[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.13"]
[Round "125"]
[White "Axiom-base"]
[Black "Axiom-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "rnbqk1nr/pp3pbp/6p1/1N6/4p3/7P/PP3PP1/RNBQKB1R w KQkq - 0 1"]
[GameDuration "00:05:18"]
[GameStartTime "2026-05-13T10:46:10 -0400"]
[GameEndTime "2026-05-13T10:51:28 -0400"]
[PlyCount "514"]
[Termination "abandoned"]
[TimeControl "43.95+0.44"]

1. Qxd8+ {+1.32/13 1.810s, n=814804, sd=31}
Kxd8 {-1.45/11 2.486s, n=617717, sd=31}
2. N1c3 {+1.53/13 2.374s, n=630401, sd=29}
Nf6 {-1.71/11 2.337s, n=621678, sd=28} 3. Bg5 {+1.86/13 2.281s, n=683029, sd=28}
Be6 {-1.86/13 1.885s, n=928613, sd=26}
4. Nxe4 {+1.54/14 2.189s, n=639862, sd=33}
Nd7 {-1.49/13 1.537s, n=760883, sd=27} 5. Rd1 {+1.48/15 1.701s, n=808240, sd=31}
Ke7 {-1.65/14 1.789s, n=908034, sd=28} 6. Nc7 {+1.78/16 1.840s, n=912806, sd=31}
h6 {-1.80/14 1.554s, n=800612, sd=26} 7. Nxf6 {+2.15/18 1.844s, n=909084, sd=30}
hxg5 {-1.81/16 1.995s, n=664032, sd=24}
8. Nxd7 {+2.19/19 1.316s, n=657559, sd=29}
Bxd7 {-2.70/16 1.928s, n=658888, sd=26}
9. Nxa8 {+2.22/17 1.764s, n=917827, sd=31}
Rxa8 {-2.67/17 1.516s, n=827306, sd=25}
10. Bc4 {+2.29/16 1.785s, n=269306, sd=25}
Bxb2 {-2.67/15 1.787s, n=481071, sd=26}
11. O-O {+2.35/17 1.270s, n=681960, sd=29}
Bc3 {-2.32/16 1.390s, n=776370, sd=27}
12. Bxf7 {+2.48/17 1.252s, n=675526, sd=29}
Bb5 {-2.41/17 1.679s, n=580690, sd=28}
13. Rb1 {+2.44/17 1.632s, n=586720, sd=31}
Bxf1 {-2.47/18 1.420s, n=848069, sd=29}
14. Rxb7+ {+2.45/18 1.138s, n=659795, sd=30}
Kf6 {-2.54/15 1.276s, n=763226, sd=28}
15. Kxf1 {+2.62/17 1.186s, n=706316, sd=28}
Rf8 {-2.69/16 1.422s, n=837380, sd=27}
16. Bb3 {+2.51/16 1.239s, n=633471, sd=25}
Bd4 {-2.68/17 1.294s, n=704749, sd=26}
17. Ke2 {+2.58/16 1.465s, n=388825, sd=26} a5 {-2.76/16 1.084s, n=644172, sd=27}
18. Rd7 {+2.56/16 1.232s, n=714067, sd=28}
Bc5 {-2.77/14 1.398s, n=221999, sd=23}
19. Rc7 {+2.64/15 0.970s, n=493588, sd=26}
Bb4 {-2.71/15 0.934s, n=558702, sd=26}
20. Rc6+ {+2.74/14 1.089s, n=607033, sd=29}
Kg7 {-2.79/14 1.183s, n=691448, sd=29}
21. Bc2 {+2.84/14 1.335s, n=484090, sd=26}
Rf6 {-2.74/18 0.950s, n=533575, sd=28}
22. Rxf6 {+2.74/17 1.269s, n=478307, sd=29}
Kxf6 {-2.74/27 1.003s, n=675369, sd=31}
23. Kf3 {+2.74/24 0.939s, n=628810, sd=32}
Bc5 {-2.74/24 1.027s, n=634118, sd=30} 24. a4 {+2.75/25 1.132s, n=801466, sd=30}
Be7 {-2.73/23 1.202s, n=513731, sd=29}
25. Bd3 {+2.74/32 0.906s, n=673335, sd=40}
Bc5 {-2.70/23 1.089s, n=758654, sd=31}
26. Bc4 {+2.74/33 0.761s, n=556584, sd=38}
Bb4 {-2.68/24 0.839s, n=547225, sd=31}
27. Bd3 {+2.74/33 0.776s, n=546761, sd=38}
Bd6 {-2.69/23 0.894s, n=617021, sd=29}
28. Bc4 {+2.74/35 0.825s, n=587673, sd=40}
Bb4 {-2.68/25 0.804s, n=530150, sd=31}
