[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.11"]
[Round "146"]
[White "Yukari-base"]
[Black "Yukari-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r2qk2r/pppb1ppp/2nbpn2/3p4/3P4/2NBP3/PPPB1PPP/R2QK1NR b KQkq - 6 7"]
[GameDuration "00:02:34"]
[GameStartTime "2026-06-11T02:43:18 +0000"]
[GameEndTime "2026-06-11T02:45:53 +0000"]
[PlyCount "184"]
[Termination "abandoned"]
[TimeControl "41.82+0.42"]

7... e5 {+1.19/13 0.902s, n=571247, sd=25}
8. dxe5 {-1.29/14 2.571s, n=1378620, sd=27}
Nxe5 {+1.27/13 0.749s, n=432336, sd=26} 9. h3 {-1.23/14 1.796s, n=894242, sd=32}
Qe7 {+1.33/13 0.859s, n=528195, sd=24}
10. Nf3 {-1.35/12 0.948s, n=393134, sd=23}
O-O-O {+1.30/14 1.836s, n=1127204, sd=32}
11. Nxe5 {-1.41/13 1.235s, n=688711, sd=24}
Bxe5 {+1.26/13 1.466s, n=744260, sd=24}
12. Qf3 {-1.34/14 2.028s, n=1255552, sd=34}
Bc6 {+1.46/14 1.147s, n=699391, sd=30}
13. Qe2 {-1.40/14 2.113s, n=1173463, sd=28}
Ne4 {+1.41/13 1.616s, n=847668, sd=30}
14. Bxe4 {-1.38/14 1.314s, n=680501, sd=28}
dxe4 {+1.41/12 1.424s, n=557581, sd=25}
15. O-O-O {-1.41/14 1.222s, n=701778, sd=23}
Qf6 {+1.39/13 1.515s, n=855557, sd=25}
16. Be1 {-1.28/13 1.037s, n=666850, sd=25}
g6 {+1.28/13 2.628s, n=1575017, sd=26}
17. Rxd8+ {-1.38/13 1.829s, n=1079800, sd=26}
Rxd8 {+1.15/13 1.158s, n=516730, sd=25}
18. Bd2 {-1.17/13 1.592s, n=1000325, sd=26}
h5 {+1.09/13 1.189s, n=762710, sd=23} 19. Rd1 {-1.11/14 1.114s, n=741436, sd=26}
Qg5 {+1.14/14 1.355s, n=884282, sd=27}
20. Qf1 {-1.06/15 0.872s, n=593861, sd=22}
Bf6 {+1.04/15 2.422s, n=1680150, sd=29}
21. Be1 {-1.06/15 1.031s, n=694883, sd=27}
Rxd1+ {+1.02/15 1.453s, n=1049922, sd=24}
22. Nxd1 {-0.97/16 0.969s, n=702215, sd=25}
Qb5 {+0.89/15 1.538s, n=1068157, sd=24}
23. c4 {-0.90/17 1.126s, n=820590, sd=22} Qf5 {+0.86/15 1.011s, n=717417, sd=24}
24. Bc3 {-0.89/16 0.603s, n=420063, sd=21}
Be7 {+0.85/15 1.205s, n=800697, sd=23}
25. Bd4 {-0.85/15 1.460s, n=988965, sd=23} a6 {+0.85/15 1.320s, n=920631, sd=22}
26. b3 {-0.84/14 1.156s, n=782654, sd=25} Bd7 {+0.86/13 0.936s, n=636372, sd=19}
27. Nc3 {-0.88/14 1.664s, n=1138338, sd=24}
h4 {+0.80/15 2.250s, n=1383059, sd=25}
28. Nd5 {-0.75/16 1.476s, n=1042725, sd=23}
Ba3+ {+0.85/14 1.013s, n=704976, sd=26}
29. Bb2 {-0.79/16 0.920s, n=641957, sd=27}
Bd6 {+0.67/13 0.785s, n=539934, sd=26}
30. Qe2 {-0.73/15 0.621s, n=430357, sd=25}
Be6 {+0.66/15 1.698s, n=1224685, sd=26}
31. Nf4 {-0.60/13 0.761s, n=438425, sd=24}
Bxf4 {+0.83/16 0.780s, n=588610, sd=27}
32. exf4 {-0.83/13 0.679s, n=489584, sd=31}
Qxf4+ {+0.83/16 0.885s, n=687934, sd=29}
33. Qd2 {-0.83/16 1.460s, n=985973, sd=29} e3 {+0.82/18 0.906s, n=591370, sd=25}
34. Qxe3 {-0.82/18 0.738s, n=506786, sd=28}
