[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.14"]
[Round "118"]
[White "Axiom-dev"]
[Black "Axiom-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "r1bqk2r/pp2bppp/2n1pn2/6B1/2pP4/5NP1/P1P1PPBP/RN1Q1RK1 w kq - 0 1"]
[GameDuration "00:05:10"]
[GameStartTime "2026-05-14T03:44:00 -0400"]
[GameEndTime "2026-05-14T03:49:11 -0400"]
[PlyCount "514"]
[Termination "abandoned"]
[TimeControl "43.91+0.44"]

1. c3 {+0.70/13 1.972s, n=783495, sd=29} O-O {-0.72/12 2.483s, n=502182, sd=28}
2. Nbd2 {+0.75/14 2.362s, n=640777, sd=34} h6 {-1.08/13 1.860s, n=767796, sd=28}
3. Bxf6 {+1.17/14 2.272s, n=456715, sd=29}
Bxf6 {-1.12/14 2.278s, n=487810, sd=29}
4. Nxc4 {+1.17/13 2.193s, n=73215, sd=24} Qc7 {-1.21/14 1.461s, n=618809, sd=30}
5. Qc2 {+1.11/12 1.569s, n=636432, sd=26} b5 {-1.13/13 2.126s, n=513633, sd=30}
6. Ne3 {+1.07/12 1.759s, n=700145, sd=29} Bd7 {-1.21/12 1.450s, n=621865, sd=27}
7. Rad1 {+1.21/12 1.433s, n=557334, sd=30}
Rad8 {-1.24/12 1.995s, n=524439, sd=27}
8. Ng4 {+1.17/13 1.923s, n=348689, sd=27} Be7 {-1.11/13 1.732s, n=748119, sd=35}
9. Nfe5 {+1.12/13 1.637s, n=677349, sd=32}
Nxe5 {-1.07/12 1.866s, n=426716, sd=27}
10. Nxe5 {+1.03/12 1.780s, n=245894, sd=30}
Rc8 {-0.98/11 1.869s, n=169159, sd=22}
11. Qe4 {+0.93/10 1.303s, n=568895, sd=30}
Rfd8 {-0.96/11 1.706s, n=314533, sd=24}
12. d5 {+0.98/14 1.154s, n=515577, sd=25}
exd5 {-0.84/14 1.434s, n=650063, sd=24}
13. Rxd5 {+0.66/16 1.516s, n=660081, sd=32}
Be8 {-0.66/13 1.591s, n=340988, sd=25}
14. Rxd8 {+0.66/14 1.580s, n=371056, sd=25}
Rxd8 {-0.66/13 1.545s, n=177081, sd=24}
15. Nc6 {+1.07/16 1.146s, n=523518, sd=27}
Bxc6 {-1.13/14 0.983s, n=493156, sd=24}
16. Qxc6 {+1.07/16 1.304s, n=646751, sd=31}
Qxc6 {-1.13/13 1.469s, n=46628, sd=20}
17. Bxc6 {+0.98/17 1.079s, n=548913, sd=25}
a6 {-0.98/16 1.180s, n=648221, sd=23} 18. Bb7 {+1.24/18 1.420s, n=462235, sd=25}
a5 {-1.21/16 1.365s, n=445326, sd=24} 19. Rb1 {+1.34/18 1.081s, n=558141, sd=28}
b4 {-1.24/16 0.904s, n=467357, sd=23}
20. cxb4 {+1.20/17 1.345s, n=242311, sd=25}
Bxb4 {-1.30/16 1.303s, n=404873, sd=23}
21. a4 {+1.55/13 1.287s, n=388254, sd=23} Rd2 {-1.43/13 1.257s, n=164941, sd=21}
22. Ba6 {+1.90/14 0.901s, n=488998, sd=27} g6 {-1.74/13 1.208s, n=369678, sd=18}
23. Rc1 {+2.00/15 0.985s, n=513935, sd=26}
Kg7 {-1.91/13 0.835s, n=455019, sd=21}
24. Kg2 {+2.17/15 1.048s, n=576181, sd=26} h5 {-2.17/12 1.161s, n=367548, sd=19}
25. h4 {+2.17/14 1.177s, n=195649, sd=23} Kf6 {-2.27/14 0.811s, n=446206, sd=24}
26. Kf3 {+2.41/14 0.985s, n=491043, sd=26}
Bd6 {-2.37/14 0.756s, n=426306, sd=22}
27. Ke4 {+2.49/14 1.099s, n=200973, sd=25}
Ke6 {-2.45/15 0.812s, n=422168, sd=23}
28. Rc6 {+2.71/14 0.968s, n=536323, sd=28} Kd7 {-2.50/13 1.074s, n=98112, sd=24}
