[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.11"]
[Round "93"]
[White "Yukari-dev"]
[Black "Yukari-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "r3kb1r/pp1b1ppp/1qn1p1n1/2ppP3/B2P2P1/2P2N2/PP3P1P/RNBQK2R w KQkq - 1 9"]
[GameDuration "00:01:44"]
[GameStartTime "2026-06-11T16:19:31 +0100"]
[GameEndTime "2026-06-11T16:21:15 +0100"]
[PlyCount "214"]
[Termination "abandoned"]
[TimeControl "25.65+0.26"]

9. h4 {-0.96/13 0.708s, n=583477, sd=30} cxd4 {+1.04/13 0.835s, n=684944, sd=34}
10. cxd4 {-0.94/14 0.724s, n=605015, sd=30}
h5 {+1.02/13 0.652s, n=539545, sd=31}
11. gxh5 {-0.89/14 1.080s, n=915042, sd=26}
Rxh5 {+0.87/13 1.309s, n=1112926, sd=24}
12. Nc3 {-1.25/13 1.100s, n=920938, sd=26}
Be7 {+1.08/12 0.533s, n=478395, sd=29}
13. Qe2 {-1.25/12 0.726s, n=601951, sd=24}
Nxh4 {+1.29/13 0.712s, n=635079, sd=29}
14. Nxh4 {-1.19/14 0.565s, n=508028, sd=34}
Rxh4 {+1.19/15 0.591s, n=565113, sd=30}
15. Rxh4 {-1.05/15 0.482s, n=452344, sd=32}
Bxh4 {+1.13/16 0.580s, n=550698, sd=33}
16. Bxc6 {-1.13/16 0.693s, n=670094, sd=25}
Bxc6 {+1.07/16 0.445s, n=427623, sd=26}
17. Be3 {-1.04/17 0.604s, n=611177, sd=28}
Be7 {+1.01/15 0.817s, n=770969, sd=26}
18. O-O-O {-1.09/15 0.530s, n=539718, sd=27}
O-O-O {+1.09/16 0.759s, n=783463, sd=28}
19. Qg4 {-0.98/17 1.028s, n=1034757, sd=28}
Bf8 {+1.08/16 0.511s, n=517161, sd=25}
20. Rh1 {-0.93/17 2.260s, n=2246646, sd=27}
Kb8 {+1.07/15 0.746s, n=718122, sd=23}
21. Rh8 {-0.98/15 0.570s, n=570050, sd=28}
Rc8 {+1.02/14 0.583s, n=576196, sd=27}
22. Qh5 {-1.07/15 0.602s, n=578863, sd=30}
Qc7 {+1.04/14 0.468s, n=475791, sd=35}
23. Rg8 {-1.16/14 0.746s, n=710377, sd=25}
Bb5 {+1.10/15 0.737s, n=724241, sd=30}
24. Bg5 {-1.07/15 0.837s, n=845422, sd=26}
Bb4 {+1.07/17 0.882s, n=983805, sd=25}
25. Qh8 {-1.07/19 1.019s, n=1241405, sd=29}
Bxc3 {+1.07/18 0.398s, n=507391, sd=31}
26. Rxc8+ {-1.04/20 0.297s, n=420586, sd=27}
Qxc8 {+0.99/22 0.410s, n=601710, sd=31}
27. Qxc8+ {-0.95/21 0.322s, n=481684, sd=30}
Kxc8 {+0.80/22 0.480s, n=725142, sd=32}
28. bxc3 {-0.84/23 0.405s, n=584052, sd=27}
Kd7 {+0.76/22 0.495s, n=731354, sd=32}
29. Kc2 {-0.75/21 0.658s, n=961221, sd=29}
Ba4+ {+0.75/21 0.489s, n=701609, sd=29}
30. Kd3 {-0.75/20 0.896s, n=1305652, sd=28}
Ke8 {+0.74/21 0.407s, n=602045, sd=31}
31. Bc1 {-0.68/20 0.399s, n=578327, sd=25}
Bb5+ {+0.69/19 0.706s, n=1002129, sd=28}
