[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.11"]
[Round "65"]
[White "Yukari-dev"]
[Black "Yukari-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "rnbqkbnr/pp3pp1/2p1p2p/8/3Pp3/2N2N1P/PPP2PP1/R1BQKB1R w KQkq - 0 6"]
[GameDuration "00:02:08"]
[GameStartTime "2026-06-11T14:49:07 +0100"]
[GameEndTime "2026-06-11T14:51:16 +0100"]
[PlyCount "240"]
[Termination "abandoned"]
[TimeControl "29.86+0.3"]

6. Nxe4 {+1.17/14 0.992s, n=880351, sd=25}
Nd7 {-1.18/15 1.927s, n=1726390, sd=29}
7. Bd3 {+1.09/14 1.943s, n=1731036, sd=24}
Ngf6 {-1.20/14 0.711s, n=630815, sd=29}
8. Nxf6+ {+1.15/13 0.730s, n=647408, sd=30}
Nxf6 {-1.19/14 0.669s, n=591317, sd=26}
9. O-O {+1.03/16 5.995s, n=5378920, sd=32}
Bd6 {-1.15/15 0.773s, n=673614, sd=23}
10. Re1 {+1.02/13 0.564s, n=474588, sd=27}
O-O {-1.11/13 0.934s, n=778309, sd=24}
11. Ne5 {+1.13/14 0.869s, n=757104, sd=31}
Bd7 {-1.20/15 1.170s, n=969443, sd=23}
12. Qf3 {+1.11/12 0.617s, n=515958, sd=22}
Be8 {-1.25/13 1.137s, n=946150, sd=28}
13. Ng4 {+1.44/14 1.790s, n=1581746, sd=25}
Nxg4 {-1.49/13 0.577s, n=537107, sd=30}
14. hxg4 {+1.45/13 0.493s, n=457876, sd=27}
Bd7 {-1.29/14 0.880s, n=825295, sd=33} 15. g5 {+1.30/13 0.761s, n=724313, sd=31}
hxg5 {-1.30/14 0.925s, n=849345, sd=29}
16. Qh5 {+1.33/14 0.967s, n=950171, sd=35} f5 {-1.48/14 0.812s, n=744492, sd=27}
17. Bxg5 {+1.34/14 0.405s, n=389820, sd=28}
Qe8 {-1.41/15 0.864s, n=806416, sd=29}
18. Qh4 {+1.41/14 1.018s, n=981959, sd=29}
Qg6 {-1.52/15 1.247s, n=1185724, sd=34}
19. Bf4 {+1.35/15 1.089s, n=1040902, sd=33}
Bxf4 {-1.42/14 0.817s, n=748270, sd=24}
20. Qxf4 {+1.31/13 0.599s, n=561004, sd=23}
Qf6 {-1.35/14 0.958s, n=936155, sd=30}
21. Re3 {+1.21/13 1.098s, n=1077816, sd=28}
Rae8 {-1.46/14 1.861s, n=1759562, sd=31}
22. Rae1 {+1.52/14 1.429s, n=1369003, sd=29}
Rf7 {-1.44/14 1.121s, n=1080744, sd=25}
23. Rh3 {+1.51/14 1.117s, n=1108814, sd=33}
g5 {-1.61/13 0.756s, n=718577, sd=30}
24. Qd6 {+1.27/13 1.837s, n=1864648, sd=37}
Kg7 {-1.61/12 0.796s, n=761078, sd=27}
25. Qg3 {+1.32/14 2.599s, n=2694251, sd=33}
Rg8 {-1.48/12 0.847s, n=821025, sd=26} 26. c3 {+1.60/13 0.608s, n=638640, sd=34}
f4 {-1.69/14 0.909s, n=909896, sd=24} 27. Qh2 {+1.51/14 0.531s, n=537368, sd=29}
g4 {-1.44/16 1.130s, n=1138249, sd=35}
28. Rh5 {+1.52/15 0.963s, n=1013959, sd=28}
Kf8 {-1.42/14 0.578s, n=576154, sd=32} 29. g3 {+1.51/14 0.396s, n=386709, sd=26}
Ke8 {-1.39/16 0.435s, n=427091, sd=26}
30. Rf5 {+1.45/14 0.467s, n=482299, sd=29}
Qg6 {-1.38/16 0.581s, n=634367, sd=28}
31. Rxf7 {+1.50/14 0.420s, n=432288, sd=30}
Qxf7 {-1.32/16 0.403s, n=426353, sd=27}
