n=1362, sd=0}
a5 {+1.67/6 0.000s, n=1092, sd=0} 166. Bd2+ {-1.67/5 0.000s, n=1301, sd=0}
Kb5 {+1.76/5 0.000s, n=885, sd=0} 167. Bh6 {-1.67/5 0.000s, n=1372, sd=0}
a4 {+2.07/7 0.000s, n=1783, sd=0} 168. Bf8 {-2.07/6 0.000s, n=1923, sd=0}
Kc4 {+1.99/7 0.000s, n=882, sd=0} 169. Kf4 {-2.32/5 0.000s, n=2377, sd=0}
Kb3 {+2.24/6 0.000s, n=771, sd=0} 170. Ke3 {-2.53/6 0.001s, n=1734, sd=0}
Bf1 {+2.53/5 0.000s, n=483, sd=0} 171. Kf2 {-2.59/5 0.000s, n=838, sd=0}
Bc4 {+2.93/7 0.000s, n=1662, sd=0} 172. Bg7 {-2.93/6 0.000s, n=1479, sd=0}
a3 {+2.99/7 0.001s, n=1409, sd=0} 173. Ke3 {-2.99/6 0.000s, n=1180, sd=0}
a2 {+2.97/6 0.000s, n=1772, sd=0} 174. Ke4 {-2.97/5 0.000s, n=625, sd=0}
Bf1 {+2.95/5 0.000s, n=1439, sd=0} 175. Bf6 {-2.88/6 0.000s, n=604, sd=0}
Bg2+ {+2.92/4 0.000s, n=991, sd=0} 176. Kf5 {-2.89/6 0.000s, n=977, sd=0}
Bf3 {+2.96/5 0.000s, n=1109, sd=0} 177. Kg6 {-2.89/7 0.000s, n=1731, sd=0}
Be2 {+2.97/5 0.000s, n=830, sd=0} 178. Bd4 {-2.85/6 0.000s, n=1576, sd=0}
Kc4 {+2.88/5 0.000s, n=785, sd=0} 179. Bf6 {-2.88/6 0.000s, n=854, sd=0}
Kb4 {+2.90/6 0.001s, n=2731, sd=0} 180. Bg7 {-2.90/6 0.000s, n=1167, sd=0}
Bf3 {+2.90/5 0.000s, n=750, sd=0} 181. Bd4 {-2.88/6 0.000s, n=1618, sd=0}
Bg4 {+2.94/6 0.000s, n=1495, sd=0} 182. Bf6 {-2.76/7 0.000s, n=1417, sd=0}
Kc4 {+2.87/4 0.000s, n=675, sd=0} 183. Ba1 {-2.88/7 0.001s, n=1534, sd=0}
Kb3 {+2.94/7 0.001s, n=2286, sd=0} 184. Bg7 {-2.89/6 0.000s, n=1989, sd=0}
Kc2 {+2.78/6 0.000s, n=642, sd=0} 185. Bf6 {-2.85/5 0.000s, n=1567, sd=0}
Kd3 {+3.01/7 0.001s, n=2788, sd=0} 186. Bg7 {-3.01/5 0.000s, n=898, sd=0}
Ke4 {+2.99/6 0.000s, n=597, sd=0} 187. Bc3 {-2.94/4 0.000s, n=911, sd=0}
Be2 {+3.01/6 0.000s, n=962, sd=0} 188. Bf6 {-3.04/6 0.000s, n=983, sd=0}
Kf4 {+2.99/5 0.000s, n=771, sd=0} 189. Bg5+ {-2.96/5 0.000s, n=1092, sd=0}
Kf3 {+2.99/4 0.000s, n=1523, sd=0} 190. Bf6 {-3.04/6 0.000s, n=1615, sd=0}
Ke4 {+2.98/6 0.000s, n=979, sd=0} 191. Bg7 {-3.04/8 0.000s, n=856, sd=0}
Kf4 {+2.97/7 0.000s, n=1416, sd=0} 192. Bf6 {-3.01/7 0.000s, n=1584, sd=0}
Bf3 {+2.97/4 0.000s, n=576, sd=0} 193. Bg7 {-3.07/6 0.001s, n=1760, sd=0}
Kg4 {+3.07/4 0.000s, n=783, sd=0} 194. Bf6 {-3.09/4 0.000s, n=1234, sd=0}
Bd5 {+3.13/3 0.000s, n=701, sd=0} 195. Kg7 {-3.08/4 0.000s, n=1242, sd=0}
Kf5 {+3.38/5 0.000s, n=729, sd=0} 196. Bc3 {-3.08/5 0.000s, n=833, sd=0}