29. Rb6 {+2.75/15 1.039s, n=339196, sd=28}
Bc5 {-2.95/13 1.039s, n=239528, sd=21}
30. Rb7+ {+2.74/16 0.726s, n=337434, sd=30}
Ke8 {-2.94/15 0.873s, n=417873, sd=24}
31. Kf3 {+2.94/16 1.006s, n=252642, sd=29}
Rd6 {-3.01/15 0.981s, n=252295, sd=25}
32. Bb5+ {+3.13/15 0.976s, n=258882, sd=25}
Kf8 {-3.01/15 0.950s, n=287723, sd=23}
33. Kg2 {+2.74/14 0.944s, n=267048, sd=27}
Re6 {-2.75/13 0.655s, n=372687, sd=21}
34. Rc7 {+2.81/16 0.918s, n=291998, sd=26}
Bb4 {-2.67/14 0.892s, n=483462, sd=23}
35. Bd3 {+2.54/15 0.857s, n=452026, sd=29}
Re7 {-2.56/15 0.604s, n=300733, sd=25}
36. Rc6 {+2.48/15 0.688s, n=334614, sd=25}
Re5 {-2.39/16 0.594s, n=334159, sd=23} 37. Kf3 {+2.40/14 0.870s, n=67927, sd=23}
Kg7 {-2.43/17 0.874s, n=252266, sd=22}
38. Rc7 {+2.30/16 0.582s, n=327556, sd=26}
Rc5 {-2.43/17 0.626s, n=343199, sd=23}
39. Rxc5 {+2.24/19 0.566s, n=314749, sd=26}
Bxc5 {-2.32/19 0.611s, n=321773, sd=25}
40. Ba6 {+2.21/22 0.584s, n=372712, sd=30}
Kf6 {-2.27/20 0.639s, n=409342, sd=25}
41. Bc4 {+2.19/22 0.666s, n=448523, sd=28}
Ke7 {-2.22/19 0.575s, n=366804, sd=23}
42. Kg2 {+2.19/21 0.591s, n=395826, sd=26}
Ke8 {-2.27/18 0.709s, n=389313, sd=24}
43. Kf3 {+2.22/21 0.767s, n=471551, sd=30}
Ke7 {-2.27/21 0.571s, n=310848, sd=25} 44. e3 {+2.18/20 0.787s, n=522496, sd=28}
Bd6 {-2.27/20 0.557s, n=326246, sd=25}
45. Ke2 {+2.08/19 0.539s, n=325109, sd=25} f5 {-2.25/20 0.588s, n=368741, sd=24}
46. Kd3 {+2.27/19 0.591s, n=373879, sd=26}
Kf6 {-2.22/18 0.543s, n=319792, sd=24}
47. Ke2 {+2.25/19 0.520s, n=298920, sd=28}
Bb4 {-2.22/21 0.528s, n=339022, sd=25}
48. Bb5 {+2.23/24 0.545s, n=373923, sd=29}
Ke5 {-2.22/21 0.558s, n=332055, sd=26}
49. Bc4 {+2.21/19 0.533s, n=334324, sd=27}
Kf6 {-2.22/22 0.582s, n=365286, sd=27}
50. Kf3 {+2.22/23 0.518s, n=343349, sd=29}
Bd6 {-2.22/19 0.513s, n=285251, sd=24}
51. Bb5 {+2.21/26 0.529s, n=342902, sd=30}
Ke5 {-2.20/18 0.505s, n=329810, sd=25}
52. Be8 {+2.21/23 0.490s, n=316650, sd=31}
Kf6 {-2.21/22 0.539s, n=307644, sd=25}
53. Bb5 {+2.21/23 0.485s, n=295876, sd=29}
Bc5 {-2.21/24 0.562s, n=369092, sd=29}
54. Ke2 {+2.21/24 0.492s, n=325229, sd=28}
Bd6 {-2.21/21 0.509s, n=299617, sd=25}
55. Bc6 {+2.21/23 0.610s, n=423452, sd=31}
Bc5 {-2.21/21 0.515s, n=324955, sd=25}
56. Bd7 {+2.20/21 0.716s, n=209249, sd=24}
Ke5 {-2.21/23 0.511s, n=308681, sd=29}
57. Bc6 {+2.20/23 0.588s, n=354396, sd=31}
Ke6 {-2.21/22 0.582s, n=361563, sd=26}
58. Bb5 {+2.21/24 0.531s, n=317810, sd=30}
Kf6 {-2.21/23 0.731s, n=243288, sd=27}
59. Bc6 {+2.21/24 0.464s, n=274570, sd=30}
Bb4 {-2.21/25 0.479s, n=308122, sd=29}
60. Kf3 {+2.21/26 0.470s, n=317636, sd=31}
Be7 {-2.21/23 0.491s, n=287209, sd=28}
61. Bd7 {+2.21/24 0.455s, n=252539, sd=28}
Bc5 {-2.21/23 0.717s, n=200097, sd=27}