32. Kc2 {-0.66/20 0.699s, n=1021925, sd=30}
b6 {+0.66/20 0.607s, n=843660, sd=26} 33. Ba3 {-0.63/20 0.599s, n=845250, sd=27}
Ba4+ {+0.62/18 0.552s, n=759837, sd=24}
34. Kd2 {-0.67/20 0.462s, n=629683, sd=27}
Kd7 {+0.59/22 1.912s, n=2712217, sd=31}
35. Bf8 {-0.65/22 0.479s, n=708162, sd=29} g6 {+0.65/20 0.349s, n=476520, sd=27}
36. Bh6 {-0.66/23 0.787s, n=1141506, sd=31}
Kc6 {+0.67/22 0.674s, n=946196, sd=29}
37. Bg7 {-0.68/20 0.380s, n=566586, sd=25}
Bb5 {+0.69/21 0.468s, n=690781, sd=26}
38. Kc2 {-0.70/21 0.480s, n=679704, sd=31}
Kb7 {+0.69/21 0.414s, n=605520, sd=26}
39. Kb3 {-0.70/21 0.883s, n=1294263, sd=29}
Bc4+ {+0.67/21 0.632s, n=955845, sd=31}
40. Kb2 {-0.67/21 0.770s, n=1115657, sd=29}
Ka6 {+0.66/22 1.624s, n=2409819, sd=32}
41. a4 {-0.69/22 0.357s, n=516516, sd=30} Ka5 {+0.70/22 0.421s, n=631263, sd=33}
42. Ka3 {-0.70/21 0.378s, n=564932, sd=31} g5 {+0.71/22 0.489s, n=729066, sd=34}
43. Bf8 {-0.70/19 0.428s, n=639895, sd=29} g4 {+0.71/22 0.384s, n=526204, sd=32}
44. Be7 {-0.72/22 0.534s, n=804772, sd=37}
Be2 {+0.72/22 0.531s, n=770542, sd=30}
45. Bg5 {-0.77/20 0.362s, n=541618, sd=34}
Bd1 {+0.74/20 0.374s, n=528565, sd=30}
46. Bd2 {-0.87/20 0.506s, n=697512, sd=31}
Ka6 {+0.87/21 0.954s, n=1413733, sd=32}
47. Kb4 {-0.90/19 0.445s, n=656070, sd=34}
Kb7 {+0.87/20 0.470s, n=667237, sd=34} 48. a5 {-0.93/19 0.450s, n=661371, sd=34}
Ka6 {+0.97/20 0.701s, n=1048245, sd=32}
49. Bg5 {-0.95/20 0.936s, n=1362954, sd=37}
bxa5+ {+1.00/18 0.372s, n=560389, sd=33}
50. Kc5 {-1.15/21 1.076s, n=1552867, sd=34}
a4 {+0.91/21 0.363s, n=486617, sd=34} 51. Bc1 {-1.12/21 0.550s, n=791657, sd=32}
a3 {+0.97/21 0.380s, n=564533, sd=37}
52. Bxa3 {-0.93/20 0.276s, n=371103, sd=31}
Ka5 {+0.95/21 0.291s, n=418911, sd=30} 53. c4 {-1.01/21 0.484s, n=711742, sd=30}
Bb3 {+0.95/22 0.301s, n=440771, sd=29}
54. cxd5 {-1.01/21 0.248s, n=354978, sd=29}
Bxd5 {+1.00/22 0.337s, n=508397, sd=34}
55. Bc1 {-1.03/23 0.401s, n=602793, sd=28}
Ka4 {+1.00/22 0.313s, n=451131, sd=29}
56. Bd2 {-1.00/20 0.229s, n=338309, sd=28}
Kb3 {+1.00/22 0.272s, n=394981, sd=27}
57. Kb5 {-1.02/21 0.344s, n=505303, sd=27}
Bc4+ {+0.98/22 0.365s, n=564320, sd=29}
58. Kc5 {-1.01/21 0.219s, n=322301, sd=26}
Kc2 {+0.98/21 0.301s, n=435318, sd=27}
59. Bg5 {-0.99/21 0.292s, n=436264, sd=25}
Kd3 {+0.97/20 0.323s, n=475248, sd=27}
