[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.24"]
[Round "82"]
[White "Tofiks-dev"]
[Black "Tofiks-base"]
[Result "1-0"]
[SetUp "1"]
[FEN "rn2kbnr/pp1q1pp1/2p1p2p/3pPbNQ/3P4/8/PPP2PPP/RNB1KB1R w KQkq - 2 7"]
[GameDuration "00:00:50"]
[GameStartTime "2026-04-24T20:15:20 +0000"]
[GameEndTime "2026-04-24T20:16:11 +0000"]
[PlyCount "479"]
[Termination "abandoned"]
[TimeControl "1.24+0.1"]

7. c3 {-0.75/8 0.064s, n=63662, sd=18} c5 {+0.82/9 0.154s, n=193346, sd=20}
8. Nf3 {-0.77/7 0.068s, n=65575, sd=16} Be7 {+1.35/8 0.051s, n=91826, sd=17}
9. g4 {-1.08/9 0.207s, n=245220, sd=26} Bg6 {+1.16/9 0.238s, n=391648, sd=26}
10. Qh3 {-1.28/10 0.123s, n=202366, sd=27} Nc6 {+1.16/9 0.042s, n=74534, sd=17}
11. a3 {-1.13/9 0.163s, n=279297, sd=21} Rc8 {+1.13/8 0.044s, n=72578, sd=18}
12. Be3 {-0.91/9 0.115s, n=109040, sd=20} cxd4 {+0.97/8 0.054s, n=58554, sd=18}
13. cxd4 {-0.84/10 0.140s, n=172260, sd=21} Na5 {+1.14/8 0.049s, n=71793, sd=20}
14. Nc3 {-0.81/9 0.035s, n=57253, sd=17} Nc4 {+0.66/9 0.130s, n=175136, sd=22}
15. Bxc4 {-0.57/10 0.155s, n=206678, sd=24}
Rxc4 {+0.40/10 0.152s, n=271860, sd=22}
16. O-O {-0.43/10 0.192s, n=370322, sd=20} a5 {+0.48/10 0.211s, n=295947, sd=20}
17. Rfc1 {-0.60/9 0.078s, n=75909, sd=19} a4 {+0.63/10 0.040s, n=66269, sd=19}
18. Qg2 {-0.63/9 0.068s, n=95538, sd=21} h5 {+0.39/10 0.077s, n=115956, sd=22}
19. gxh5 {-0.60/9 0.080s, n=105430, sd=20}
Rxh5 {+0.39/10 0.093s, n=134941, sd=23}
20. Ne2 {-0.18/10 0.105s, n=142700, sd=21}
Rh7 {+0.33/10 0.059s, n=108855, sd=23} 21. Rxc4 {-0.24/9 0.065s, n=92415, sd=22}
dxc4 {+0.45/11 0.324s, n=581244, sd=24}
22. Ng5 {-0.26/10 0.044s, n=56292, sd=17} Bxg5 {0.00/10 0.082s, n=149102, sd=22}
23. Qxg5 {-0.27/9 0.048s, n=92713, sd=22} Bd3 {+0.29/10 0.106s, n=182085, sd=20}
24. Nf4 {+0.04/9 0.106s, n=97556, sd=19} Ne7 {+0.30/10 0.074s, n=88148, sd=19}
25. Rc1 {-0.27/9 0.125s, n=155738, sd=20} Nd5 {+0.87/9 0.081s, n=113936, sd=19}
26. Bd2 {-0.72/9 0.142s, n=197783, sd=21}
Nxf4 {+0.70/10 0.124s, n=183145, sd=19}
27. Qxf4 {-0.68/10 0.106s, n=165474, sd=20}
b5 {+0.90/10 0.066s, n=133627, sd=17} 28. Qg4 {-0.91/9 0.086s, n=180145, sd=17}
Qd5 {+1.21/9 0.063s, n=83489, sd=17} 29. Be3 {-1.44/9 0.114s, n=201801, sd=18}
Bf5 {+1.44/10 0.062s, n=86052, sd=17} 30. Qg3 {-1.57/10 0.068s, n=135422, sd=19}
Kf8 {+1.42/10 0.047s, n=107024, sd=19} 31. Qg2 {-1.54/9 0.083s, n=171049, sd=19}
Qxg2+ {+1.43/11 0.190s, n=390054, sd=20}
32. Kxg2 {-1.37/10 0.074s, n=120575, sd=19}
Ke8 {+1.46/12 0.068s, n=131503, sd=19}