62. Bb5 {+2.20/24 0.520s, n=302650, sd=31}
Ke5 {-2.21/25 0.613s, n=394200, sd=30}
63. Bd7 {+2.21/21 0.529s, n=319297, sd=28}
Bb4 {-2.21/25 0.536s, n=347842, sd=29} 64. Bb5 {+2.21/22 0.675s, n=97570, sd=26}
Bd6 {-2.20/24 0.591s, n=316329, sd=31}
65. Bc6 {+2.21/23 0.490s, n=309091, sd=30}
Bb4 {-2.21/25 0.481s, n=296827, sd=29}
66. Bd7 {+2.21/26 0.661s, n=268131, sd=30}
Bd6 {-2.21/25 0.476s, n=277066, sd=29}
67. Be8 {+2.21/20 0.449s, n=264619, sd=25}
Kf6 {-2.21/27 0.453s, n=287557, sd=31}
68. Bc6 {+2.21/25 0.509s, n=330361, sd=29}
Ke5 {-2.21/22 0.489s, n=287195, sd=27}
69. Ke2 {+2.21/24 0.648s, n=234968, sd=29}
Kf6 {-2.18/16 0.472s, n=286107, sd=22}
70. Bb5 {+2.21/22 0.433s, n=243061, sd=29}
Bb4 {-2.21/20 0.485s, n=309590, sd=26}
71. Kf1 {+2.21/25 0.453s, n=284573, sd=31}
Bc5 {-2.20/22 0.485s, n=315748, sd=28}
72. Bc6 {+2.21/21 0.445s, n=283974, sd=26}
Ke5 {-2.21/23 0.510s, n=268179, sd=28}
73. Bb5 {+2.21/23 0.546s, n=320721, sd=31}
Kf6 {-2.20/22 0.578s, n=335595, sd=29}
74. Bc6 {+2.21/24 0.453s, n=252867, sd=29}
Bb4 {-2.21/24 0.460s, n=284046, sd=28}
75. Kg2 {+2.21/25 0.520s, n=319820, sd=29}
Ke5 {-2.21/25 0.510s, n=298037, sd=30}
76. Be8 {+2.21/26 0.629s, n=201864, sd=30}
Kf6 {-2.21/27 0.466s, n=285666, sd=32}
77. Bb5 {+2.21/26 0.433s, n=243900, sd=31}
Bc5 {-2.21/26 0.643s, n=192429, sd=29}
78. Be2 {+2.21/24 0.618s, n=168825, sd=28}
Ke5 {-2.21/23 0.430s, n=275840, sd=29}
79. Bc4 {+2.19/19 0.579s, n=368942, sd=25}
Be7 {-2.20/24 0.588s, n=335943, sd=29}
80. Bd3 {+2.21/23 0.400s, n=247247, sd=29}
Bd6 {-2.21/23 0.442s, n=279785, sd=28}
81. Kf3 {+2.21/23 0.446s, n=270037, sd=29}
Bc5 {-2.21/23 0.423s, n=250112, sd=30}
82. Bc2 {+2.21/25 0.460s, n=281658, sd=31}
Kf6 {-2.21/25 0.573s, n=351134, sd=30}
83. Ke2 {+2.20/20 0.462s, n=293801, sd=28}
Ke5 {-2.21/22 0.504s, n=303077, sd=28}
84. Bd3 {+2.21/20 0.610s, n=182590, sd=25} Bb4 {-2.21/19 0.618s, n=99292, sd=24}
85. Kf1 {+2.21/19 0.423s, n=269342, sd=24} Kf6 {-2.21/19 0.613s, n=78313, sd=25}
86. Kg1 {+2.20/18 0.597s, n=167482, sd=26}
Bd6 {-2.20/18 0.601s, n=142263, sd=24}
87. Bc4 {+2.19/17 0.393s, n=246305, sd=24}
Bb4 {-2.20/19 0.426s, n=259115, sd=24}
88. Kg2 {+2.21/19 0.420s, n=239021, sd=25} Bd6 {-2.20/15 0.595s, n=15546, sd=20}
89. Ba6 {+2.19/23 0.459s, n=282771, sd=29}
Bb4 {-2.19/19 0.507s, n=293473, sd=25}
90. Kf3 {+2.19/21 0.589s, n=144262, sd=27}
Bd6 {-2.11/16 0.482s, n=270686, sd=22}
91. Bb7 {+2.19/19 0.419s, n=243790, sd=26}
Ke5 {-2.12/17 0.584s, n=174744, sd=24}
92. Bc8 {+2.15/20 0.435s, n=268731, sd=27}
Bc5 {-2.19/19 0.483s, n=309098, sd=26}
93. Bb7 {+2.17/21 0.418s, n=266181, sd=29}
Bb4 {-2.15/22 0.545s, n=365161, sd=30} 94. e4 {+2.16/25 0.396s, n=252272, sd=33}
Bd6 {-2.19/21 0.475s, n=304825, sd=28}
