[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.09"]
[Round "23"]
[White "Yukari-base"]
[Black "Yukari-dev"]
[Result "0-1"]
[SetUp "1"]
[FEN "rnbq1rk1/1pp2ppp/p2bp3/3p4/3PnB2/2N1QN2/PPP1PPPP/R3KB1R b KQ - 5 8"]
[GameDuration "00:02:08"]
[GameStartTime "2026-06-09T13:21:30 +0100"]
[GameEndTime "2026-06-09T13:23:39 +0100"]
[PlyCount "183"]
[Termination "abandoned"]
[TimeControl "35.46+0.35"]

8... Bxf4 {+0.99/13 1.039s, n=626582, sd=35}
9. Qxf4 {-1.08/13 1.484s, n=879705, sd=32}
Nxc3 {+1.08/14 1.253s, n=760623, sd=28}
10. bxc3 {-1.05/14 0.672s, n=402928, sd=31}
Nd7 {+1.04/14 0.794s, n=476245, sd=21}
11. Qh4 {-0.96/14 1.329s, n=853423, sd=27}
Qxh4 {+1.02/14 0.887s, n=636755, sd=27}
12. Nxh4 {-0.98/14 0.642s, n=466787, sd=22}
b5 {+0.87/15 0.627s, n=463489, sd=25} 13. a4 {-0.74/16 1.623s, n=1177891, sd=26}
Bb7 {+0.76/14 1.305s, n=961166, sd=28} 14. e3 {-0.81/15 0.972s, n=685096, sd=28}
c5 {+0.72/16 1.496s, n=1099969, sd=26}
15. g4 {-0.87/16 5.276s, n=3833101, sd=35}
Nb6 {+0.75/15 0.955s, n=688378, sd=25} 16. a5 {-0.83/16 1.306s, n=924802, sd=28}
Nc4 {+0.80/15 0.837s, n=603769, sd=23}
17. Ng2 {-0.84/14 1.287s, n=943381, sd=24}
Rac8 {+0.87/14 1.200s, n=893935, sd=26}
18. f3 {-0.94/13 0.717s, n=533034, sd=26}
Nd6 {+0.79/15 1.517s, n=1149738, sd=27}
19. Kd2 {-0.85/14 1.269s, n=921165, sd=29}
Rfe8 {+0.90/15 0.819s, n=595225, sd=29}
20. h4 {-0.81/14 0.738s, n=534365, sd=23} e5 {+0.91/14 0.613s, n=435695, sd=25}
21. Rd1 {-0.76/13 1.102s, n=794477, sd=23}
Re7 {+0.71/14 1.883s, n=1414969, sd=25}
22. Be2 {-0.87/14 1.361s, n=967640, sd=27}
Kf8 {+0.98/14 1.650s, n=1192865, sd=29}
23. dxe5 {-0.87/15 0.973s, n=661736, sd=29}
Rxe5 {+0.84/15 0.889s, n=605141, sd=29}
24. h5 {-0.93/15 0.943s, n=627899, sd=24}
Rce8 {+0.87/16 1.416s, n=961780, sd=28}
25. Bd3 {-0.90/16 1.190s, n=783395, sd=26} h6 {+0.89/16 0.561s, n=388139, sd=20}
26. Ke2 {-0.95/15 1.040s, n=703580, sd=28}
Ke7 {+0.90/16 1.325s, n=923977, sd=23}
27. Kf2 {-0.96/16 1.306s, n=924221, sd=28}
Kd7 {+0.90/16 1.731s, n=1238057, sd=24}
28. Rd2 {-0.88/15 1.018s, n=738302, sd=34}
Kc7 {+0.86/16 2.419s, n=1753138, sd=26}
29. Rhd1 {-0.88/14 0.849s, n=600903, sd=25}
Bc6 {+0.79/14 1.454s, n=1049224, sd=27}
30. Bf1 {-0.80/14 0.734s, n=539312, sd=28}
Nb7 {+0.84/16 0.741s, n=570352, sd=27}
31. Nf4 {-0.84/16 0.615s, n=468874, sd=24}
Nxa5 {+1.06/16 0.947s, n=785895, sd=28}
32. Nxd5+ {-0.84/13 0.544s, n=476902, sd=31}
Rxd5 {+0.73/18 3.564s, n=3286349, sd=42}
33. Rxd5 {-0.83/14 0.552s, n=498840, sd=38}
Bxd5 {+0.62/15 0.610s, n=554118, sd=36}
34. Rxd5 {-0.81/15 0.483s, n=440501, sd=34}
Nb7 {+0.64/16 0.901s, n=837925, sd=38} 35. f4 {-0.95/14 0.862s, n=775415, sd=32}