60. Bd8 {-1.01/21 0.760s, n=1131920, sd=33}
Bb3 {+0.95/20 0.528s, n=720459, sd=32}
61. Kb4 {-1.02/21 0.368s, n=550466, sd=33}
Bc2 {+1.05/20 0.495s, n=737244, sd=34}
62. Kc5 {-1.00/20 0.288s, n=430498, sd=30}
Bb3 {+0.99/21 0.497s, n=726622, sd=33}
63. Kb4 {-1.09/21 0.392s, n=571128, sd=28}
Bd5 {+1.05/19 0.424s, n=608100, sd=28}
64. Be7 {-1.05/19 0.240s, n=342921, sd=25}
Kxd4 {+1.15/19 0.430s, n=637228, sd=29}
65. Bf6 {-1.21/19 0.413s, n=611616, sd=31}
Be4 {+1.23/23 0.376s, n=562231, sd=28}
66. Kb5 {-1.20/22 0.231s, n=338763, sd=29}
Bd3+ {+1.21/23 0.272s, n=387727, sd=29}
67. Kb4 {-1.23/22 0.221s, n=336407, sd=25}
Ke4 {+1.23/23 0.282s, n=424277, sd=31}
68. Ka4 {-1.21/22 0.340s, n=496603, sd=31}
Kf3 {+1.22/21 0.227s, n=343448, sd=28}
69. Bh4 {-1.24/21 0.200s, n=255518, sd=25}
Kf4 {+1.25/23 0.316s, n=466413, sd=28}
70. Bf6 {-1.22/22 0.224s, n=346429, sd=29}
Ba6 {+1.22/23 0.398s, n=593259, sd=29}
71. Ka5 {-1.21/23 0.320s, n=471651, sd=31}
Bf1 {+1.18/24 0.313s, n=472318, sd=32}
72. Kb4 {-1.21/25 0.361s, n=562370, sd=33}
Kf3 {+1.26/24 0.196s, n=291165, sd=32}
73. Bh4 {-1.20/23 0.225s, n=352534, sd=29}
Ba6 {+1.17/24 0.258s, n=394889, sd=33}
74. Ka5 {-1.19/23 0.236s, n=357380, sd=30}
Bd3 {+1.22/23 0.234s, n=366778, sd=31}
75. Ka4 {-1.23/22 0.267s, n=415619, sd=28}
Ke4 {+1.21/24 0.382s, n=584998, sd=29}
76. Bf6 {-1.22/22 0.251s, n=388889, sd=30}
Ba6 {+1.21/24 0.243s, n=383787, sd=31}
77. Ka5 {-1.21/22 0.269s, n=421319, sd=28}
Kf3 {+1.20/24 0.455s, n=677839, sd=33}
78. Bh4 {-1.20/22 0.328s, n=508821, sd=29}
Bc8 {+1.22/24 0.316s, n=480745, sd=31}
79. Kb5 {-1.18/22 0.276s, n=429389, sd=27}
Bb7 {+1.20/24 0.371s, n=564370, sd=30}
80. Ka5 {-1.16/24 0.489s, n=689201, sd=31}
Ke4 {+1.23/21 0.261s, n=403875, sd=26}
81. Bf6 {-1.22/21 0.310s, n=474371, sd=32}
Kf4 {+1.16/25 0.310s, n=483931, sd=31}
82. Kb5 {-1.23/24 0.297s, n=461823, sd=32}
Kf3 {+1.11/21 0.216s, n=333710, sd=28}
83. Bh4 {-1.23/22 0.206s, n=310995, sd=29}
Bc8 {+1.10/24 0.389s, n=578261, sd=31}
84. Ka5 {-1.14/21 0.337s, n=493886, sd=27}
Ke4 {+1.09/24 0.311s, n=432946, sd=31}
85. Bf6 {-1.11/23 0.298s, n=440458, sd=38}
Kd4 {+1.09/25 0.368s, n=571316, sd=32}
86. Kb5 {-1.09/23 0.228s, n=333210, sd=33}
Bb7 {+1.16/24 0.483s, n=659370, sd=29}
87. Ka5 {-1.12/23 0.258s, n=388523, sd=33}
Ke4 {+1.16/25 0.334s, n=517147, sd=34}
88. Kb5 {-1.10/23 0.192s, n=298325, sd=33}