33. Rh1 {-1.28/10 0.049s, n=107927, sd=17} Rh3 {+1.49/10 0.410s, n=92709, sd=18}
34. Rd1 {-1.22/11 0.204s, n=176938, sd=19}
Rh5 {+1.40/11 0.124s, n=312313, sd=19}
35. Bd2 {-1.53/11 0.215s, n=285006, sd=21}
Kd7 {+1.85/10 0.062s, n=158328, sd=17}
36. Bb4 {-1.67/11 0.090s, n=142400, sd=20}
Kc6 {+1.69/11 0.099s, n=112894, sd=18}
37. Bc5 {-1.79/11 0.060s, n=154649, sd=19}
Kd5 {+1.67/11 0.098s, n=140679, sd=19} 38. Rc1 {-1.75/10 0.057s, n=96359, sd=20}
Rg5+ {+1.71/11 0.114s, n=197412, sd=19}
39. Kf3 {-1.62/11 0.107s, n=233641, sd=22}
Rg4 {+1.65/12 0.103s, n=135052, sd=21}
40. Re1 {-1.96/12 0.209s, n=447354, sd=21} g5 {+1.78/12 0.098s, n=166019, sd=21}
41. Bb6 {-1.98/12 0.120s, n=232061, sd=21}
Rh4 {+1.78/11 0.141s, n=163123, sd=21}
42. Kg2 {-1.95/12 0.065s, n=154175, sd=21} g4 {+1.83/12 0.098s, n=142124, sd=20}
43. Re3 {-1.68/12 0.101s, n=193286, sd=20}
Be4+ {+1.95/12 0.058s, n=93472, sd=20}
44. Kg1 {-2.01/12 0.053s, n=129189, sd=22}
Rh3 {+1.85/14 0.075s, n=109344, sd=20}
45. Bc5 {-1.74/12 0.042s, n=108758, sd=20}
Bf3 {+1.81/15 0.085s, n=133969, sd=20}
46. Re1 {-1.74/16 0.127s, n=128867, sd=24}
Rh6 {+1.81/15 0.069s, n=114975, sd=19}
47. Re3 {-1.76/16 0.111s, n=251667, sd=22} Rh8 {+1.81/16 0.078s, n=93412, sd=25}
48. Bb6 {-1.76/15 0.114s, n=162906, sd=22}
Rh3 {+1.81/16 0.116s, n=156055, sd=22}
49. Ba7 {-1.92/14 0.096s, n=119155, sd=21}
Bd1 {+2.45/15 0.189s, n=179563, sd=22}
50. Rxh3 {-2.29/14 0.073s, n=144376, sd=23}
gxh3 {+3.12/15 0.074s, n=241968, sd=25}
51. Kf1 {-3.10/15 0.189s, n=359672, sd=29}
Ke4 {+3.38/15 0.064s, n=192803, sd=21}
52. Ke1 {-2.89/15 0.067s, n=199817, sd=25}
Bg4 {+3.37/14 0.364s, n=173525, sd=22}
53. Bc5 {-3.55/13 0.144s, n=213603, sd=20}
Kd3 {+3.47/17 0.122s, n=157911, sd=24}
54. Bb4 {-3.58/15 0.146s, n=262051, sd=24}
Kxd4 {+3.47/17 0.104s, n=329702, sd=24}
55. Bd6 {-3.61/15 0.098s, n=293988, sd=24}
Kd3 {+3.62/15 0.075s, n=129240, sd=25}
56. Bc5 {-3.61/18 0.168s, n=178332, sd=24}
Bf3 {+3.74/15 0.071s, n=140688, sd=28}
57. Bb4 {-3.61/16 0.198s, n=552359, sd=25}
Kc2 {+4.26/17 0.188s, n=515242, sd=32}
58. Bc3 {-4.46/16 0.152s, n=181713, sd=33} b4 {+4.41/18 0.253s, n=914500, sd=32}
59. Bxb4 {-4.46/18 0.048s, n=144858, sd=30}
Kxb2 {+4.39/19 0.115s, n=395964, sd=32}
60. Kd2 {-4.46/19 0.076s, n=209565, sd=29}
c3+ {+4.41/20 0.260s, n=902511, sd=30}
61. Bxc3+ {-4.46/20 0.064s, n=206897, sd=27}
Kxa3 {+4.41/22 0.093s, n=336711, sd=28}
62. Bd4 {-4.46/22 0.163s, n=576057, sd=28} Kb3 {+4.41/18 0.052s, n=69376, sd=22}
63. Be3 {-4.46/21 0.063s, n=229047, sd=27} a3 {+4.42/16 0.061s, n=58086, sd=19}