29. Bb5 {+2.74/36 0.806s, n=536599, sd=44}
Bd6 {-2.68/25 0.819s, n=543124, sd=29}
30. Be2 {+2.73/23 0.905s, n=661006, sd=30}
Kf5 {-2.69/24 0.716s, n=470893, sd=29}
31. Bc4 {+2.74/16 0.859s, n=583802, sd=24}
Bc5 {-2.67/21 1.039s, n=482784, sd=28}
32. Be2 {+2.72/22 0.770s, n=536243, sd=28}
Kf6 {-2.68/23 0.745s, n=497563, sd=31}
33. Bd3 {+2.72/26 0.730s, n=420626, sd=30}
Be7 {-2.69/26 0.994s, n=353041, sd=33}
34. Be4 {+2.71/22 0.664s, n=462423, sd=28}
Bc5 {-2.68/20 0.968s, n=272408, sd=27}
35. Bd5 {+2.73/24 0.689s, n=465487, sd=30}
Bb4 {-2.67/20 0.942s, n=288549, sd=25}
36. Be4 {+2.71/21 0.968s, n=678748, sd=30}
Bd6 {-2.65/20 0.917s, n=316914, sd=25}
37. Bb7 {+2.71/25 0.947s, n=434145, sd=30}
Bc5 {-2.65/22 0.708s, n=432846, sd=28}
38. Be4 {+2.73/21 0.722s, n=506024, sd=26}
Bb4 {-2.60/20 0.725s, n=454377, sd=28}
39. Bd3 {+2.71/19 0.677s, n=459846, sd=28}
Bd6 {-2.62/24 0.853s, n=568874, sd=30}
40. Bc2 {+2.70/19 0.751s, n=485087, sd=26}
Bc5 {-2.67/23 0.700s, n=476052, sd=29}
41. Ke2 {+2.72/20 0.586s, n=364492, sd=27}
Bb4 {-2.67/24 0.832s, n=284332, sd=27}
42. Kf3 {+2.72/21 0.624s, n=426943, sd=28}
Be7 {-2.65/23 0.572s, n=382018, sd=27}
43. Bb3 {+2.73/20 0.612s, n=393143, sd=26}
Bc5 {-2.65/25 0.615s, n=435755, sd=32}
44. Ba2 {+2.72/22 0.735s, n=517949, sd=31}
Bb4 {-2.65/25 0.743s, n=523576, sd=30}
45. Bb3 {+2.70/17 0.615s, n=379705, sd=23}
Bc5 {-2.65/26 0.615s, n=411400, sd=32}
46. Ke2 {+2.71/20 0.637s, n=445659, sd=28}
Bb4 {-2.65/24 0.596s, n=384456, sd=29}
47. Kf1 {+2.70/16 0.611s, n=438188, sd=27}
Ba3 {-2.65/24 0.661s, n=394514, sd=31}
48. Ke2 {+2.71/15 0.579s, n=338212, sd=23}
Be7 {-2.66/24 0.535s, n=363182, sd=29}
49. Bd5 {+2.69/17 0.710s, n=490560, sd=24}
Ba3 {-2.65/22 0.522s, n=364128, sd=26}
50. Bc4 {+2.70/18 0.792s, n=191696, sd=24}
Bd6 {-2.64/22 0.494s, n=299344, sd=29}
51. Ba2 {+2.69/21 0.726s, n=517159, sd=28}
Kf5 {-2.65/26 0.527s, n=372578, sd=33}
52. Kf3 {+2.72/19 0.541s, n=315713, sd=26}
Kf6 {-2.64/17 0.512s, n=310723, sd=24}
53. Bd5 {+2.69/22 0.664s, n=453219, sd=30}
Bc5 {-2.65/26 0.636s, n=397555, sd=33}
54. Kg3 {+2.71/22 0.525s, n=309320, sd=29}
Kf5 {-2.67/21 0.613s, n=417826, sd=29}
55. Kf3 {+2.71/22 0.742s, n=290842, sd=29}
Ke5 {-2.67/23 0.500s, n=281317, sd=29}
56. Bc4 {+2.70/19 0.505s, n=315836, sd=26}
Kf5 {-2.65/23 0.687s, n=432619, sd=30}
57. Bb5 {+2.69/27 0.500s, n=355351, sd=32}
Bd6 {-2.65/26 0.644s, n=431734, sd=35}
58. Bd7+ {+2.70/25 0.487s, n=346119, sd=31}
Kf6 {-2.65/24 0.494s, n=350268, sd=31}
59. Bc6 {+2.69/22 0.578s, n=406112, sd=30}
Bc5 {-2.65/26 0.461s, n=322113, sd=31}
60. Be8 {+2.69/17 0.620s, n=362212, sd=23}
Bd6 {-2.65/28 0.489s, n=297042, sd=33}
61. Bc6 {+2.69/17 0.518s, n=330103, sd=24}
Bc5 {-2.67/23 0.523s, n=373221, sd=30}