95. exf5 {+2.15/21 0.442s, n=274759, sd=26}
Kxf5 {-2.19/22 0.564s, n=175881, sd=28}
96. Bd5 {+2.16/24 0.423s, n=288574, sd=30}
Bc5 {-2.17/19 0.426s, n=262152, sd=26}
97. Bf7 {+2.15/23 0.411s, n=241460, sd=28}
Bf8 {-2.15/21 0.402s, n=276273, sd=27}
98. Ba2 {+2.16/26 0.526s, n=335047, sd=31}
Kf6 {-2.15/25 0.439s, n=298044, sd=30}
99. Ke3 {+2.15/21 0.392s, n=229679, sd=28}
Bc5+ {-2.16/20 0.374s, n=222345, sd=28}
100. Kf3 {+2.16/21 0.480s, n=321530, sd=29}
Bb4 {-2.15/23 0.535s, n=365843, sd=29}
101. Bd5 {+2.15/23 0.452s, n=260989, sd=31}
Bc5 {-2.16/23 0.405s, n=243186, sd=28}
102. Bc4 {+2.15/25 0.414s, n=248848, sd=30}
Ba3 {-2.15/21 0.542s, n=366588, sd=27}
103. Kg2 {+2.16/23 0.447s, n=297116, sd=30}
Be7 {-2.15/25 0.422s, n=283042, sd=30}
104. Be2 {+2.15/25 0.395s, n=281018, sd=31}
Kg7 {-2.15/20 0.421s, n=279907, sd=26}
105. Bc4 {+2.15/22 0.413s, n=269951, sd=29}
Kf6 {-2.15/22 0.390s, n=257788, sd=26}
106. Ba6 {+2.15/25 0.533s, n=343447, sd=31}
Kf5 {-2.15/17 0.380s, n=208812, sd=25}
107. Bd3+ {+2.15/23 0.402s, n=264615, sd=29}
Kf6 {-2.15/21 0.377s, n=240081, sd=26}
108. Kf3 {+2.15/28 0.523s, n=349631, sd=39}
Bc5 {-2.15/25 0.422s, n=267074, sd=30}
109. Be4 {+2.15/29 0.454s, n=308017, sd=36}
Bb4 {-2.15/17 0.466s, n=308704, sd=23}
110. Bd3 {+2.15/29 0.439s, n=293541, sd=36}
Bc5 {-2.15/18 0.569s, n=178202, sd=23}
111. Bc4 {+2.15/28 0.449s, n=286460, sd=36}
Ke5 {-2.15/22 0.569s, n=200799, sd=26}
112. Ke2 {+2.15/25 0.400s, n=261301, sd=29}
Kf6 {-2.15/20 0.533s, n=326616, sd=27}
113. Ba6 {+2.15/24 0.393s, n=270130, sd=31}
Kf5 {-2.15/19 0.549s, n=203724, sd=25}
114. Bb5 {+2.15/27 0.417s, n=267154, sd=34}
Bd6 {-2.15/22 0.370s, n=251046, sd=29}
115. Bd3+ {+2.15/22 0.501s, n=309921, sd=32}
Kf6 {-2.15/21 0.404s, n=233875, sd=28}
116. Ba6 {+2.15/27 0.422s, n=280412, sd=34}
Bc5 {-2.15/24 0.463s, n=298527, sd=32}
117. Kf3 {+2.15/27 0.448s, n=269373, sd=33}
Ke6 {-2.15/23 0.367s, n=227945, sd=30}
118. Bc4+ {+2.15/27 0.426s, n=270691, sd=35}
Kf6 {-2.15/19 0.379s, n=251584, sd=26}
119. Bb5 {+2.15/26 0.424s, n=297106, sd=33}
Ke5 {-2.15/22 0.398s, n=240032, sd=27}
120. Ke2 {+2.15/31 0.495s, n=342022, sd=36}
Kf5 {-2.15/22 0.386s, n=255282, sd=27}
121. Bd3+ {+2.15/30 0.443s, n=308234, sd=38}
Kf6 {-2.15/23 0.562s, n=219323, sd=29}
122. Ba6 {+2.15/27 0.389s, n=231825, sd=30}
Bd6 {-2.15/25 0.398s, n=250634, sd=31}
123. Bc4 {+2.15/28 0.466s, n=306638, sd=35}
Bc5 {-2.15/27 0.406s, n=243985, sd=31}
124. Bd5 {+2.15/28 0.559s, n=375763, sd=35}
Bb4 {-2.15/23 0.420s, n=274245, sd=28}
125. Bc6 {+2.15/30 0.535s, n=353007, sd=37}
Bd6 {-2.15/22 0.415s, n=280712, sd=29}
126. Kf3 {+2.15/27 0.407s, n=238161, sd=31}
Ba3 {-2.15/25 0.403s, n=269140, sd=31}
127. Ke3 {+2.15/21 0.442s, n=282682, sd=28}