64. Bc5 {-4.46/20 0.090s, n=323729, sd=26} Kb2 {+4.81/15 0.067s, n=67065, sd=21}
65. Ke3 {-4.51/16 0.136s, n=125745, sd=22}
Bg2 {+4.83/14 0.035s, n=119026, sd=21}
66. Bd4+ {-4.63/15 0.071s, n=245592, sd=22}
Kc2 {+4.83/16 0.067s, n=81208, sd=20} 67. Ba1 {-4.45/18 0.080s, n=96539, sd=22}
a2 {+4.66/16 0.029s, n=107528, sd=26} 68. Bd4 {-4.78/15 0.069s, n=161790, sd=21}
Bd5 {+4.83/18 0.076s, n=104630, sd=23} 69. f3 {-4.95/17 0.093s, n=213870, sd=25}
Bc4 {+5.01/17 0.128s, n=164018, sd=26}
70. Kf2 {-4.92/17 0.135s, n=213700, sd=24}
Kb1 {+4.66/16 0.061s, n=209044, sd=27}
71. Bc3 {-4.99/18 0.114s, n=214694, sd=26}
Bd3 {+4.87/15 0.032s, n=106077, sd=20}
72. Ke3 {-5.01/16 0.195s, n=315750, sd=23}
Bf5 {+5.12/16 0.063s, n=115039, sd=24}
73. Kf4 {-5.07/16 0.079s, n=206705, sd=20}
Kc2 {+5.20/21 0.103s, n=115493, sd=24}
74. Bd4 {-5.07/17 0.136s, n=372816, sd=23}
Kd3 {+5.20/21 0.067s, n=167648, sd=29}
75. Bb2 {-5.26/16 0.035s, n=100374, sd=24} Bg6 {+5.20/19 0.083s, n=89942, sd=25}
76. Kg3 {-5.26/18 0.084s, n=93516, sd=23} Ke3 {+5.20/19 0.048s, n=119543, sd=30}
77. Bc1+ {-5.26/16 0.100s, n=201066, sd=23}
Ke2 {+5.20/21 0.140s, n=279633, sd=34}
78. Bb2 {-5.28/18 0.047s, n=114300, sd=24}
Bf5 {+5.20/22 0.039s, n=132495, sd=32} 79. Bd4 {-5.28/19 0.065s, n=91516, sd=23}
Kd3 {+5.20/20 0.077s, n=82113, sd=27} 80. Bb2 {-5.26/21 0.213s, n=553272, sd=27}
Ke3 {+5.20/20 0.074s, n=225953, sd=30} 81. f4 {-5.26/20 0.035s, n=122194, sd=28}
Bg6 {+5.20/20 0.074s, n=99198, sd=23}
82. Bc1+ {-5.26/20 0.226s, n=239354, sd=28}
Ke2 {+5.20/21 0.100s, n=191563, sd=26}
83. Bb2 {-5.26/22 0.076s, n=152853, sd=27}
Bd3 {+5.20/22 0.146s, n=478640, sd=30}
84. Bc3 {-5.26/21 0.169s, n=179871, sd=28}
Be4 {+5.20/19 0.112s, n=151464, sd=28}
85. Bb2 {-5.26/19 0.148s, n=251395, sd=25}
Ke3 {+5.20/19 0.111s, n=160519, sd=24}
86. Bc3 {-5.26/20 0.084s, n=138487, sd=23}
Kd3 {+5.20/19 0.092s, n=134985, sd=26}
87. Bb2 {-5.26/17 0.052s, n=164542, sd=23}
Bg2 {+5.20/16 0.134s, n=259826, sd=22}
88. Kg4 {-5.26/14 0.085s, n=126413, sd=21}
Ke3 {+5.20/15 0.044s, n=106258, sd=20}
89. Kg3 {-5.26/17 0.074s, n=104552, sd=23}
Bf3 {+5.20/19 0.089s, n=147462, sd=25}
90. Bc3 {-5.26/21 0.125s, n=220827, sd=30}
Be4 {+5.20/18 0.072s, n=203021, sd=24}
91. Ba1 {-5.26/21 0.119s, n=195645, sd=28}
Bd3 {+5.20/21 0.105s, n=345004, sd=29}
92. Bc3 {-5.26/22 0.122s, n=177669, sd=27}
Ke4 {+5.20/20 0.050s, n=147312, sd=26}
93. Ba1 {-5.26/19 0.126s, n=141924, sd=27}
Be2 {+5.20/20 0.069s, n=128344, sd=26} 94. Bc3 {-5.26/19 0.042s, n=94512, sd=21}