62. Ke2 {+2.70/18 0.515s, n=331733, sd=24}
Kf5 {-2.65/23 0.473s, n=276129, sd=31}
63. Kf1 {+2.68/18 0.600s, n=370829, sd=25}
Ba7 {-2.65/21 0.679s, n=307575, sd=27}
64. Be8 {+2.69/16 0.465s, n=315000, sd=25}
Bc5 {-2.66/20 0.672s, n=218431, sd=27}
65. Bf7 {+2.69/19 0.496s, n=307483, sd=26}
Ba3 {-2.66/19 0.619s, n=365083, sd=25}
66. Ke2 {+2.67/18 0.691s, n=399524, sd=24}
Kf6 {-2.65/23 0.629s, n=432184, sd=31}
67. Bb3 {+2.67/17 0.588s, n=356668, sd=22}
Bb4 {-2.64/17 0.637s, n=125951, sd=24}
68. Ba2 {+2.67/17 0.460s, n=263747, sd=23}
Kf5 {-2.67/17 0.635s, n=150312, sd=24}
69. Kf3 {+2.67/15 0.450s, n=241278, sd=20}
Be7 {-2.65/22 0.500s, n=336204, sd=29}
70. Bb1+ {+2.65/20 0.477s, n=303262, sd=24}
Kf6 {-2.66/25 0.580s, n=386221, sd=31}
71. Kg4 {+2.67/21 0.462s, n=313014, sd=25}
Bc5 {-2.62/24 0.404s, n=267547, sd=27} 72. f3 {+2.67/22 0.493s, n=326900, sd=26}
Bb6 {-2.59/24 0.496s, n=326639, sd=29}
73. Bd3 {+2.68/20 0.622s, n=421061, sd=26}
Be3 {-2.60/22 0.605s, n=109425, sd=27}
74. Be4 {+2.67/24 0.480s, n=340550, sd=28}
Bd4 {-2.50/23 0.420s, n=278515, sd=28}
75. Bd5 {+2.66/18 0.501s, n=358139, sd=23}
Be5 {-2.48/23 0.491s, n=353034, sd=28}
76. Bb7 {+2.67/22 0.427s, n=288071, sd=26}
Bd6 {-2.49/23 0.423s, n=256179, sd=30}
77. Ba6 {+2.63/22 0.426s, n=265995, sd=26}
Bf4 {-2.52/24 0.518s, n=362381, sd=30}
78. Bf1 {+2.64/22 0.482s, n=322334, sd=28}
Bc1 {-2.45/20 0.413s, n=245351, sd=25}
79. Bc4 {+2.62/24 0.572s, n=390968, sd=30}
Bf4 {-2.49/21 0.404s, n=259155, sd=26}
80. Bd3 {+2.62/22 0.461s, n=293142, sd=26}
Bc7 {-2.45/25 0.522s, n=362570, sd=30}
81. Be4 {+2.60/20 0.453s, n=311608, sd=27}
Bf4 {-2.48/23 0.435s, n=304180, sd=30}
82. Bd5 {+2.62/23 0.493s, n=348675, sd=28}
Be5 {-2.44/20 0.505s, n=332312, sd=25}
83. Bg8 {+2.60/20 0.418s, n=276206, sd=25}
Bd4 {-2.44/21 0.393s, n=234204, sd=25}
84. Bc4 {+2.65/14 0.434s, n=260165, sd=19}
Bc5 {-2.44/24 0.503s, n=338435, sd=29}
85. Be2 {+2.60/24 0.496s, n=321887, sd=29}
Bb4 {-2.44/26 0.449s, n=313132, sd=31}
86. Ba6 {+2.62/22 0.446s, n=311691, sd=27}
Bd6 {-2.44/22 0.449s, n=270604, sd=27}
87. Bb5 {+2.60/22 0.483s, n=306970, sd=29}
Bb8 {-2.45/26 0.415s, n=277653, sd=31}
88. Bc4 {+2.58/25 0.623s, n=267915, sd=31}
Be5 {-2.45/26 0.590s, n=244818, sd=31}
89. Bb5 {+2.60/18 0.474s, n=314252, sd=25}
Bf4 {-2.41/19 0.434s, n=264975, sd=23}
90. Bd3 {+2.60/20 0.480s, n=296045, sd=25}
Bb8 {-2.44/23 0.580s, n=212429, sd=27}
91. Be4 {+2.59/25 0.408s, n=266720, sd=29}
Bc7 {-2.43/21 0.576s, n=249103, sd=26}
92. Bc6 {+2.60/14 0.499s, n=326741, sd=18}
Be5 {-2.44/20 0.566s, n=201746, sd=25}
93. Be4 {+2.56/21 0.467s, n=281957, sd=27}
Bd6 {-2.44/23 0.560s, n=141899, sd=27}
94. Bd3 {+2.58/18 0.572s, n=395385, sd=24}
Bc5 {-2.44/22 0.552s, n=172889, sd=26}