Bc8 {+1.13/24 0.337s, n=480405, sd=32}
89. Ka5 {-1.10/24 0.381s, n=582687, sd=33}
Kd3 {+1.16/23 0.250s, n=380968, sd=29}
90. Be7 {-1.11/22 0.262s, n=373670, sd=32}
Kd4 {+1.21/22 0.288s, n=419132, sd=28}
91. Bd6 {-1.07/20 0.239s, n=357181, sd=24}
Kd5 {+1.14/20 0.358s, n=526577, sd=30}
92. Bb8 {-1.09/19 0.251s, n=374890, sd=29}
Ke4 {+1.17/20 0.307s, n=463642, sd=28}
93. Kb5 {-1.14/20 0.399s, n=601509, sd=26}
Bb7 {+1.22/20 0.367s, n=426159, sd=24}
94. Ka5 {-1.09/19 0.328s, n=493361, sd=25}
Bc6 {+1.15/20 1.028s, n=1465189, sd=30}
95. Ka6 {-1.18/20 0.260s, n=394777, sd=26}
Kf4 {+1.14/20 0.375s, n=552948, sd=30}
96. Ka5 {-1.09/21 0.250s, n=382114, sd=30}
Be4 {+1.22/22 0.615s, n=913216, sd=30}
97. Bxa7 {-1.21/18 0.284s, n=429809, sd=32}
Kxe5 {+1.24/19 0.188s, n=286400, sd=28}
98. Bb8+ {-1.19/18 0.284s, n=421223, sd=28}
Kd4 {+1.35/18 0.290s, n=408945, sd=33}
99. Ba7+ {-1.40/19 0.452s, n=682816, sd=32}
Kd3 {+1.58/19 0.379s, n=535605, sd=32}
100. Kb6 {-1.59/19 0.355s, n=533728, sd=33}
Bd5 {+1.63/20 0.273s, n=410242, sd=28}
101. Kc7 {-1.81/18 0.455s, n=649917, sd=27}
f5 {+2.10/18 0.776s, n=1155656, sd=31}
102. Kd6 {-1.84/17 0.344s, n=508918, sd=28}
Ke4 {+2.14/17 0.385s, n=568453, sd=28}
103. Kc7 {-2.15/16 0.651s, n=960315, sd=27}
f4 {+2.51/17 0.759s, n=1140132, sd=28}
104. Kd6 {-2.27/17 0.425s, n=614175, sd=27}
Kf3 {+2.58/17 0.203s, n=298592, sd=26}
105. Bd4 {-2.51/16 0.518s, n=723629, sd=33}
Kg2 {+2.43/15 0.395s, n=510897, sd=30}
106. Ke5 {-2.63/17 0.419s, n=594767, sd=30}
g3 {+2.68/17 0.186s, n=257186, sd=28}
107. fxg3 {-3.16/19 0.204s, n=318342, sd=29}
fxg3 {+2.79/19 0.209s, n=288200, sd=28}
108. Kd6 {-3.01/19 0.578s, n=753371, sd=28}
Kf1 {+2.82/20 0.264s, n=317684, sd=28}
109. Bf6 {-3.11/18 0.434s, n=560541, sd=36}
g2 {+3.24/24 0.248s, n=371253, sd=33}
110. Bd4 {-3.15/21 0.182s, n=276099, sd=31}
g1=Q {+3.49/23 0.353s, n=534440, sd=32}
111. Bxg1 {-3.51/24 0.416s, n=655017, sd=37}
Kxg1 {+3.08/22 0.185s, n=301108, sd=30}
112. Ke5 {-3.57/22 0.145s, n=232822, sd=31}
Kg2 {+4.27/26 0.748s, n=1139273, sd=42}
113. Kf4 {-3.69/26 0.243s, n=403853, sd=33}
Kf2 {+5.36/21 0.335s, n=482762, sd=40}
114. Ke5 {-5.29/22 0.825s, n=1071743, sd=37}
Ke3 {+5.43/21 0.490s, n=759789, sd=42}
115. Kf6 {-5.44/20 0.376s, n=508691, sd=41}
Kd4 {+5.91/21 1.151s, n=1688655, sd=52, White disconnects} 0-1