Bf1 {+5.20/17 0.061s, n=53352, sd=25} 95. Kf2 {-5.26/20 0.174s, n=164819, sd=26}
Bg2 {+5.20/19 0.107s, n=182058, sd=24}
96. Kg3 {-5.26/19 0.117s, n=137263, sd=30}
Kd3 {+5.20/19 0.102s, n=286335, sd=24} 97. Bb2 {-5.26/20 0.058s, n=86069, sd=22}
Ke3 {+5.20/20 0.115s, n=215079, sd=27} 98. Bc3 {-5.26/21 0.063s, n=90688, sd=25}
Bf3 {+5.20/19 0.086s, n=110261, sd=23}
99. Ba1 {-5.26/22 0.203s, n=499077, sd=29}
Bd5 {+5.20/20 0.110s, n=193048, sd=25}
100. Kg4 {-5.26/20 0.079s, n=88839, sd=26}
Ke4 {+5.20/18 0.128s, n=248772, sd=26}
101. Kg3 {-5.26/20 0.082s, n=182444, sd=25}
Kf5 {+5.20/21 0.076s, n=142390, sd=27}
102. Bd4 {-5.26/23 0.154s, n=150561, sd=31}
Bg2 {+5.20/21 0.099s, n=163406, sd=28}
103. Bc3 {-5.26/23 0.176s, n=375542, sd=34}
Ke4 {+5.20/21 0.067s, n=156261, sd=27}
104. Kg4 {-5.26/19 0.101s, n=136666, sd=23}
Bf3+ {+5.20/14 0.099s, n=283614, sd=20}
105. Kg3 {-5.26/18 0.113s, n=291165, sd=28}
Bd1 {+5.20/19 0.103s, n=165920, sd=26}
106. Ba1 {-5.26/16 0.068s, n=67030, sd=20}
Ke3 {+5.20/20 0.090s, n=154781, sd=27}
107. Bb2 {-5.26/21 0.069s, n=93151, sd=24}
Bc2 {+5.20/20 0.093s, n=168999, sd=26}
108. Bc3 {-5.26/21 0.057s, n=132670, sd=25}
Ke2 {+5.20/19 0.119s, n=240382, sd=35}
109. Kxh3 {-4.86/18 0.155s, n=347529, sd=25}
Kf3 {+5.13/16 0.133s, n=142956, sd=23}
110. Kh4 {-5.02/18 0.163s, n=556966, sd=33}
Kxf4 {+4.86/16 0.082s, n=263796, sd=23}
111. Kh5 {-5.07/20 0.132s, n=370833, sd=29}
Be4 {+5.11/15 0.167s, n=294978, sd=22}
112. Ba1 {-5.07/17 0.045s, n=91997, sd=19}
Bg6+ {+5.11/15 0.128s, n=133741, sd=19}
113. Kh4 {-5.07/16 0.103s, n=349247, sd=22}
Bf5 {+4.95/19 0.263s, n=625327, sd=27}
114. Kh5 {-5.07/17 0.154s, n=544044, sd=23}
Be4 {+4.87/18 0.204s, n=727980, sd=27}
115. Bb2 {-5.07/17 0.065s, n=161149, sd=21}
Bg6+ {+4.95/15 0.066s, n=178011, sd=23}
116. Kh4 {-5.07/18 0.132s, n=255076, sd=27}
Bc2 {+4.87/16 0.070s, n=248303, sd=23}
117. Kh5 {-5.07/17 0.047s, n=83621, sd=19}
Bd3 {+4.87/17 0.076s, n=170663, sd=22}
118. Ba1 {-5.07/18 0.084s, n=204783, sd=22}
Bf5 {+4.87/16 0.051s, n=94924, sd=19}
119. Bb2 {-5.07/19 0.064s, n=186932, sd=23}
Bb1 {+4.87/16 0.066s, n=188520, sd=22}
120. Bc3 {-5.07/20 0.071s, n=79133, sd=21}
Bg6+ {+4.84/14 0.190s, n=368607, sd=22}
121. Kh4 {-5.07/19 0.302s, n=92175, sd=23}
Be4 {+4.72/15 0.089s, n=289987, sd=25}
122. Kh5 {-4.80/20 0.112s, n=375685, sd=25}
Bf3+ {+4.84/15 0.148s, n=167602, sd=21}
123. Kh6 {-4.80/19 0.097s, n=135280, sd=23}
Kf5 {+4.84/18 0.105s, n=208059, sd=22}
124. Bb2 {-4.80/19 0.110s, n=389468, sd=24}
Bd1 {+4.84/15 0.078s, n=225470, sd=21}