Rd8 {+0.99/16 0.980s, n=915680, sd=27}
36. Bg2 {-0.96/16 1.778s, n=1637285, sd=31}
a5 {+1.00/16 0.621s, n=591904, sd=28}
37. Ke2 {-0.91/18 1.404s, n=1330382, sd=27}
Rxd5 {+0.74/16 0.736s, n=720303, sd=27}
38. Bxd5 {-0.90/18 0.400s, n=398528, sd=29}
Nd6 {+0.91/18 0.723s, n=725789, sd=26}
39. Kd2 {-0.89/19 0.620s, n=622583, sd=27} f6 {+0.91/18 0.437s, n=441927, sd=29}
40. c4 {-0.87/19 0.451s, n=457859, sd=28} b4 {+0.95/19 0.318s, n=328643, sd=24}
41. c3 {-0.87/21 0.509s, n=520446, sd=27} a4 {+0.96/20 0.665s, n=697246, sd=29}
42. Kc2 {-0.90/21 0.455s, n=469414, sd=28}
b3+ {+0.88/22 0.443s, n=455294, sd=29}
43. Kb2 {-0.86/24 0.390s, n=386479, sd=29}
Nc8 {+0.83/25 0.491s, n=497265, sd=32}
44. Ka3 {-0.85/25 0.452s, n=441886, sd=31}
Nb6 {+0.87/23 0.248s, n=243800, sd=28}
45. Be6 {-0.86/24 0.414s, n=388341, sd=29}
Kd6 {+0.74/24 0.725s, n=693410, sd=28}
46. Bg8 {-0.85/25 0.418s, n=396201, sd=32}
Ke7 {+0.71/24 0.435s, n=418993, sd=27}
47. Kb2 {-0.86/25 0.404s, n=386082, sd=31}
Kd7 {+0.80/24 0.517s, n=503856, sd=32}
48. Bd5 {-0.82/25 0.470s, n=458073, sd=32}
Kc8 {+0.84/24 0.325s, n=323685, sd=27}
49. Be6+ {-0.84/24 0.369s, n=368950, sd=30}
Kd8 {+0.84/23 0.308s, n=307774, sd=28}
50. Bd5 {-0.84/26 0.471s, n=460100, sd=33}
Ke7 {+0.82/25 0.323s, n=319574, sd=30}
51. Bg8 {-0.81/25 0.304s, n=296070, sd=32}
Kd7 {+0.77/24 0.354s, n=348467, sd=27}
52. Ka3 {-0.80/27 0.627s, n=608432, sd=34}
Ke8 {+0.75/24 0.287s, n=278966, sd=30}
53. Bd5 {-0.79/23 0.344s, n=331992, sd=29}
Ke7 {+0.75/23 0.257s, n=256840, sd=31}
54. Kb2 {-0.78/24 0.395s, n=387099, sd=31}
Kd7 {+0.76/22 0.415s, n=415637, sd=33}
55. Ka3 {-0.83/25 0.341s, n=336082, sd=31}
Kc8 {+0.59/21 0.684s, n=672627, sd=32}
56. Kb2 {-0.81/24 0.469s, n=464051, sd=34}
Kc7 {+0.70/22 0.585s, n=583859, sd=33}
57. Bg8 {-0.75/22 0.431s, n=424268, sd=29}
Nc8 {+0.74/21 0.818s, n=828998, sd=40}
58. Ka3 {-0.78/22 0.517s, n=510493, sd=32}
Nd6 {+0.76/19 0.544s, n=553815, sd=43}
59. Bd5 {-0.78/21 0.298s, n=298181, sd=30} f5 {+0.72/20 0.581s, n=609424, sd=44}
60. gxf5 {-0.84/18 0.629s, n=644133, sd=43}
Nxf5 {+0.68/20 0.517s, n=547058, sd=40}
61. Kxa4 {-0.72/18 0.454s, n=475865, sd=40}
b2 {+0.70/20 0.267s, n=284873, sd=37} 62. Be4 {-0.68/19 0.302s, n=322394, sd=39}
Ng3 {+0.66/19 0.566s, n=606994, sd=39}
63. Bc2 {-0.81/19 0.665s, n=705803, sd=39}
Nxh5 {+0.77/18 0.401s, n=432724, sd=33}
64. Kb3 {-0.80/18 0.412s, n=437870, sd=48}
Ng3 {+0.65/19 0.735s, n=769423, sd=32}
65. Kxb2 {-0.80/19 0.450s, n=481665, sd=53}
h5 {+0.74/17 0.419s, n=442728, sd=40} 66. Bd1 {-0.80/19 0.446s, n=477518, sd=48}
h4 {+0.79/18 0.296s, n=319875, sd=48} 67. Bg4 {-0.84/19 0.368s, n=394325, sd=49}
Nf1 {+0.84/19 0.408s, n=437994, sd=46} 68. e4 {-0.76/19 0.302s, n=320649, sd=50}