Be6 {+3.08/5 0.001s, n=873, sd=0} 197. Kh6 {-3.08/5 0.000s, n=657, sd=0}
Kg4 {+3.13/5 0.000s, n=725, sd=0} 198. Bf6 {-3.09/6 0.000s, n=997, sd=0}
Bb3 {+2.97/4 0.000s, n=863, sd=0} 199. Kg6 {-3.03/5 0.000s, n=743, sd=0}
Bc2+ {+2.97/4 0.000s, n=798, sd=0} 200. Kf7 {-2.97/3 0.000s, n=639, sd=0}
Kf4 {+2.99/4 0.000s, n=1831, sd=0} 201. Ke6 {-2.98/4 0.000s, n=692, sd=0}
Bb3+ {+2.99/5 0.000s, n=1026, sd=0} 202. Kd6 {-2.99/6 0.000s, n=897, sd=0}
Ke4 {+2.99/4 0.000s, n=871, sd=0} 203. Kc5 {-3.01/7 0.000s, n=2194, sd=0}
Be6 {+3.01/6 0.000s, n=1169, sd=0} 204. Kb6 {-3.01/6 0.000s, n=1128, sd=0}
Kf3 {+3.01/5 0.000s, n=1000, sd=0} 205. Bg7 {-3.04/5 0.000s, n=980, sd=0}
Kf4 {+3.04/4 0.000s, n=957, sd=0} 206. Bf6 {-3.05/5 0.000s, n=870, sd=0}
Kg4 {+3.05/4 0.000s, n=1477, sd=0} 207. Kc5 {-3.14/4 0.000s, n=1939, sd=0}
Kf5 {+3.03/5 0.000s, n=1003, sd=0} 208. Bg7 {-3.02/5 0.000s, n=802, sd=0}
Ke4 {+3.03/5 0.000s, n=918, sd=0} 209. Bf6 {-2.94/7 0.001s, n=2550, sd=0}
Kf3 {+2.97/6 0.000s, n=772, sd=0} 210. Kd6 {-2.96/7 0.000s, n=953, sd=0}
Bc4 {+2.94/5 0.000s, n=1577, sd=0} 211. Kc5 {-2.98/6 0.000s, n=764, sd=0}
Be2 {+2.98/5 0.000s, n=914, sd=0} 212. Kd5 {-3.03/6 0.001s, n=2093, sd=0}
Kf4 {+3.06/5 0.000s, n=1716, sd=0} 213. Be5+ {-3.03/5 0.000s, n=605, sd=0}
Kg4 {+3.10/5 0.000s, n=2105, sd=0} 214. Bf6 {-3.03/6 0.000s, n=1041, sd=0}
Bf3+ {+3.05/5 0.000s, n=1291, sd=0} 215. Ke6 {-3.01/3 0.000s, n=668, sd=0}
Kf4 {+3.10/5 0.000s, n=2457, sd=0} 216. Kf7 {-3.06/7 0.001s, n=3507, sd=0}
Be4 {+3.07/3 0.000s, n=843, sd=0} 217. Ke6 {-2.98/4 0.000s, n=499, sd=0}
Bc6 {+3.07/4 0.000s, n=906, sd=0} 218. Kd6 {-2.98/4 0.000s, n=711, sd=0}
Bg2 {+3.04/4 0.000s, n=765, sd=0} 219. Be5+ {-3.04/4 0.000s, n=1121, sd=0}
Kf5 {+3.15/5 0.000s, n=755, sd=0} 220. Bg7 {-3.05/6 0.000s, n=816, sd=0}
Bf3 {+3.17/6 0.000s, n=1175, sd=0} 221. Bc3 {-3.09/6 0.000s, n=1459, sd=0}
Kg4 {+2.99/6 0.000s, n=1048, sd=0} 222. Bf6 {-1.54/6 0.000s, n=1464, sd=0}
Kh3 {+1.54/5 0.000s, n=1623, sd=0} 223. Ke6 {-1.29/7 0.000s, n=1225, sd=0}
a1=Q {+1.37/6 0.000s, n=893, sd=0} 224. Bxa1 {-1.37/5 0.000s, n=743, sd=0}
Kxh4 {+1.40/5 0.000s, n=2035, sd=0} 225. Kf5 {-1.40/4 0.000s, n=1058, sd=0}
Kg3 {+1.40/4 0.000s, n=1528, sd=0} 226. Be5+ {-1.29/4 0.000s, n=1074, sd=0}
Kg2 {+1.29/3 0.000s, n=738, sd=0} 227. Bf6 {-1.38/4 0.000s, n=1079, sd=0}
Kf1 {+1.30/4 0.000s, n=1399, sd=0} 228. Kg5 {-1.30/4 0.000s, n=1399, sd=0}