125. Bc3 {-4.80/19 0.075s, n=96340, sd=18}
Bg4 {+4.84/17 0.066s, n=134800, sd=22}
126. Ba1 {-4.80/18 0.181s, n=613921, sd=23}
Be2 {+4.78/18 0.161s, n=178395, sd=22}
127. Bc3 {-4.80/18 0.081s, n=77181, sd=21}
Kf4 {+4.78/17 0.066s, n=100890, sd=21}
128. Kg7 {-4.77/15 0.052s, n=91721, sd=23}
Bh5 {+4.72/18 0.131s, n=108321, sd=18}
129. Kf6 {-4.92/17 0.038s, n=96846, sd=23}
Kg4 {+4.72/19 0.065s, n=101277, sd=20}
130. Bd4 {-5.10/16 0.079s, n=292181, sd=22}
Kh3 {+4.76/15 0.076s, n=138898, sd=22}
131. Kg5 {-5.15/16 0.063s, n=170361, sd=18}
Bg6 {+4.72/16 0.165s, n=393730, sd=24}
132. Kf4 {-5.15/18 0.070s, n=114082, sd=23}
Kxh2 {+5.23/16 0.043s, n=142422, sd=22}
133. Ke3 {-4.76/17 0.033s, n=124999, sd=21}
Kg3 {+4.69/17 0.146s, n=482062, sd=22}
134. Bc3 {-4.76/18 0.069s, n=103000, sd=17}
Bb1 {+4.69/15 0.090s, n=116991, sd=18}
135. Kd2 {-4.76/18 0.086s, n=175661, sd=25}
Be4 {+4.69/18 0.086s, n=125774, sd=21}
136. Kc1 {-4.86/19 0.085s, n=213406, sd=23}
Kf4 {+4.69/17 0.085s, n=152467, sd=20}
137. Kb2 {-4.76/18 0.045s, n=185825, sd=23}
Bd5 {+4.69/19 0.101s, n=195647, sd=22}
138. Kc2 {-4.76/18 0.076s, n=309255, sd=24}
Kf3 {+4.69/17 0.074s, n=101275, sd=19}
139. Kb2 {-4.76/19 0.077s, n=144111, sd=22}
Ke4 {+4.69/18 0.072s, n=149422, sd=21}
140. Kc2 {-4.76/19 0.067s, n=156915, sd=22}
Ke3 {+4.69/19 0.129s, n=289579, sd=24}
141. Kb2 {-4.76/19 0.072s, n=196030, sd=22}
Kd3 {+4.69/19 0.049s, n=137669, sd=23}
142. Bb4 {-4.66/18 0.079s, n=308546, sd=23}
Ke4 {+4.69/19 0.098s, n=184128, sd=24}
143. Bc3 {-4.71/19 0.181s, n=534834, sd=24}
Kf3 {+4.69/19 0.087s, n=212717, sd=25}
144. Bd2 {-4.71/19 0.132s, n=231452, sd=24}
Ke2 {+4.69/18 0.067s, n=129014, sd=21}
145. Bc3 {-4.71/19 0.081s, n=149871, sd=24}
Bc4 {+4.69/18 0.044s, n=95374, sd=21}
146. Ba5 {-4.71/19 0.101s, n=117102, sd=22}
Ke3 {+4.69/19 0.063s, n=114374, sd=21}
147. Bc3 {-4.71/18 0.056s, n=105854, sd=21}
Kd3 {+4.69/19 0.134s, n=350865, sd=26}
148. Ba5 {-4.71/19 0.067s, n=115765, sd=24}
Ke2 {+4.69/19 0.075s, n=222402, sd=23}
149. Bb4 {-4.71/20 0.166s, n=298486, sd=23}
Kf3 {+4.69/19 0.091s, n=168986, sd=23}
150. Bd2 {-4.71/19 0.082s, n=147940, sd=23}
Ke4 {+4.69/18 0.087s, n=183852, sd=23}
151. Bc3 {-4.71/19 0.051s, n=187577, sd=24}
Kf4 {+4.69/19 0.109s, n=312524, sd=23}
152. Kc1 {-4.71/19 0.108s, n=222619, sd=24}
Kf3 {+4.69/18 0.043s, n=162233, sd=23}
153. Kb2 {-4.71/19 0.041s, n=145130, sd=24}
Ke3 {+4.69/20 0.328s, n=983586, sd=28}
154. Kc2 {-4.71/20 0.189s, n=247357, sd=26}
Ke2 {+4.69/19 0.112s, n=190608, sd=23}
155. Kb2 {-4.71/20 0.064s, n=160724, sd=26}