32. gxf4 {+1.33/14 0.679s, n=742530, sd=30}
g3 {-1.57/16 2.581s, n=2718772, sd=32}
33. Qh4 {+1.55/15 1.011s, n=1101468, sd=29}
Qe7 {-1.63/15 1.202s, n=1351277, sd=29}
34. Qh6 {+1.51/16 1.928s, n=2005615, sd=30}
gxf2+ {-1.48/15 0.735s, n=755184, sd=28}
35. Kxf2 {+1.49/15 0.392s, n=407369, sd=26}
Qf8 {-1.58/15 0.851s, n=873796, sd=23}
36. Rh1 {+1.55/13 0.444s, n=542696, sd=26}
Qxh6 {-1.46/15 0.725s, n=885004, sd=25}
37. Rxh6 {+1.43/13 0.506s, n=635712, sd=23}
b6 {-1.34/16 1.413s, n=1760752, sd=28}
38. Kf3 {+1.42/14 0.429s, n=552802, sd=23}
Ke7 {-1.18/14 0.501s, n=615489, sd=21}
39. Rh7+ {+1.22/14 0.319s, n=393504, sd=30}
Kd8 {-1.18/14 0.553s, n=670521, sd=28}
40. Bf1 {+1.23/14 0.608s, n=775079, sd=28} a5 {-1.05/16 0.782s, n=970012, sd=24}
41. a3 {+1.07/14 0.689s, n=825719, sd=21} b5 {-1.05/17 0.608s, n=742947, sd=21}
42. Rh6 {+1.04/13 0.492s, n=606533, sd=20} a4 {-1.05/16 0.492s, n=575807, sd=23}
43. Bg2 {+1.06/18 0.605s, n=746138, sd=22}
Ke7 {-1.07/18 0.450s, n=527384, sd=21}
44. Rh5 {+1.07/19 0.386s, n=431675, sd=25}
Kd6 {-1.08/19 0.284s, n=313858, sd=24}
45. Rg5 {+1.08/18 0.180s, n=206605, sd=22}
Rf8 {-1.09/20 0.346s, n=390982, sd=23}
46. Kg3 {+1.05/17 0.225s, n=271168, sd=22}
Ke7 {-1.07/19 0.499s, n=577276, sd=21}
47. Bf3 {+1.05/16 0.239s, n=280200, sd=21}
Kd6 {-1.08/19 0.413s, n=472653, sd=26}
48. Bg4 {+1.06/17 0.454s, n=533610, sd=23}
Be8 {-1.08/18 0.307s, n=358510, sd=23}
49. Be2 {+1.03/17 0.193s, n=221527, sd=21}
Rh8 {-1.07/19 0.314s, n=365775, sd=23}
50. Bf3 {+1.04/18 0.255s, n=290196, sd=25}
Rf8 {-1.06/20 0.414s, n=483747, sd=23}
51. Bg2 {+1.02/20 0.467s, n=534080, sd=25}
Bd7 {-1.05/20 0.681s, n=796181, sd=27}
52. Be4 {+1.02/17 0.342s, n=397265, sd=26}
Be8 {-1.04/19 0.269s, n=322872, sd=26}
53. Kf3 {+1.02/19 0.284s, n=348742, sd=22}
Rh8 {-1.04/19 0.290s, n=303661, sd=24}
54. Ke3 {+1.02/18 0.492s, n=583793, sd=30}
Rh4 {-1.06/17 0.390s, n=400018, sd=22}
55. Bf3 {+1.02/18 0.251s, n=286990, sd=27}
Rh2 {-1.03/18 0.283s, n=314844, sd=23}
56. Bg2 {+1.02/18 0.191s, n=214133, sd=25}
Rh8 {-1.06/21 0.412s, n=476767, sd=28}
57. Kf3 {+1.03/20 0.270s, n=323596, sd=23}
Bh5+ {-1.03/17 0.328s, n=374902, sd=26}
58. Kg3 {+1.03/17 0.232s, n=272503, sd=25}
Be8 {-1.04/17 0.427s, n=472540, sd=24}
59. Be4 {+1.04/18 0.311s, n=357560, sd=25}
Rf8 {-1.03/19 0.432s, n=473429, sd=25}
60. Bf3 {+1.02/17 0.291s, n=341508, sd=24}
Rh8 {-1.03/18 0.274s, n=321283, sd=25}
61. Re5 {+1.02/17 0.258s, n=306711, sd=27}
Bf7 {-1.02/18 0.302s, n=354200, sd=24}
62. Rc5 {+1.02/18 0.177s, n=214476, sd=21}
Be8 {-1.03/20 0.376s, n=424722, sd=24}
63. Rg5 {+0.99/17 0.212s, n=223704, sd=25}