95. Ba6 {+2.56/19 0.429s, n=272574, sd=23}
Be3 {-2.43/19 0.438s, n=268474, sd=25}
96. Bc8 {+2.58/19 0.601s, n=170819, sd=26}
Bd4 {-2.45/21 0.450s, n=292657, sd=26}
97. Ba6 {+2.58/21 0.426s, n=264831, sd=26}
Ba7 {-2.44/21 0.367s, n=225803, sd=25}
98. Bb5 {+2.54/22 0.455s, n=301511, sd=27}
Bb8 {-2.44/19 0.380s, n=253270, sd=24}
99. Be2 {+2.56/20 0.406s, n=273806, sd=25}
Bf4 {-2.44/22 0.563s, n=182011, sd=27}
100. Bc4 {+2.55/20 0.539s, n=333258, sd=27}
Be3 {-2.45/22 0.552s, n=146232, sd=27}
101. Bd5 {+2.53/20 0.468s, n=292486, sd=25}
Bc5 {-2.45/22 0.436s, n=262962, sd=29}
102. Bc6 {+2.53/17 0.592s, n=153319, sd=22}
Bd4 {-2.45/20 0.544s, n=209438, sd=25}
103. Be8 {+2.52/17 0.582s, n=212824, sd=22}
Be3 {-2.48/21 0.435s, n=310666, sd=27}
104. Bb5 {+2.52/21 0.504s, n=328548, sd=26}
Ke5 {-2.45/23 0.416s, n=265427, sd=29}
105. Kg3 {+2.54/18 0.406s, n=222018, sd=23}
Bf4+ {-2.00/16 0.388s, n=227327, sd=20}
106. Kg4 {+2.51/23 0.411s, n=276526, sd=28}
Bd2 {-2.45/22 0.376s, n=246539, sd=25}
107. Bc6 {+2.51/22 0.393s, n=267254, sd=26}
Be3 {-2.44/24 0.407s, n=244101, sd=29}
108. Be4 {+2.51/22 0.507s, n=320720, sd=26}
Kf6 {-2.41/23 0.420s, n=271700, sd=30}
109. Bd5 {+2.52/23 0.470s, n=323512, sd=29}
Bd2 {-2.44/23 0.393s, n=270019, sd=28}
110. Bc4 {+2.49/20 0.387s, n=246280, sd=24}
Be3 {-2.45/25 0.435s, n=279822, sd=29}
111. Ba6 {+2.49/19 0.392s, n=200382, sd=24}
Ke5 {-2.41/21 0.372s, n=244547, sd=27}
112. Bd3 {+2.46/19 0.392s, n=247989, sd=24}
Kf6 {-2.45/26 0.412s, n=294642, sd=31}
113. Bb5 {+2.44/19 0.531s, n=363999, sd=25}
Ke5 {-2.41/25 0.510s, n=328952, sd=29}
114. g3 {+2.45/20 0.416s, n=288160, sd=24}
Kf6 {-2.37/24 0.435s, n=304516, sd=28}
115. Bc4 {+2.44/20 0.459s, n=325669, sd=24}
Ke5 {-2.42/24 0.549s, n=212403, sd=28}
116. Bf7 {+2.43/18 0.439s, n=304154, sd=23}
Kf6 {-2.37/24 0.416s, n=263835, sd=30}
117. Bc4 {+2.42/22 0.579s, n=270072, sd=27}
Bd2 {-2.32/22 0.380s, n=249109, sd=26}
118. Be2 {+2.44/23 0.440s, n=310218, sd=29}
Bc1 {-2.39/20 0.551s, n=112188, sd=24}
119. Bc4 {+2.41/20 0.426s, n=272823, sd=25}
Be3 {-2.42/20 0.381s, n=212148, sd=26}
120. Bb5 {+2.42/21 0.434s, n=291640, sd=27}
Kf7 {-2.39/21 0.395s, n=278098, sd=27}
121. Bc4+ {+2.43/21 0.447s, n=319262, sd=28}
Kf6 {-2.39/22 0.383s, n=251140, sd=29}
122. Bb5 {+2.41/21 0.573s, n=230714, sd=25}
Kf7 {-2.39/20 0.378s, n=231082, sd=26}
123. Bd3 {+2.41/21 0.564s, n=244901, sd=28}
Bd2 {-2.54/19 0.411s, n=249379, sd=25}
124. Be4 {+2.34/20 0.441s, n=309330, sd=26}
Kf6 {-2.54/20 0.484s, n=310753, sd=26}
125. Bc6 {+2.39/20 0.551s, n=387130, sd=26}
Bc1 {-2.51/19 0.376s, n=274519, sd=24}
126. Ba8 {+2.39/23 0.380s, n=284113, sd=26}
Kf7 {-2.41/21 0.394s, n=271741, sd=27}
127. Bb7 {+2.38/22 0.555s, n=240781, sd=27}