Bd5 {+4.69/19 0.063s, n=178649, sd=23}
156. Bb4 {-4.71/19 0.049s, n=182466, sd=24}
Kd3 {+4.69/20 0.152s, n=446283, sd=28}
157. Ba5 {-4.71/18 0.055s, n=205266, sd=24}
Kd4 {+4.69/20 0.110s, n=303766, sd=24}
158. Bc3+ {-4.71/20 0.093s, n=224849, sd=24}
Ke3 {+4.69/19 0.037s, n=129820, sd=25}
159. Kc2 {-4.71/20 0.096s, n=355344, sd=26}
Kf4 {+4.69/18 0.075s, n=136537, sd=23}
160. Kb2 {-4.71/20 0.108s, n=336788, sd=28}
Kg4 {+4.69/18 0.074s, n=185789, sd=23}
161. Be1 {-4.71/19 0.072s, n=206430, sd=25}
Kf5 {+4.69/17 0.059s, n=74243, sd=21}
162. Bc3 {-4.71/20 0.106s, n=275239, sd=26}
Bc4 {+4.69/19 0.094s, n=214533, sd=25}
163. Ka3 {-4.71/22 0.215s, n=383599, sd=27}
Kf4 {+4.69/18 0.083s, n=129839, sd=20}
164. Kb2 {-4.71/21 0.170s, n=615040, sd=28}
Kg4 {+4.69/19 0.074s, n=176702, sd=23}
165. Bd2 {-4.71/20 0.082s, n=203375, sd=25}
Kg3 {+4.69/19 0.111s, n=212708, sd=24}
166. Be1+ {-4.71/20 0.062s, n=141266, sd=23}
Kg2 {+4.69/20 0.101s, n=158200, sd=24}
167. Bh4 {-4.71/20 0.162s, n=223820, sd=24}
Bd5 {+4.69/19 0.102s, n=165344, sd=23}
168. Be1 {-4.71/20 0.077s, n=233945, sd=26}
Kh3 {+4.69/19 0.075s, n=120656, sd=23}
169. Bb4 {-4.71/19 0.044s, n=170866, sd=25}
Kg3 {+4.69/19 0.080s, n=155109, sd=24}
170. Bd2 {-4.71/19 0.115s, n=231482, sd=28}
Kf2 {+4.69/20 0.134s, n=320053, sd=27}
171. Ba5 {-4.71/18 0.094s, n=111676, sd=20}
Kf1 {+4.69/18 0.101s, n=171136, sd=24}
172. Bb4 {-4.71/20 0.095s, n=131152, sd=22}
Kg1 {+4.69/19 0.063s, n=135179, sd=23}
173. Bc5+ {-4.71/22 0.207s, n=344255, sd=30}
Kg2 {+4.69/20 0.090s, n=148130, sd=25}
174. Bd6 {-4.71/20 0.117s, n=178623, sd=25}
Kf2 {+4.69/20 0.062s, n=212973, sd=29}
175. Bc5+ {-4.71/21 0.072s, n=195622, sd=28}
Kg3 {+4.69/19 0.183s, n=561391, sd=27}
176. Bd4 {-4.71/20 0.165s, n=269605, sd=24}
Kg2 {+4.69/19 0.081s, n=140998, sd=23}
177. Bc3 {-4.71/21 0.119s, n=160634, sd=27}
Bc4 {+4.69/19 0.065s, n=155236, sd=23}
178. Bd4 {-4.71/20 0.067s, n=119422, sd=24}
Kg3 {+3.65/17 0.258s, n=946818, sd=24}
179. Be3 {-4.71/19 0.318s, n=94945, sd=22}
Kh4 {+3.65/17 0.212s, n=241443, sd=23}
180. Bc1 {-3.33/15 0.278s, n=162230, sd=23}
f5 {+3.14/15 0.168s, n=214798, sd=18}
181. exf6 {-0.06/16 0.084s, n=311328, sd=22}
e5 {+3.51/14 0.065s, n=136786, sd=17}
182. Bd2 {-4.04/15 0.156s, n=279556, sd=22}
Kg4 {+3.81/13 0.076s, n=145384, sd=18}
183. Bh6 {-4.06/15 0.128s, n=128162, sd=19}
e4 {+4.24/16 0.164s, n=222751, sd=22}
184. Bd2 {-4.04/14 0.042s, n=136812, sd=18}
Kf3 {+4.27/16 0.077s, n=224056, sd=20}
185. Bc3 {-4.22/14 0.073s, n=148843, sd=22}
e3 {+5.18/15 0.047s, n=150291, sd=19}