Bc5+ {-2.15/20 0.561s, n=84987, sd=28}
128. Kf3 {+2.15/25 0.428s, n=257620, sd=33}
Bb4 {-2.15/23 0.369s, n=211717, sd=30}
129. Be8 {+2.15/24 0.574s, n=126922, sd=30}
Kf5 {-2.15/26 0.386s, n=206031, sd=30}
130. Bd7+ {+2.15/29 0.443s, n=273319, sd=38}
Kf6 {-2.15/25 0.446s, n=271365, sd=34}
131. Be8 {+2.15/27 0.407s, n=264884, sd=34}
Kf5 {-2.15/25 0.438s, n=280489, sd=31}
132. Ke2 {+2.14/18 0.438s, n=288204, sd=26}
Bc5 {-2.15/19 0.379s, n=216782, sd=26}
133. Bd7+ {+2.15/23 0.436s, n=277085, sd=32}
Ke5 {-2.15/17 0.379s, n=223761, sd=25}
134. Bc6 {+2.15/22 0.567s, n=222471, sd=29}
Kf6 {-2.15/21 0.450s, n=260900, sd=29}
135. Kf1 {+2.15/19 0.414s, n=270805, sd=27}
Kf5 {-2.15/20 0.567s, n=130918, sd=24}
136. Bd7+ {+2.13/19 0.431s, n=277286, sd=27}
Kf6 {-2.15/17 0.564s, n=111007, sd=23}
137. Bb5 {+2.13/18 0.403s, n=226444, sd=26}
Bd4 {-2.13/18 0.459s, n=298025, sd=25}
138. Ba6 {+2.13/16 0.485s, n=292878, sd=24}
Bc5 {-2.11/14 0.554s, n=63886, sd=19}
139. Bb7 {+2.14/15 0.562s, n=201558, sd=21}
Kf7 {-2.09/15 0.490s, n=297970, sd=20}
140. Bc8 {+2.07/13 0.393s, n=225409, sd=20}
Bf8 {-2.11/13 0.543s, n=186201, sd=19}
141. Kg2 {+2.14/16 0.435s, n=243948, sd=23}
Bg7 {-2.07/15 0.525s, n=274706, sd=22}
142. Ba6 {+2.08/15 0.487s, n=288473, sd=23}
Bd4 {-1.91/16 0.446s, n=282528, sd=22}
143. Kf3 {+1.95/15 0.559s, n=162479, sd=22}
Kf6 {-1.82/16 0.358s, n=227945, sd=23}
144. Kg2 {+1.87/16 0.385s, n=256379, sd=24}
Bc5 {-1.93/16 0.501s, n=301568, sd=22}
145. f3 {+1.88/16 0.555s, n=220644, sd=24}
Bb4 {-1.93/16 0.416s, n=257294, sd=21}
146. Bc4 {+1.90/17 0.454s, n=288800, sd=25}
Be1 {-1.93/18 0.396s, n=254178, sd=24}
147. Bd5 {+1.93/18 0.428s, n=295267, sd=27}
Kg7 {-1.93/17 0.450s, n=295967, sd=23}
148. Kh3 {+1.94/19 0.529s, n=312917, sd=27}
Bb4 {-1.91/18 0.550s, n=355681, sd=26}
149. g4 {+1.94/18 0.546s, n=176451, sd=25}
Bd6 {-1.89/17 0.451s, n=306569, sd=24}
150. Bc4 {+1.94/18 0.537s, n=173135, sd=24}
Kh6 {-1.91/17 0.533s, n=201126, sd=24}
151. Bb5 {+1.93/19 0.536s, n=185403, sd=26}
Be5 {-1.88/19 0.356s, n=208118, sd=25}
152. Bc4 {+1.93/19 0.360s, n=253214, sd=25}
Bd6 {-1.88/19 0.421s, n=270906, sd=28}
153. Kg2 {+1.93/19 0.534s, n=227569, sd=25}
Be5 {-1.87/19 0.389s, n=261909, sd=24}
154. Kf2 {+1.89/16 0.371s, n=235007, sd=25}
Bd6 {-1.87/19 0.360s, n=253858, sd=25}
155. Bb5 {+1.93/16 0.397s, n=265358, sd=22}
Be5 {-1.86/19 0.392s, n=239840, sd=26}
156. Bd3 {+1.93/18 0.480s, n=290236, sd=25}
Bf4 {-1.87/18 0.413s, n=266371, sd=23}
157. Kg2 {+1.93/19 0.354s, n=246144, sd=25}
Be5 {-1.87/20 0.449s, n=321554, sd=26}
158. Be4 {+1.90/19 0.423s, n=316152, sd=27}
Bd6 {-1.88/18 0.541s, n=340889, sd=25}
159. Bd5 {+1.89/19 0.538s, n=240571, sd=26}
Kg7 {-1.86/17 0.382s, n=261124, sd=23}
160. Bc4 {+1.89/19 0.387s, n=250149, sd=25}