Be3 {-2.51/18 0.408s, n=265319, sd=23}
128. Bd5+ {+2.39/18 0.369s, n=218989, sd=24}
Ke7 {-2.31/18 0.500s, n=355539, sd=26}
129. Be4 {+2.37/21 0.391s, n=265535, sd=26}
Kf7 {-2.53/20 0.395s, n=261459, sd=23}
130. f4 {+2.53/21 0.532s, n=368150, sd=26}
gxf4 {-2.45/23 0.413s, n=275678, sd=28}
131. gxf4 {+2.51/21 0.448s, n=291680, sd=24}
Kf6 {-2.40/23 0.408s, n=279607, sd=27}
132. f5 {+2.53/21 0.550s, n=191046, sd=25} g5 {-2.44/24 0.477s, n=334212, sd=27}
133. Bb7 {+2.53/25 0.485s, n=329921, sd=28}
Bd4 {-2.40/23 0.454s, n=311676, sd=26}
134. Ba8 {+2.51/26 0.439s, n=309352, sd=30}
Bb6 {-2.40/22 0.433s, n=293502, sd=26}
135. Bd5 {+2.52/26 0.464s, n=323232, sd=31}
Be3 {-2.37/26 0.404s, n=286115, sd=29}
136. Bc6 {+2.53/13 0.541s, n=47241, sd=16}
Bc5 {-2.37/22 0.412s, n=306993, sd=25}
137. Bf3 {+2.51/27 0.366s, n=262987, sd=30}
Bd6 {-2.42/20 0.392s, n=276335, sd=23}
138. Be4 {+2.51/28 0.541s, n=249315, sd=30}
Be5 {-2.38/23 0.458s, n=341841, sd=27}
139. Bd5 {+2.53/23 0.374s, n=231809, sd=26}
Bb2 {-2.26/25 0.429s, n=316435, sd=27}
140. Bc4 {+2.51/20 0.363s, n=274474, sd=24}
Bd4 {-2.22/24 0.416s, n=255696, sd=28}
141. Bb5 {+2.51/24 0.541s, n=180255, sd=28}
Bc5 {-2.19/23 0.433s, n=316967, sd=27}
142. Bc4 {+2.53/19 0.455s, n=326643, sd=22}
Be3 {-2.20/23 0.490s, n=334543, sd=27}
143. Ba6 {+2.51/18 0.537s, n=161322, sd=22}
Bc5 {-2.20/22 0.420s, n=275627, sd=25}
144. Be2 {+2.53/21 0.369s, n=284668, sd=24}
Be3 {-2.22/28 0.425s, n=295569, sd=31}
145. Bf3 {+2.51/24 0.536s, n=137101, sd=29}
Bd4 {-2.21/23 0.570s, n=203492, sd=26}
146. Be2 {+2.53/21 0.399s, n=314211, sd=24}
Bc5 {-2.22/26 0.380s, n=270298, sd=29}
147. Ba6 {+2.51/22 0.358s, n=231119, sd=24}
Bb4 {-2.22/22 0.382s, n=254226, sd=25}
148. Be2 {+2.51/22 0.382s, n=279934, sd=25}
Bc5 {-2.26/23 0.399s, n=269760, sd=26}
149. Bf1 {+2.53/17 0.437s, n=304698, sd=20}
Bb4 {-2.29/21 0.382s, n=254775, sd=25}
150. Bc4 {+2.51/24 0.540s, n=244083, sd=27}
Bd2 {-2.32/26 0.472s, n=353776, sd=29}
151. Bf1 {+2.51/18 0.535s, n=181887, sd=20}
Bb4 {-2.25/24 0.396s, n=274242, sd=27}
152. Bb5 {+2.51/22 0.421s, n=302020, sd=25}
Bd2 {-2.26/24 0.381s, n=255478, sd=27}
153. Be2 {+2.48/19 0.499s, n=300252, sd=22}
Be3 {-2.19/25 0.432s, n=316389, sd=28}
154. Ba6 {+2.51/21 0.398s, n=256135, sd=24}
Bc5 {-2.22/26 0.389s, n=289935, sd=29}
155. Bb7 {+2.45/20 0.397s, n=264047, sd=23}
Bd4 {-2.16/22 0.424s, n=281952, sd=27}
156. Bc6 {+2.45/20 0.372s, n=233691, sd=24}
Bc5 {-2.21/25 0.423s, n=271479, sd=28}
157. Bb5 {+2.45/22 0.535s, n=187819, sd=26}
Be3 {-2.25/20 0.417s, n=277764, sd=24}
158. Bc4 {+2.44/21 0.531s, n=216229, sd=24}
Bd4 {-2.25/23 0.582s, n=207887, sd=28}
159. Bd5 {+2.44/24 0.356s, n=206411, sd=27}
Bc5 {-2.25/24 0.456s, n=294109, sd=27}