186. Bb4 {-4.20/16 0.148s, n=221257, sd=23}
e2 {+6.66/18 0.305s, n=542246, sd=27}
187. Be1 {-4.68/15 0.051s, n=143790, sd=18}
Kg2 {+6.66/18 0.186s, n=634829, sd=25}
188. Ka1 {-7.32/15 0.203s, n=422974, sd=28}
Kf1 {+8.35/18 0.099s, n=153228, sd=26}
189. Bd2 {-7.94/18 0.090s, n=228325, sd=27}
e1=Q+ {+8.35/17 0.057s, n=217810, sd=23}
190. Bxe1 {-7.94/18 0.078s, n=323942, sd=25}
Kxe1 {+8.35/18 0.044s, n=165627, sd=21}
191. Kb2 {-7.94/19 0.080s, n=311103, sd=24}
Kf2 {+8.35/17 0.046s, n=205867, sd=22}
192. Ka1 {-8.22/18 0.065s, n=213932, sd=23}
Kf3 {+8.35/17 0.065s, n=223107, sd=22}
193. Kb2 {-8.22/18 0.049s, n=181932, sd=22}
Bb3 {+8.35/16 0.039s, n=168486, sd=20}
194. Ka1 {-8.22/18 0.136s, n=264959, sd=23}
Kg2 {+8.35/16 0.045s, n=137239, sd=19}
195. Kb2 {-8.22/14 0.248s, n=10557, sd=19}
Be6 {+8.35/18 0.111s, n=239914, sd=22}
196. Ka1 {-8.22/18 0.176s, n=315039, sd=23}
Bd5 {+8.35/17 0.050s, n=207119, sd=20} 197. Kb2 {-8.22/14 0.150s, n=7327, sd=16}
Kg3 {+8.36/17 0.048s, n=165131, sd=23}
198. Ka1 {-8.22/16 0.036s, n=70566, sd=25}
Kf4 {+8.36/18 0.073s, n=161506, sd=19} 199. Kb2 {-8.22/15 0.164s, n=3, sd=1}
Bc4 {+8.36/17 0.046s, n=188635, sd=21} 200. f7 {-8.22/17 0.039s, n=89564, sd=22}
Bxf7 {+8.36/18 0.152s, n=365271, sd=21}
201. Ka1 {-8.22/19 0.030s, n=105145, sd=19}
Kf3 {+8.36/21 0.059s, n=143603, sd=22}
202. Kb2 {-8.22/23 0.141s, n=285294, sd=29}
Bc4 {+8.36/22 0.076s, n=140536, sd=26}
203. Ka1 {-8.22/24 0.080s, n=144486, sd=29}
Ke4 {+8.36/22 0.147s, n=726117, sd=28}
204. Kb2 {-8.22/24 0.109s, n=306876, sd=30}
Ke3 {+8.36/23 0.065s, n=165513, sd=30}
205. Ka1 {-8.22/23 0.153s, n=766921, sd=31}
Kf2 {+8.36/24 0.299s, n=1430932, sd=30}
206. Kb2 {-8.22/23 0.148s, n=72519, sd=31}
Ke2 {+8.36/23 0.130s, n=502853, sd=32}
207. Ka1 {-8.22/23 0.081s, n=221463, sd=28}
Bg8 {+8.36/25 0.084s, n=205029, sd=32}
208. Kb2 {-8.22/25 0.098s, n=289090, sd=31}
Be6 {+8.36/24 0.037s, n=142070, sd=30}
209. Ka1 {-8.22/24 0.055s, n=209822, sd=31}
Ke1 {+8.36/25 0.074s, n=171950, sd=32}
210. Kb2 {-8.22/25 0.154s, n=442615, sd=34}
Kf2 {+8.36/24 0.065s, n=267262, sd=32}
211. Ka1 {-8.22/21 0.031s, n=86508, sd=27}
Kg1 {+8.36/24 0.086s, n=350702, sd=34}
212. Kb2 {-8.22/26 0.097s, n=332874, sd=35}
Kg2 {+8.36/23 0.037s, n=156140, sd=28}
213. Ka1 {-8.22/25 0.168s, n=528413, sd=33}
Bf7 {+8.36/24 0.058s, n=222961, sd=30}
214. Kb2 {-8.22/25 0.047s, n=83633, sd=29}
Kf2 {+8.36/23 0.053s, n=186534, sd=32}
215. Ka1 {-8.22/24 0.061s, n=115103, sd=33}
Ke2 {+8.36/24 0.055s, n=202773, sd=34}
216. Kb2 {-8.22/22 0.208s, n=135509, sd=27}