Bf7 {-1.01/18 0.326s, n=354005, sd=27}
64. Re5 {+1.01/17 0.364s, n=402023, sd=24}
Rg8+ {-1.01/18 0.408s, n=457948, sd=24}
65. Kf2 {+0.99/17 0.302s, n=361746, sd=25}
Be8 {-1.01/19 0.306s, n=348505, sd=23}
66. Rg5 {+1.00/18 0.314s, n=362739, sd=28}
Rh8 {-1.02/20 0.272s, n=319457, sd=24}
67. Be4 {+0.98/18 0.284s, n=319877, sd=26}
Rh2+ {-1.02/19 0.362s, n=403670, sd=26}
68. Bg2 {+0.97/18 0.242s, n=273969, sd=24}
Rh8 {-1.00/18 0.316s, n=367990, sd=29}
69. Kg3 {+0.98/19 0.326s, n=386179, sd=25}
Bd7 {-1.01/19 0.283s, n=326971, sd=28}
70. Bf3 {+0.98/18 0.413s, n=474189, sd=29}
Be8 {-1.00/18 0.349s, n=405493, sd=26}
71. Rc5 {+0.98/19 0.546s, n=641862, sd=26}
Rf8 {-1.00/18 0.264s, n=301519, sd=24}
72. Re5 {+0.98/18 0.248s, n=278087, sd=23}
Rh8 {-1.01/20 0.464s, n=531636, sd=26}
73. Bg2 {+0.97/17 0.215s, n=251842, sd=24}
Bf7 {-1.00/20 0.547s, n=626071, sd=26}
74. Rc5 {+0.97/17 0.266s, n=313942, sd=26}
Be8 {-0.99/20 0.512s, n=580550, sd=28}
75. Re5 {+0.99/17 0.323s, n=366026, sd=24}
Rh7 {-0.99/18 0.305s, n=351559, sd=23}
76. Rg5 {+0.95/17 0.578s, n=667351, sd=26}
Rh8 {-0.97/19 0.368s, n=429889, sd=29}
77. Rc5 {+0.94/17 0.350s, n=409670, sd=24}
Rf8 {-0.98/20 0.439s, n=503316, sd=27}
78. Kf3 {+0.96/18 0.365s, n=428920, sd=31}
Bd7 {-0.99/20 0.723s, n=814424, sd=27}
79. Rg5 {+0.92/18 0.580s, n=660437, sd=27}
Be8 {-0.97/19 0.295s, n=337488, sd=24}
80. Bh3 {+0.94/19 0.671s, n=782678, sd=24}
Rf6 {-0.99/19 0.567s, n=638724, sd=27}
81. Rc5 {+0.96/18 0.331s, n=386031, sd=27}
Rh6 {-0.99/20 0.447s, n=498803, sd=25}
82. Kg3 {+0.95/17 0.173s, n=180976, sd=21}
Bd7 {-0.99/19 0.347s, n=391420, sd=25}
83. Bg2 {+0.95/19 0.407s, n=477268, sd=26}
Be8 {-0.99/19 0.266s, n=302833, sd=27} 84. c4 {+0.97/16 0.431s, n=483692, sd=26}
Rg6+ {-1.02/14 0.534s, n=553459, sd=27}
85. Kf2 {+1.01/16 0.430s, n=491760, sd=26}
Rg4 {-1.03/16 0.438s, n=453753, sd=25}
86. Kf3 {+1.00/14 0.217s, n=255718, sd=32}
Rh4 {-1.04/16 0.403s, n=436411, sd=30}
87. Kg3 {+1.02/15 0.317s, n=363176, sd=27}
Rh8 {-1.06/15 0.314s, n=360674, sd=26}
88. cxb5 {+1.11/16 0.321s, n=357524, sd=25}
cxb5 {-1.05/16 0.211s, n=237722, sd=32}
89. Rc8 {+1.00/15 0.218s, n=251748, sd=29}
Kd7 {-0.99/16 0.527s, n=603300, sd=31}
90. Rb8 {+1.11/15 0.373s, n=427591, sd=28}
Kc7 {-0.93/15 0.662s, n=740389, sd=34}
91. Rb7+ {+1.12/15 0.233s, n=284499, sd=36}
Kd6 {-0.92/16 0.512s, n=613998, sd=35}
92. Rb6+ {+0.92/13 0.305s, n=358069, sd=31}
Ke7 {-0.92/16 0.214s, n=246963, sd=28}
93. Bh3 {+0.95/14 0.404s, n=457111, sd=25}
Bd7 {-0.87/13 0.272s, n=311800, sd=33} 94. d5 {+1.04/16 0.627s, n=776769, sd=31}
exd5 {-1.04/14 0.198s, n=238002, sd=31}