Kh6 {-1.86/18 0.366s, n=261976, sd=23}
161. Bb5 {+1.90/21 0.416s, n=304079, sd=27}
Be5 {-1.86/19 0.424s, n=304909, sd=25}
162. Bc4 {+1.88/20 0.358s, n=203633, sd=25}
Kg7 {-1.87/17 0.416s, n=250639, sd=22}
163. Bf1 {+1.88/18 0.383s, n=211709, sd=24}
Kh6 {-1.87/18 0.402s, n=287744, sd=23}
164. Bd3 {+1.89/21 0.422s, n=305816, sd=26}
Bd6 {-1.85/18 0.461s, n=292496, sd=24}
165. Bb5 {+1.89/19 0.498s, n=339999, sd=27}
Kg7 {-1.85/18 0.394s, n=251440, sd=23}
166. Bd3 {+1.88/20 0.365s, n=232761, sd=25}
Kh6 {-1.85/22 0.432s, n=305823, sd=25}
167. Kh3 {+1.88/20 0.545s, n=173942, sd=26}
Kg7 {-1.86/22 0.461s, n=293092, sd=28}
168. Be2 {+1.88/22 0.387s, n=251824, sd=28}
Kh6 {-1.86/21 0.470s, n=315957, sd=27}
169. Bf1 {+1.87/25 0.482s, n=356223, sd=32}
Be5 {-1.85/20 0.366s, n=241488, sd=25}
170. g5+ {+1.88/24 0.363s, n=249243, sd=32}
Kh7 {-1.86/23 0.430s, n=283611, sd=28}
171. Kg2 {+1.87/25 0.383s, n=265421, sd=31}
Kg7 {-1.86/25 0.369s, n=242565, sd=31}
172. Kf2 {+1.87/28 0.448s, n=318707, sd=36}
Bd4+ {-1.85/24 0.368s, n=250233, sd=33}
173. Kg3 {+1.87/26 0.363s, n=226967, sd=35}
Bc3 {-1.86/27 0.393s, n=265232, sd=36}
174. Kf2 {+1.87/26 0.381s, n=241601, sd=33}
Bb4 {-1.85/22 0.434s, n=252634, sd=27}
175. Bc4 {+1.87/27 0.472s, n=328582, sd=32}
Bd6 {-1.86/26 0.429s, n=284179, sd=30}
176. Kg2 {+1.87/32 0.416s, n=280861, sd=40}
Bb4 {-1.85/25 0.556s, n=347372, sd=33}
177. Kf2 {+1.87/27 0.388s, n=284395, sd=33}
Bd6 {-1.86/27 0.432s, n=257996, sd=32}
178. Bd5 {+1.87/25 0.567s, n=231190, sd=29}
Bf4 {-1.86/25 0.451s, n=215389, sd=31}
179. Be6 {+1.87/24 0.389s, n=202555, sd=31}
Bd6 {-1.85/22 0.570s, n=123489, sd=27}
180. Kg2 {+1.87/23 0.379s, n=202791, sd=28}
Bf4 {-1.86/26 0.399s, n=252711, sd=32}
181. Bd5 {+1.86/25 0.559s, n=190926, sd=29}
Be5 {-1.86/24 0.561s, n=108782, sd=30}
182. Kf2 {+1.85/24 0.428s, n=224032, sd=28}
Bd6 {-1.85/28 0.367s, n=213070, sd=31}
183. Bc4 {+1.87/26 0.404s, n=289096, sd=34}
Bc5+ {-1.85/25 0.384s, n=270469, sd=32}
184. Kg2 {+1.87/24 0.424s, n=265585, sd=28}
Bb4 {-1.86/28 0.504s, n=353858, sd=34}
185. Kg3 {+1.85/23 0.452s, n=310306, sd=29}
Be1+ {-1.86/29 0.452s, n=302714, sd=36}
186. Kh3 {+1.85/25 0.379s, n=264426, sd=33}
Bb4 {-1.85/28 0.474s, n=320753, sd=37}
187. Bd3 {+1.85/26 0.391s, n=244175, sd=30}
Bd6 {-1.85/23 0.366s, n=230425, sd=29}
188. Kg2 {+1.86/27 0.563s, n=187234, sd=30}
Be5 {-1.85/26 0.408s, n=262919, sd=35}
189. Bb5 {+1.87/26 0.391s, n=264170, sd=34}
Bd6 {-1.86/21 0.562s, n=100224, sd=26}
190. Kf2 {+1.85/24 0.394s, n=276277, sd=31}
Be5 {-1.84/22 0.376s, n=226058, sd=29}
191. Bd3 {+1.86/25 0.525s, n=340936, sd=30}
Bd6 {-1.86/25 0.420s, n=271090, sd=33}
192. Bc4 {+1.85/24 0.507s, n=355009, sd=32}
Be5 {-1.84/23 0.415s, n=280159, sd=29}