Qxe3+ {+0.81/17 0.723s, n=569277, sd=33}
35. fxe3 {-0.73/19 0.487s, n=453949, sd=28}
Bf5 {+0.70/20 0.561s, n=543757, sd=23}
36. Bf6 {-0.70/20 0.553s, n=562666, sd=27}
Be4 {+0.66/20 0.775s, n=768228, sd=26}
37. Bxh4 {-0.65/19 0.604s, n=572967, sd=28}
Bxg2 {+0.67/19 0.650s, n=428575, sd=24}
38. Kd2 {-0.65/18 0.700s, n=553350, sd=23}
Kd7 {+0.65/18 0.545s, n=398640, sd=23}
39. Kd3 {-0.65/19 0.912s, n=747321, sd=25}
Bxh3 {+0.66/17 0.747s, n=450192, sd=30}
40. Kd4 {-0.64/17 0.523s, n=380969, sd=24}
Bf1 {+0.66/19 1.231s, n=926324, sd=29}
41. Ke5 {-0.66/18 0.965s, n=751352, sd=28}
Bd3 {+0.69/18 1.172s, n=987079, sd=24}
42. a3 {-0.64/19 1.036s, n=1014958, sd=23} c5 {+0.65/17 0.892s, n=834089, sd=22}
43. Kd5 {-0.60/19 0.791s, n=770671, sd=28}
Bc2 {+0.62/17 0.511s, n=300273, sd=23} 44. b4 {-0.60/19 0.538s, n=520182, sd=27}
cxb4 {+0.60/19 0.532s, n=406809, sd=25}
45. axb4 {-0.59/20 0.502s, n=455358, sd=25}
Bd1 {+0.60/18 0.561s, n=467608, sd=22} 46. e4 {-0.60/19 0.603s, n=592645, sd=21}
Bf3 {+0.60/20 0.666s, n=645439, sd=24}
47. Ke5 {-0.61/19 0.644s, n=644258, sd=24}
Be2 {+0.61/19 0.696s, n=558633, sd=23}
48. Kd5 {-0.62/20 0.886s, n=566224, sd=25}
Bg4 {+0.61/20 1.116s, n=990051, sd=25}
49. Bf6 {-0.61/18 0.861s, n=510776, sd=23}
Bh3 {+0.61/18 0.580s, n=358910, sd=22}
50. Bd4 {-0.62/19 0.692s, n=480195, sd=25}
Bg2 {+0.61/20 0.835s, n=708908, sd=25}
51. Bf6 {-0.62/21 0.435s, n=373236, sd=26}
Bf3 {+0.63/20 0.490s, n=306617, sd=23}
52. Ke5 {-0.61/19 0.417s, n=386083, sd=23}
Kc6 {+0.63/22 0.775s, n=753826, sd=26}
53. Bd8 {-0.62/21 0.638s, n=647082, sd=25}
Be2 {+0.63/20 0.361s, n=233034, sd=23} 54. c5 {-0.62/22 0.666s, n=659954, sd=28}
Kb5 {+0.71/18 0.528s, n=425922, sd=25}
55. Be7 {-0.74/19 1.045s, n=696428, sd=23}
g5 {+0.79/19 1.190s, n=1200441, sd=26}
56. Kf5 {-0.82/18 0.864s, n=785888, sd=26} g4 {+0.85/19 0.562s, n=367140, sd=25}
57. Kf4 {-0.92/20 0.604s, n=568319, sd=26}
Kc4 {+0.97/19 0.616s, n=622304, sd=28}
58. Kg3 {-0.95/18 0.727s, n=460463, sd=29}
Bd1 {+1.04/19 0.812s, n=584764, sd=30}
59. Bd6 {-1.03/18 0.893s, n=581898, sd=31}
Ba4 {+1.02/20 0.483s, n=457004, sd=27} 60. c6 {-1.01/21 1.001s, n=902280, sd=33}
Bxc6 {+1.03/20 0.293s, n=316764, sd=26}
61. Kxg4 {-1.02/21 0.316s, n=344772, sd=31}
Bxe4 {+1.04/21 0.564s, n=625611, sd=27}
62. Kf4 {-1.00/20 0.354s, n=339594, sd=24}
Bh7 {+1.04/20 0.417s, n=443309, sd=24}
63. Ke3 {-1.02/21 0.713s, n=792622, sd=26} f5 {+1.03/21 0.615s, n=671691, sd=29}
64. Kd2 {-1.00/22 0.868s, n=906103, sd=27}
Bg6 {+1.11/20 0.702s, n=719455, sd=26}
65. Ke3 {-1.02/19 0.366s, n=376546, sd=23} b6 {+1.13/19 0.344s, n=371320, sd=28}
66. Kd2 {-1.02/21 0.813s, n=866361, sd=26}
Kb3 {+1.14/20 0.539s, n=552041, sd=30}
67. Bc7 {-1.13/18 0.619s, n=674125, sd=28}