95. f5 {+1.01/14 0.212s, n=237873, sd=25} Rf8 {-1.06/15 0.510s, n=620038, sd=31}
96. f6+ {+1.07/17 0.186s, n=249964, sd=26}
Rxf6 {-1.12/20 0.214s, n=292025, sd=31}
97. Rxf6 {+1.09/20 0.193s, n=270364, sd=29}
Bxh3 {-1.16/19 0.157s, n=213449, sd=27}
98. Rb6 {+1.11/20 0.202s, n=273624, sd=26}
Bf1 {-1.24/19 0.165s, n=223030, sd=23}
99. Kf4 {+1.32/20 0.406s, n=549871, sd=27}
Kd7 {-1.31/21 0.282s, n=377227, sd=29}
100. Ke5 {+1.36/20 0.199s, n=267312, sd=29}
Bc4 {-1.41/19 0.341s, n=450328, sd=28}
101. Kd4 {+1.34/18 0.177s, n=224336, sd=25}
Kc7 {-1.50/19 0.282s, n=384931, sd=31}
102. Rh6 {+1.45/19 0.327s, n=461828, sd=35}
Kb7 {-1.65/17 0.186s, n=257748, sd=28}
103. Kc5 {+1.50/20 0.184s, n=204848, sd=29}
Ka7 {-1.64/19 0.279s, n=360476, sd=31}
104. Rh7+ {+1.97/15 0.388s, n=533207, sd=29}
Ka6 {-1.76/17 0.234s, n=323631, sd=28}
105. Rd7 {+2.34/16 0.248s, n=337787, sd=34}
Bb3 {-2.39/16 0.359s, n=473201, sd=26}
106. Rd6+ {+2.39/17 0.228s, n=313333, sd=32}
Kb7 {-2.50/18 0.270s, n=352568, sd=31}
107. Kxb5 {+2.62/17 0.600s, n=843945, sd=27}
Ka7 {-2.68/19 0.392s, n=530752, sd=30}
108. Rd7+ {+2.90/17 0.331s, n=453406, sd=32}
Kb8 {-2.68/18 0.301s, n=404971, sd=27}
109. Kc6 {+2.79/23 0.280s, n=393899, sd=32}
Kc8 {-2.75/21 0.175s, n=237371, sd=33}
110. Rb7 {+2.77/22 0.197s, n=284475, sd=32}
Kd8 {-2.87/21 0.180s, n=223079, sd=30}
111. Kd6 {+2.79/24 0.160s, n=252512, sd=29}
Ke8 {-2.80/23 0.885s, n=1201397, sd=39}
112. Rb8+ {+2.90/26 0.168s, n=250569, sd=34}
Kf7 {-2.78/19 0.198s, n=265511, sd=30}
113. Rxb3 {+2.88/27 0.122s, n=193574, sd=31}
axb3 {-2.98/27 0.128s, n=195183, sd=35}
114. Kxd5 {+2.89/27 0.108s, n=161961, sd=32}
Ke7 {-3.02/27 0.122s, n=187357, sd=35}
115. a4 {+2.96/28 0.183s, n=304165, sd=35}
Kd7 {-3.01/29 0.152s, n=227136, sd=35}
116. Kd4 {+3.01/30 0.122s, n=201251, sd=37}
Kc7 {-3.02/30 0.189s, n=248497, sd=37}
117. Kc3 {+3.04/30 0.284s, n=462659, sd=38}
Kb6 {-3.02/29 0.108s, n=169546, sd=37}
118. Kc4 {+3.19/28 0.176s, n=276732, sd=39}
Ka6 {-3.02/29 0.137s, n=205353, sd=36}
119. Kxb3 {+3.10/30 0.403s, n=601004, sd=49}
Ka5 {-3.03/27 0.188s, n=262562, sd=35}
120. Kc4 {+3.73/24 0.146s, n=240598, sd=34}
Kb6 {-3.74/26 0.565s, n=874528, sd=41}
121. Kd5 {+3.75/26 1.041s, n=1740877, sd=46}
Ka5 {-3.77/22 0.199s, n=319916, sd=39}
122. Kc5 {+4.01/23 0.303s, n=485134, sd=47}
Kxa4 {-3.80/22 0.248s, n=378190, sd=39}
123. b4 {+4.47/23 0.337s, n=587067, sd=48}
Kb3 {-3.78/22 0.255s, n=420091, sd=39}
124. b5 {+4.57/19 0.195s, n=342533, sd=50}
Kc3 {-3.80/22 0.294s, n=438352, sd=37}
125. b6 {+4.57/16 0.326s, n=526133, sd=44}
Kd2 {-3.83/19 0.232s, n=383450, sd=33, White disconnects} 0-1