193. Ba6 {+1.85/22 0.380s, n=237527, sd=27}
Bd6 {-1.83/23 0.407s, n=273555, sd=30}
194. Kg2 {+1.86/26 0.505s, n=351362, sd=33}
Be5 {-1.84/24 0.388s, n=266689, sd=29}
195. Bb5 {+1.86/27 0.416s, n=307022, sd=32}
Bd6 {-1.84/21 0.417s, n=278925, sd=27}
196. Bd3 {+1.84/22 0.398s, n=228052, sd=30}
Be5 {-1.86/28 0.384s, n=248361, sd=32}
197. Bc4 {+1.85/24 0.456s, n=285965, sd=29}
Bd6 {-1.86/26 0.373s, n=252239, sd=31}
198. Be6 {+1.86/27 0.549s, n=202914, sd=31}
Be5 {-1.86/20 0.565s, n=191654, sd=26}
199. Bc4 {+1.85/28 0.493s, n=300894, sd=34}
Bd6 {-1.83/24 0.374s, n=224828, sd=28}
200. Bd5 {+1.85/27 0.376s, n=247464, sd=31}
Bf4 {-1.84/23 0.431s, n=296080, sd=31}
201. Kh3 {+1.86/25 0.376s, n=231972, sd=30}
Be5 {-1.86/28 0.387s, n=257793, sd=33}
202. Be4 {+1.85/30 0.406s, n=271569, sd=34}
Bd6 {-1.86/25 0.562s, n=187627, sd=31}
203. Kg2 {+1.86/27 0.462s, n=331954, sd=31}
Bc7 {-1.85/22 0.371s, n=248478, sd=28}
204. Kf2 {+1.85/26 0.550s, n=150108, sd=31}
Bd6 {-1.86/28 0.394s, n=231216, sd=33}
205. Bc2 {+1.85/25 0.547s, n=168442, sd=30}
Be5 {-1.86/27 0.379s, n=233572, sd=34}
206. Kg2 {+1.85/26 0.362s, n=211346, sd=29}
Kh7 {-1.85/27 0.574s, n=235782, sd=31}
207. Be4 {+1.84/20 0.363s, n=248301, sd=26}
Kg7 {-1.85/23 0.506s, n=329182, sd=31}
208. Ba8 {+1.86/23 0.544s, n=180177, sd=29}
Bc7 {-1.84/23 0.409s, n=265025, sd=30}
209. Be4 {+1.83/22 0.543s, n=234237, sd=28}
Bd6 {-1.85/22 0.558s, n=135188, sd=26}
210. Bc2 {+1.83/20 0.538s, n=82722, sd=23}
Bf4 {-1.80/21 0.503s, n=284066, sd=29}
211. Be4 {+1.73/18 0.530s, n=28393, sd=22} Bd6 {-1.86/18 0.550s, n=51503, sd=24}
212. Bc6 {+1.80/16 0.542s, n=27166, sd=18}
Be5 {-1.76/16 0.542s, n=181141, sd=21}
213. Bd5 {+1.65/16 0.524s, n=94931, sd=23}
Bd6 {-1.65/18 0.523s, n=295817, sd=25} 214. Kf2 {+1.85/12 0.522s, n=8738, sd=14}
Bf4 {-1.48/14 0.380s, n=192454, sd=21}
215. Bb7 {+1.62/13 0.515s, n=136844, sd=17}
Bd6 {-0.78/14 0.428s, n=224209, sd=19}
216. Be4 {+0.41/16 0.469s, n=293977, sd=24}
Bf4 {-0.64/16 0.398s, n=232166, sd=21}
217. Bd3 {+1.23/20 0.508s, n=348005, sd=27}
Be5 {-0.60/16 0.366s, n=194903, sd=24}
218. Ke3 {+1.08/21 0.503s, n=166467, sd=27}
Bg3 {-0.91/21 0.369s, n=226232, sd=25}
219. f4 {+0.67/23 0.358s, n=256006, sd=28}
Bxh4 {-0.73/21 0.430s, n=279531, sd=26}
220. Be4 {+0.55/19 0.388s, n=259830, sd=25}
Be1 {-0.56/18 0.366s, n=234468, sd=24}
221. f5 {+0.59/18 0.410s, n=265707, sd=26}
gxf5 {-0.99/18 0.368s, n=228490, sd=22}
222. Bxf5 {+0.49/19 0.392s, n=259926, sd=25}
Bh4 {-0.73/17 0.445s, n=302069, sd=22}
223. Kf4 {+0.31/19 0.450s, n=319798, sd=30}
Be1 {-0.66/19 0.417s, n=283865, sd=22}
224. Be4 {+0.35/21 0.514s, n=221407, sd=26}
Bd2+ {-0.36/20 0.388s, n=268710, sd=24}
225. Kf5 {+0.27/22 0.509s, n=223813, sd=29}