Kd1 {+8.36/24 0.054s, n=150184, sd=30}
217. Ka1 {-8.22/24 0.039s, n=88116, sd=27}
Bd5 {+8.36/26 0.227s, n=873901, sd=34}
218. Kb2 {-8.22/25 0.114s, n=413381, sd=33}
Ke2 {+8.36/25 0.176s, n=810033, sd=34}
219. Ka1 {-8.22/22 0.037s, n=108801, sd=25}
Be6 {+8.36/25 0.042s, n=178043, sd=32}
220. Kb2 {-8.22/25 0.031s, n=120499, sd=31}
Kd1 {+8.36/25 0.089s, n=262015, sd=32}
221. Ka1 {-8.22/25 0.075s, n=100042, sd=29}
Kd2 {+8.36/25 0.038s, n=153519, sd=32}
222. Kb2 {-8.22/26 0.234s, n=155408, sd=33}
Ke3 {+8.36/25 0.084s, n=235426, sd=32}
223. Ka1 {-8.22/26 0.086s, n=309600, sd=35}
Kf3 {+8.36/26 0.165s, n=498781, sd=36}
224. Kb2 {-8.22/25 0.061s, n=128059, sd=33}
Kf4 {+8.36/25 0.067s, n=265305, sd=32}
225. Ka1 {-8.22/22 0.065s, n=172701, sd=26}
Ke3 {+8.36/24 0.377s, n=136824, sd=32}
226. Kb2 {-8.22/26 0.143s, n=411249, sd=37}
Kf3 {+8.36/25 0.219s, n=701758, sd=35}
227. Ka1 {-8.22/26 0.023s, n=74931, sd=33}
Ke4 {+8.36/26 0.041s, n=133392, sd=30}
228. Kb2 {-8.22/26 0.086s, n=151601, sd=31}
Kd3 {+8.36/26 0.119s, n=375787, sd=32}
229. Ka1 {-8.22/25 0.079s, n=328984, sd=31}
Kd4 {+8.36/26 0.092s, n=383072, sd=33}
230. Kb2 {-8.22/25 0.068s, n=173847, sd=29}
Ke5 {+8.36/25 0.117s, n=491590, sd=32}
231. Ka1 {-8.22/25 0.084s, n=175386, sd=31}
Kf4 {+8.36/25 0.311s, n=25153, sd=24}
232. Kb2 {-8.22/26 0.190s, n=743254, sd=33}
Kg3 {+8.36/23 0.050s, n=219621, sd=28}
233. Ka1 {-8.22/25 0.024s, n=82275, sd=29}
Bb3 {+8.36/25 0.183s, n=620633, sd=32}
234. Kb2 {-8.22/25 0.116s, n=280060, sd=33}
Kf2 {+8.36/24 0.120s, n=459812, sd=34}
235. Ka1 {-8.22/24 0.143s, n=552586, sd=35}
Kf1 {+8.36/24 0.040s, n=144269, sd=30}
236. Kb2 {-8.22/27 0.220s, n=862290, sd=37}
Kg1 {+8.36/23 0.135s, n=596307, sd=30}
237. Ka1 {-8.22/22 0.074s, n=138987, sd=33}
Kf2 {+8.36/24 0.077s, n=222361, sd=30}
238. Kb2 {-8.22/24 0.075s, n=204630, sd=31}
Kf1 {+8.36/23 0.137s, n=630193, sd=28}
239. Ka1 {-8.22/22 0.074s, n=166712, sd=29}
Kg1 {+8.36/25 0.145s, n=433039, sd=34}
240. Kb2 {-8.22/26 0.157s, n=383216, sd=35}
Bd5 {+8.36/24 0.030s, n=95544, sd=30}
241. Ka1 {-8.22/25 0.174s, n=667141, sd=33}
Kg2 {+8.36/24 0.048s, n=165532, sd=34}
242. Kb2 {-8.22/24 0.073s, n=164178, sd=29}
Kf1 {+8.36/24 0.087s, n=303911, sd=32}
243. Ka1 {-8.22/23 0.045s, n=156607, sd=29}
Ke1 {+8.36/26 0.139s, n=389012, sd=36}
244. Kb2 {-8.22/26 0.097s, n=239488, sd=33}
Kd1 {+8.36/25 0.093s, n=394212, sd=31}
245. Ka1 {-8.22/23 0.035s, n=79979, sd=28}
Kd2 {+8.36/26 0.078s, n=308849, sd=32}
246. Kb2 {-8.22/27 0.076s, n=178669, sd=33, Black disconnects} 1-0