Kxb4 {+1.15/18 0.341s, n=229521, sd=26}
68. Bxb6 {-1.23/17 0.524s, n=512745, sd=27}
a5 {+1.25/18 0.686s, n=654246, sd=25} 69. Be3 {-1.24/18 0.786s, n=859517, sd=26}
a4 {+1.29/20 0.338s, n=359077, sd=27} 70. Bf4 {-1.27/18 0.483s, n=503201, sd=24}
Kb3 {+1.27/20 0.382s, n=382072, sd=28}
71. Kc1 {-1.31/19 0.479s, n=532963, sd=25}
Kc3 {+1.38/20 0.655s, n=728544, sd=29}
72. Bd6 {-1.30/19 0.407s, n=433795, sd=29}
Bh5 {+1.37/21 0.428s, n=470974, sd=32}
73. Be5+ {-1.37/20 0.495s, n=547683, sd=29}
Kd3 {+1.36/22 0.352s, n=365361, sd=27}
74. Bd6 {-1.36/21 0.362s, n=409683, sd=31}
Bf3 {+1.36/22 0.607s, n=682391, sd=30}
75. Bf4 {-1.35/21 0.653s, n=722658, sd=28}
Bd5 {+1.38/21 0.573s, n=637463, sd=28}
76. Bd6 {-1.38/21 0.457s, n=511064, sd=29}
Bc6 {+1.38/22 0.623s, n=694317, sd=35}
77. Kd1 {-1.38/20 0.430s, n=469489, sd=28}
Ke4 {+1.38/20 0.481s, n=531206, sd=26}
78. Kd2 {-1.40/20 0.494s, n=548077, sd=27} f4 {+1.38/21 0.424s, n=464149, sd=27}
79. Bc5 {-1.42/19 0.488s, n=530880, sd=25}
Bd5 {+1.38/22 0.571s, n=641991, sd=28}
80. Bd6 {-1.46/21 0.687s, n=769496, sd=28} f3 {+1.39/21 0.442s, n=495286, sd=26}
81. Bc5 {-1.45/21 0.310s, n=342031, sd=26}
Ba2 {+1.63/22 1.471s, n=1620643, sd=29}
82. Ke1 {-1.48/21 0.422s, n=479735, sd=26}
Kd3 {+1.73/19 0.440s, n=508967, sd=28}
83. Be7 {-1.99/20 0.891s, n=985375, sd=30}
Bd5 {+2.13/19 1.699s, n=1831679, sd=32}
84. Bc5 {-2.13/19 0.617s, n=683685, sd=28}
Kc2 {+2.66/17 0.592s, n=609479, sd=30}
85. Bd6 {-2.31/19 1.533s, n=1685842, sd=30}
Kb3 {+2.92/19 1.208s, n=1204657, sd=31}
86. Be5 {-2.68/18 1.320s, n=1319514, sd=33}
a3 {+2.87/18 0.408s, n=394801, sd=30} 87. Kf2 {-2.82/17 0.642s, n=526307, sd=28}
Ka2 {+2.96/19 0.414s, n=373012, sd=29}
88. Ke3 {-2.85/18 0.450s, n=319930, sd=27}
Kb1 {+3.11/20 0.246s, n=213649, sd=26}
89. Kf2 {-3.02/19 0.393s, n=314411, sd=27} a2 {+3.36/18 0.309s, n=304160, sd=33}
90. Ke3 {-3.24/18 0.567s, n=415029, sd=27}
a1=Q {+3.73/18 0.510s, n=333092, sd=32}
91. Bxa1 {-3.70/16 0.310s, n=206385, sd=31}
Kxa1 {+3.75/17 0.285s, n=198680, sd=28}
92. Kd4 {-3.72/17 0.521s, n=453332, sd=30} f2 {+3.78/20 0.300s, n=219535, sd=30}
93. Kxd5 {-3.72/19 0.269s, n=300320, sd=33}
f1=Q {+3.77/18 0.363s, n=376814, sd=30}
94. Kd4 {-3.82/18 0.557s, n=412069, sd=35}
Qg1+ {+4.03/19 1.262s, n=1573660, sd=36}
95. Ke5 {-3.82/18 0.691s, n=597333, sd=33}
Qg6 {+4.13/17 0.500s, n=574370, sd=34}
96. Kd5 {-3.94/17 0.408s, n=492894, sd=31}
Kb1 {+4.21/19 0.474s, n=614907, sd=34}
97. Ke5 {-3.96/20 0.354s, n=452976, sd=35}
Kb2 {+4.32/18 0.417s, n=542669, sd=38}
98. Kd5 {-3.96/20 0.296s, n=378476, sd=37}
Qf6 {+4.42/16 1.500s, n=1948681, sd=58}
99. Kc5 {-3.97/19 0.285s, n=381092, sd=27, Black disconnects} 1-0