h4 {-0.31/22 0.384s, n=265171, sd=26} 226. g6 {-0.18/17 0.335s, n=204392, sd=21}
h3 {0.00/21 0.408s, n=253636, sd=25} 227. Kg4 {+0.24/22 0.417s, n=291971, sd=26}
h2 {-0.24/21 0.476s, n=320184, sd=25}
228. Kg3 {+0.26/21 0.419s, n=283907, sd=27}
h1=B {-0.15/21 0.414s, n=288722, sd=27}
229. Bxh1 {+0.24/21 0.406s, n=273251, sd=26}
Kxg6 {-0.17/22 0.439s, n=300384, sd=25}
230. Kf3 {+0.24/23 0.421s, n=309410, sd=28}
Kf5 {-0.12/26 0.448s, n=348377, sd=28}
231. Ke2 {+0.24/29 0.348s, n=247564, sd=33}
Bb4 {-0.11/28 0.381s, n=282411, sd=31}
232. Kd3 {+0.24/31 0.368s, n=273289, sd=37}
Ke5 {-0.11/25 0.519s, n=350640, sd=30}
233. Kc4 {+0.24/29 0.364s, n=268955, sd=36}
Be1 {-0.10/20 0.482s, n=368248, sd=24}
234. Bc6 {+0.24/27 0.351s, n=264910, sd=32}
Bd2 {-0.11/19 0.559s, n=210402, sd=22}
235. Kd3 {+0.24/28 0.376s, n=287452, sd=31}
Be1 {-0.08/22 0.430s, n=328647, sd=26}
236. Ba8 {+0.24/26 0.366s, n=248918, sd=29}
Bb4 {-0.10/24 0.386s, n=292859, sd=27}
237. Kc4 {+0.24/25 0.383s, n=245233, sd=29}
Kd6 {-0.08/18 0.506s, n=350944, sd=23}
238. Be4 {+0.24/26 0.418s, n=299537, sd=30}
Be1 {-0.10/22 0.387s, n=267162, sd=25}
239. Bh1 {+0.24/21 0.547s, n=203374, sd=27}
Bd2 {-0.08/20 0.433s, n=254327, sd=24}
240. Kd4 {+0.24/26 0.358s, n=264759, sd=33}
Bb4 {-0.10/21 0.558s, n=185443, sd=25}
241. Bb7 {+0.24/19 0.508s, n=341158, sd=25}
Bc5+ {-0.09/24 0.381s, n=277027, sd=29}
242. Kc4 {+0.21/25 0.400s, n=292980, sd=31}
Bb4 {-0.10/21 0.553s, n=193644, sd=24}
243. Bd5 {+0.20/26 0.523s, n=346506, sd=32}
Ke5 {-0.10/20 0.413s, n=261861, sd=24}
244. Bg8 {+0.19/18 0.366s, n=226847, sd=23}
Be1 {-0.08/20 0.448s, n=276639, sd=27}
245. Kb5 {+0.19/21 0.530s, n=329819, sd=28}
Bd2 {-0.08/20 0.444s, n=294341, sd=27}
246. Bc4 {+0.19/26 0.438s, n=332273, sd=31}
Bb4 {-0.08/23 0.391s, n=245789, sd=27}
247. Bf1 {+0.19/22 0.364s, n=218163, sd=26}
Ke4 {-0.10/19 0.432s, n=280638, sd=23}
248. Kc4 {+0.20/19 0.365s, n=229124, sd=24}
Bd2 {-0.09/21 0.381s, n=246781, sd=25}
249. Bg2+ {+0.24/20 0.379s, n=246223, sd=26}
Ke5 {-0.08/25 0.553s, n=192795, sd=30}
250. Kd3 {+0.20/24 0.411s, n=289066, sd=30}
Bb4 {-0.10/23 0.464s, n=313945, sd=27}
251. Kc4 {+0.19/27 0.452s, n=313406, sd=31}
Be1 {-0.08/20 0.546s, n=190251, sd=24}
252. Bh3 {+0.19/26 0.407s, n=308511, sd=30}
Bd2 {-0.10/24 0.377s, n=279239, sd=27}
253. Bg4 {+0.19/23 0.549s, n=173804, sd=27}
Bb4 {-0.10/19 0.546s, n=191820, sd=23}
254. Bf3 {+0.17/20 0.541s, n=209246, sd=26}
Bd2 {-0.10/19 0.540s, n=115014, sd=22}
255. Bd5 {+0.19/20 0.538s, n=146206, sd=23}
Be1 {-0.10/22 0.406s, n=277846, sd=27}
256. Bg2 {+0.17/22 0.423s, n=265693, sd=30}
Kd6 {-0.08/24 0.368s, n=244706, sd=27}
257. Kd4 {+0.17/19 0.371s, n=246039, sd=26}
Ke6 {-0.08/5 0.002s, n=1222, sd=9, White disconnects} 0-1