160. Ba8 {+2.44/22 0.351s, n=218175, sd=24}
Bf2 {-2.18/24 0.491s, n=337218, sd=27}
161. Be4 {+2.44/23 0.370s, n=233476, sd=27}
Bc5 {-2.21/24 0.390s, n=254409, sd=27}
162. Bc2 {+2.41/22 0.519s, n=336672, sd=26}
Bd4 {-2.18/24 0.404s, n=288398, sd=27}
163. Be4 {+2.37/19 0.431s, n=281618, sd=23}
Bc5 {-2.14/24 0.455s, n=310371, sd=28}
164. Bh1 {+2.44/22 0.532s, n=200087, sd=24}
Bd4 {-2.14/22 0.405s, n=261664, sd=25}
165. Bd5 {+2.44/21 0.391s, n=245529, sd=25}
Bc3 {-2.16/23 0.580s, n=227869, sd=27}
166. Bf3 {+2.45/22 0.408s, n=250228, sd=26}
Bd4 {-2.19/23 0.379s, n=240044, sd=27}
167. Bb7 {+2.42/24 0.395s, n=243985, sd=27}
Bc5 {-2.14/22 0.488s, n=312602, sd=26}
168. Bd5 {+2.42/25 0.440s, n=272008, sd=30}
Bd4 {-2.18/22 0.409s, n=262466, sd=25}
169. Bb3 {+2.42/24 0.359s, n=227566, sd=28}
Bc5 {-2.19/23 0.420s, n=241897, sd=26}
170. Be6 {+2.40/23 0.398s, n=233200, sd=27}
Bb4 {-2.17/23 0.380s, n=246305, sd=27}
171. Bc8 {+2.38/21 0.485s, n=308005, sd=24}
Bc5 {-2.19/19 0.530s, n=311885, sd=24}
172. Kf3 {+2.40/21 0.542s, n=77254, sd=24}
Be7 {-2.18/20 0.572s, n=133948, sd=24}
173. Ke4 {+2.40/18 0.535s, n=142244, sd=22}
Bc5 {-2.19/18 0.568s, n=130400, sd=21}
174. Kf3 {+2.44/17 0.528s, n=109003, sd=21}
Bg1 {-2.15/19 0.532s, n=344449, sd=24}
175. Be6 {+2.42/15 0.527s, n=81153, sd=19}
Bd4 {-2.08/18 0.394s, n=265802, sd=22}
176. Kg4 {+2.26/13 0.522s, n=74852, sd=16}
Bc5 {-2.07/22 0.403s, n=269141, sd=27}
177. Bd7 {+2.12/18 0.382s, n=232506, sd=22}
Bb4 {-2.07/22 0.383s, n=270405, sd=26}
178. Kf3 {+2.08/20 0.391s, n=236961, sd=22}
Bd6 {-2.10/18 0.559s, n=190360, sd=21}
179. Kg4 {+2.04/22 0.388s, n=229558, sd=25}
Bc5 {-2.12/23 0.415s, n=283510, sd=27}
180. h4 {+2.04/23 0.385s, n=255332, sd=25}
gxh4 {-2.06/23 0.471s, n=328642, sd=28}
181. Kxh4 {+2.06/21 0.457s, n=351824, sd=26}
Be3 {-2.07/24 0.408s, n=267258, sd=28}
182. Kg4 {+2.06/21 0.354s, n=209793, sd=24}
Ke5 {-2.06/23 0.415s, n=284429, sd=26}
183. Bc8 {+2.04/22 0.406s, n=311952, sd=25}
Bd2 {-2.06/22 0.427s, n=274653, sd=25}
184. Be6 {+2.06/25 0.367s, n=270186, sd=28}
Bc1 {-2.13/20 0.420s, n=272328, sd=24}
185. Bc8 {+2.04/26 0.521s, n=394154, sd=29}
Bd2 {-2.07/23 0.555s, n=357095, sd=28}
186. Kh5 {+2.06/24 0.535s, n=126710, sd=28}
Kf6 {-2.09/25 0.552s, n=223143, sd=29}
187. Be6 {+2.10/24 0.527s, n=281474, sd=27}
Bc1 {-2.08/23 0.548s, n=93314, sd=26}
188. Kg4 {+2.07/21 0.525s, n=269512, sd=26}
Ke5 {-2.21/23 0.531s, n=330530, sd=26}
189. Kf3 {+2.11/20 0.391s, n=259073, sd=24}
Bg5 {-2.19/23 0.446s, n=305815, sd=28}
190. Bd7 {+2.03/22 0.373s, n=288423, sd=27}
Kd6 {-2.08/21 0.403s, n=266949, sd=24}
191. Bb5 {+2.02/23 0.372s, n=245569, sd=27}
Ke5 {-2.15/24 0.394s, n=271116, sd=27}
192. Kg4 {+2.02/22 0.372s, n=226647, sd=25}
Be3 {-2.16/23 0.376s, n=244288, sd=27}