Ne3 {+0.82/19 0.295s, n=311381, sd=45}
69. Bf3 {-0.79/20 0.377s, n=397894, sd=44} h3 {+0.81/19 0.437s, n=459430, sd=39}
70. e5 {-0.85/20 0.555s, n=577787, sd=50} g6 {+0.85/20 0.749s, n=772680, sd=47}
71. Kc1 {-0.83/21 0.515s, n=531094, sd=41}
Ng2 {+0.74/20 0.345s, n=355104, sd=39}
72. Kd2 {-0.90/20 0.690s, n=694092, sd=39}
Nxf4 {+0.85/20 0.298s, n=308121, sd=39}
73. Ke3 {-1.04/19 0.475s, n=495215, sd=35} g5 {+1.07/20 0.890s, n=929852, sd=35}
74. Be4 {-1.09/19 0.610s, n=629974, sd=35}
Kd7 {+1.21/17 0.305s, n=321347, sd=32}
75. Kf2 {-1.25/18 0.601s, n=635315, sd=32}
Ke6 {+1.19/20 0.343s, n=365247, sd=30}
76. Bf3 {-1.27/20 0.328s, n=347380, sd=30}
Kxe5 {+1.27/20 0.278s, n=294733, sd=32}
77. Kg3 {-1.29/19 0.287s, n=309372, sd=27}
Kf5 {+1.30/20 0.308s, n=332259, sd=30}
78. Bb7 {-1.29/19 0.389s, n=419221, sd=29}
Ke5 {+1.25/20 0.521s, n=561962, sd=30}
79. Bf3 {-1.29/21 0.370s, n=393978, sd=35}
Kf5 {+1.27/21 0.307s, n=333158, sd=31}
80. Bb7 {-1.36/20 0.546s, n=580913, sd=32}
Ne2+ {+1.34/21 0.383s, n=413129, sd=32}
81. Kf3 {-1.33/21 0.313s, n=333871, sd=32}
Ng1+ {+1.31/22 0.337s, n=361005, sd=31}
82. Kg3 {-1.34/22 0.302s, n=319596, sd=33} g4 {+1.32/22 0.544s, n=579434, sd=42}
83. Bc8+ {-1.45/23 0.222s, n=237380, sd=42}
Kg5 {+1.35/26 0.263s, n=283811, sd=46}
84. Bxg4 {-1.38/27 0.186s, n=202896, sd=46}
h2 {+1.46/26 0.198s, n=231198, sd=44}
85. Kxh2 {-1.44/29 0.639s, n=745281, sd=49}
Kxg4 {+1.44/30 0.159s, n=188291, sd=47}
86. Kxg1 {-3.12/24 0.204s, n=246812, sd=40}
Kf3 {+1.28/32 0.202s, n=251363, sd=49}
87. Kf1 {-1.31/26 0.219s, n=267343, sd=40}
Ke3 {+1.45/26 0.254s, n=315675, sd=41}
88. Ke1 {-1.72/28 0.286s, n=355750, sd=43}
Kd3 {+1.97/25 0.275s, n=344159, sd=42}
89. Kd1 {-1.72/30 0.176s, n=218148, sd=41}
Kxc3 {+3.74/22 0.305s, n=384363, sd=38}
90. Kc1 {-2.58/29 0.193s, n=239358, sd=41}
Kxc4 {+3.72/21 0.210s, n=276487, sd=36}
91. Kc2 {-1.34/27 0.334s, n=415674, sd=36}
Kd4 {+3.73/19 0.404s, n=521200, sd=32}
92. Kd2 {-1.23/28 2.143s, n=2800345, sd=50}
Ke4 {+1.43/36 1.073s, n=1353042, sd=49}
93. Kc2 {-2.56/31 0.339s, n=431404, sd=51}
Kd5 {+1.50/30 1.996s, n=2584605, sd=56}
94. Kd1 {-1.48/30 0.485s, n=613056, sd=40}
Ke4 {+1.60/31 0.639s, n=827285, sd=43}
95. Kc2 {-1.37/31 0.323s, n=419860, sd=40}
Kd4 {+2.74/28 0.198s, n=256067, sd=40}
96. Kd2 {-1.37/24 0.225s, n=290601, sd=47}
Ke5 {+1.40/34 1.112s, n=1421959, sd=49}
97. Kc3 {-1.15/32 0.299s, n=383793, sd=46}
Kd5 {+1.16/28 0.156s, n=195879, sd=36}
98. Kd3 {-1.32/30 0.145s, n=105050, sd=45}
c4+ {+1.66/29 0.227s, n=294944, sd=43}
99. Kc3 {-1.26/31 2.287s, n=3113990, sd=72}
Kc5 {+3.43/23 0.253s, n=327279, sd=42, White disconnects} 0-1