Kg1 {+1.28/4 0.000s, n=1934, sd=0} 229. Kg6 {-1.28/3 0.000s, n=1071, sd=0}
Kh2 {+1.28/4 0.000s, n=1876, sd=0} 230. Kg5 {-1.34/4 0.000s, n=1692, sd=0}
Kg3 {+1.40/4 0.000s, n=1475, sd=0} 231. Bc3 {-1.40/3 0.000s, n=683, sd=0}
Be2 {+1.47/4 0.000s, n=1834, sd=0} 232. Bd2 {-1.40/3 0.000s, n=1174, sd=0}
Bg4 {+1.45/4 0.000s, n=1945, sd=0} 233. Be1+ {-1.35/4 0.000s, n=1098, sd=0}
Kf3 {+1.59/4 0.000s, n=625, sd=0} 234. Bc3 {-1.45/5 0.000s, n=721, sd=0}
Ke4 {+1.45/5 0.000s, n=1028, sd=0} 235. Bf6 {-1.45/4 0.000s, n=650, sd=0}
Bf3 {+1.47/4 0.000s, n=618, sd=0} 236. Kg6 {-1.47/4 0.000s, n=1301, sd=0}
Bd1 {+1.45/4 0.000s, n=1840, sd=0} 237. Kg5 {-1.46/4 0.000s, n=646, sd=0}
Bg4 {+1.40/4 0.000s, n=1083, sd=0} 238. Bc3 {-1.45/4 0.000s, n=1238, sd=0}
Bf3 {+1.45/5 0.000s, n=1035, sd=0} 239. Bf6 {-1.40/5 0.000s, n=915, sd=0}
Bd1 {+1.40/5 0.000s, n=1360, sd=0} 240. Bc3 {-1.26/5 0.000s, n=1318, sd=0}
Kd3 {+1.26/4 0.000s, n=1120, sd=0} 241. Bf6 {-1.31/4 0.000s, n=541, sd=0}
Bg4 {+1.31/4 0.000s, n=2070, sd=0} 242. Kg6 {-1.39/4 0.000s, n=1129, sd=0}
Kc4 {+1.31/4 0.000s, n=1240, sd=0} 243. Kg5 {-1.39/4 0.000s, n=576, sd=0}
Kb3 {+1.38/4 0.000s, n=660, sd=0} 244. Kg6 {-1.38/4 0.000s, n=874, sd=0}
Bd1 {+1.35/4 0.000s, n=1767, sd=0} 245. Kg5 {-1.33/5 0.000s, n=1109, sd=0}
Be2 {+1.34/4 0.000s, n=599, sd=0} 246. Kf5 {-1.37/4 0.000s, n=973, sd=0}
Bf3 {+1.32/4 0.000s, n=1172, sd=0} 247. Ke5 {-1.35/4 0.000s, n=1378, sd=0}
Bg4 {+1.35/4 0.000s, n=1380, sd=0} 248. Be7 {-1.39/4 0.000s, n=1807, sd=0}
Bh3 {+1.29/4 0.000s, n=1908, sd=0} 249. Bf6 {-1.33/4 0.000s, n=641, sd=0}
Bg2 {+1.30/4 0.000s, n=1888, sd=0} 250. Kf4 {-1.35/4 0.000s, n=922, sd=0}
Bc6 {+1.33/4 0.000s, n=1021, sd=0} 251. Be7 {-1.35/4 0.000s, n=1780, sd=0}
Bd5 {+1.32/4 0.000s, n=1941, sd=0} 252. Kf5 {-1.35/4 0.000s, n=998, sd=0}
Kc3 {+1.31/4 0.000s, n=1864, sd=0} 253. Bf6+ {-1.32/3 0.000s, n=771, sd=0}
Kb4 {+1.29/3 0.000s, n=1004, sd=0} 254. Be7+ {-1.33/4 0.000s, n=1120, sd=0}
Kc4 {+1.31/3 0.000s, n=753, sd=0} 255. Bf6 {-1.39/4 0.000s, n=820, sd=0}
Bg2 {+1.28/4 0.000s, n=1844, sd=0} 256. Kg5 {-1.33/6 0.000s, n=5027, sd=0}
Bf3 {+1.28/7 0.003s, n=6181, sd=0} 257. Kf4 {-1.33/7 0.004s, n=8358, sd=0}
Be2 {+1.29/7 0.003s, n=7728, sd=0} 258. Be7 {-1.29/6 0.002s, n=6889, sd=0}
Kd5 {+1.39/6 0.002s, n=3287, sd=0, White disconnects} 0-1