193. Bd3 {+2.03/22 0.532s, n=199922, sd=24}
Bc1 {-2.19/24 0.431s, n=288940, sd=29}
194. Bb5 {+2.10/21 0.526s, n=174239, sd=24}
Bd2 {-2.12/20 0.546s, n=40772, sd=23}
195. Bf1 {+2.05/18 0.443s, n=280464, sd=22}
Kf6 {-2.19/23 0.359s, n=246823, sd=26}
196. Bb5 {+2.15/21 0.460s, n=340720, sd=26}
Bc1 {-2.12/21 0.545s, n=123987, sd=24}
197. Be8 {+2.09/19 0.528s, n=101688, sd=22}
Bd2 {-2.20/22 0.462s, n=336200, sd=28}
198. Bg6 {+2.17/23 0.377s, n=273194, sd=26}
Ke5 {-2.15/23 0.387s, n=278034, sd=27}
199. Kf3 {+2.12/20 0.521s, n=197540, sd=25}
Bg5 {-2.19/18 0.455s, n=283263, sd=24}
200. Bh7 {+2.10/21 0.419s, n=296395, sd=24}
Bd2 {-2.13/20 0.539s, n=163119, sd=25}
201. Ke2 {+2.13/21 0.517s, n=152579, sd=24}
Bb4 {-2.09/22 0.459s, n=300763, sd=28}
202. Kf3 {+2.13/22 0.449s, n=321560, sd=27}
Bd2 {-2.10/22 0.532s, n=226532, sd=26}
203. Kg4 {+2.10/23 0.374s, n=238644, sd=27}
Bc1 {-2.09/22 0.456s, n=307354, sd=27}
204. Kh5 {+2.09/23 0.387s, n=250495, sd=25}
Kf6 {-2.13/26 0.354s, n=248084, sd=29}
205. Kg4 {+2.09/25 0.432s, n=277881, sd=30}
Ke5 {-2.08/25 0.404s, n=274937, sd=29}
206. Kg3 {+2.09/20 0.374s, n=260785, sd=23}
Bd2 {-2.09/23 0.454s, n=321025, sd=28}
207. Kf2 {+2.09/23 0.399s, n=254369, sd=28}
Bb4 {-2.07/24 0.387s, n=265119, sd=28}
208. Ke3 {+2.10/21 0.527s, n=185156, sd=25}
Ba3 {-2.08/23 0.534s, n=195784, sd=28}
209. Kd3 {+2.09/23 0.345s, n=250819, sd=27}
Be7 {-2.08/21 0.530s, n=224688, sd=25}
210. Kc4 {+2.09/21 0.364s, n=220221, sd=24}
Bb4 {-2.03/23 0.474s, n=320088, sd=28}
211. Kb3 {+2.09/23 0.402s, n=248701, sd=27}
Be7 {-2.03/22 0.479s, n=329296, sd=28}
212. Kc4 {+2.09/24 0.477s, n=307226, sd=28}
Bf8 {-1.93/23 0.506s, n=343391, sd=28}
213. Kb5 {+2.07/23 0.452s, n=296049, sd=27}
Bb4 {-1.98/22 0.346s, n=218591, sd=26}
214. Kc4 {+2.08/23 0.534s, n=110679, sd=26}
Ba3 {-1.94/25 0.492s, n=335820, sd=28}
215. Kd3 {+2.06/21 0.375s, n=240570, sd=26}
Be7 {-1.96/21 0.404s, n=216948, sd=25}
216. Bg6 {+2.09/20 0.403s, n=230280, sd=24}
Ba3 {-1.93/21 0.522s, n=245880, sd=25}
217. Kc3 {+2.09/21 0.363s, n=231786, sd=27}
Be7 {-2.03/21 0.398s, n=240806, sd=26}
218. Kc4 {+2.04/21 0.369s, n=227187, sd=25}
Bb4 {-2.00/23 0.523s, n=239317, sd=27}
219. Bh7 {+2.04/22 0.448s, n=314515, sd=26}
Bf8 {-1.95/22 0.385s, n=272482, sd=27}
220. Kb5 {+2.02/19 0.386s, n=269412, sd=26}
Bb4 {-1.95/21 0.362s, n=220076, sd=26}
221. Kc6 {+2.01/20 0.489s, n=300030, sd=25}
Bd2 {-1.91/19 0.436s, n=251990, sd=23}
222. Bg6 {+2.01/18 0.537s, n=65385, sd=22}
Bb4 {-1.66/18 0.348s, n=211725, sd=23}
223. Kc7 {+2.01/16 0.534s, n=30302, sd=20} Bc5 {-1.97/16 0.528s, n=93287, sd=22}
224. Kc8 {+1.90/15 0.527s, n=93145, sd=19}
Bd4 {-1.48/16 0.369s, n=223118, sd=22}
225. Kc7 {+1.87/14 0.380s, n=169606, sd=19}
Bc3 {-1.66/16 0.411s, n=258897, sd=21}
226. Kb8 {+1.05/14 0.388s, n=221439, sd=17}
Kd5 {-1.40/16 0.359s, n=228369, sd=20}
227. Kc7 {+0.74/14 0.446s, n=280364, sd=20}
Ke5 {-0.29/16 0.483s, n=318731, sd=22}
228. Kc6 {+0.42/14 0.424s, n=264458, sd=18}
Bb4 {-0.31/17 0.397s, n=261863, sd=21}
229. Bh7 {+0.24/17 0.391s, n=277855, sd=23}
Bd2 {-0.15/22 0.522s, n=385097, sd=28}
230. f6 {+0.24/21 0.423s, n=320045, sd=25}
Kxf6 {-0.15/24 0.532s, n=232192, sd=28}
231. Kd5 {+0.22/20 0.423s, n=322187, sd=24}
Kg5 {-0.12/25 0.361s, n=259357, sd=29}
232. Ke4 {+0.21/19 0.408s, n=299682, sd=25}
Kg4 {-0.12/24 0.381s, n=249360, sd=29}
233. Bg8 {+0.19/21 0.491s, n=365604, sd=26}
Bb4 {-0.12/27 0.375s, n=264483, sd=31}
234. Bb3 {+0.19/18 0.365s, n=274877, sd=22}
Be1 {-0.12/24 0.382s, n=251444, sd=27}
235. Be6+ {+0.20/17 0.437s, n=311537, sd=26}
Kg3 {-0.12/27 0.393s, n=284036, sd=32}
236. Bf7 {+0.20/17 0.450s, n=345951, sd=23}
Bd2 {-0.12/25 0.393s, n=278958, sd=29}
237. Bc4 {+0.18/15 0.404s, n=302786, sd=20}
Bc3 {-0.12/28 0.379s, n=294692, sd=32}
238. Bb3 {+0.19/18 0.395s, n=277995, sd=24}
Be1 {-0.12/25 0.404s, n=250823, sd=32}
239. Be6 {+0.18/19 0.438s, n=314490, sd=23}
Bb4 {-0.12/25 0.400s, n=267564, sd=31}
240. Bc4 {+0.18/18 0.393s, n=242654, sd=23}
Be1 {-0.12/24 0.553s, n=65098, sd=25}
241. Bd5 {+0.17/14 0.475s, n=341983, sd=19}
Bb4 {-0.12/26 0.433s, n=329754, sd=31}
242. Be6 {+0.19/17 0.468s, n=350863, sd=22}
Bc3 {-0.12/28 0.485s, n=349378, sd=35}
243. Bc8 {+0.18/17 0.543s, n=267568, sd=20}
Bb4 {-0.12/23 0.396s, n=283852, sd=28}
244. Bf5 {+0.18/20 0.373s, n=275358, sd=24}
Bd2 {-0.12/17 0.366s, n=239438, sd=22}
245. Bg6 {+0.17/18 0.538s, n=221435, sd=23}
Bc1 {-0.12/19 0.502s, n=352433, sd=26}
246. Bf5 {+0.17/18 0.425s, n=310562, sd=22}
Kf2 {-0.12/17 0.396s, n=281001, sd=21}
247. Kd4 {+0.17/15 0.398s, n=248463, sd=20}
Bb2+ {-0.02/17 0.426s, n=305277, sd=22}
248. Ke4 {+0.18/13 0.357s, n=249335, sd=19}
Ke2 {-0.01/24 0.429s, n=296989, sd=26}
249. Be6 {+0.17/16 0.542s, n=225862, sd=21}
Kd2 {0.00/25 0.422s, n=282060, sd=28}
250. Kd5 {+0.08/16 0.360s, n=248280, sd=22}
Kc3 {0.00/30 0.382s, n=256664, sd=20}
251. Kc5 {+0.08/19 0.407s, n=262306, sd=25}
Ba3+ {0.00/35 0.413s, n=291130, sd=22}
252. Kb5 {+0.03/19 0.405s, n=266804, sd=25}
Bb4 {0.00/39 0.397s, n=293127, sd=21}
253. Bg4 {+0.04/17 0.483s, n=324376, sd=22}
Kd4 {0.00/42 0.369s, n=245337, sd=15}
254. Be2 {+0.02/18 0.464s, n=331800, sd=24}
Bc3 {0.00/37 0.411s, n=296336, sd=28}
255. Bc4 {+0.02/15 0.373s, n=216175, sd=20}
Bb4 {0.00/38 0.387s, n=275383, sd=27}
256. Bf7 {+0.02/20 0.363s, n=248724, sd=24}
Be1 {0.00/43 0.381s, n=265416, sd=24}
257. Bh5 {+0.02/18 0.381s, n=269243, sd=23}
Kd5 {0.00/44 0.379s, n=265791, sd=20, White disconnects} 0-1