[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.11"]
[Round "8"]
[White "Yukari-dev"]
[Black "Yukari-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "r1bqkbnr/pp2p2p/2n2p2/3p4/3P2p1/4BN2/PPP1BPPP/RN1QK2R w KQkq - 0 8"]
[GameDuration "00:02:20"]
[GameStartTime "2026-06-11T02:23:26 +0000"]
[GameEndTime "2026-06-11T02:25:48 +0000"]
[PlyCount "144"]
[Termination "abandoned"]
[TimeControl "41.82+0.42"]

8. Nh4 {+0.91/13 1.425s, n=723017, sd=29} f5 {-0.90/14 1.775s, n=1126201, sd=34}
9. g3 {+0.91/15 1.374s, n=862448, sd=23} Bg7 {-0.92/14 1.180s, n=713701, sd=21}
10. h3 {+1.09/14 2.286s, n=1395249, sd=24}
Nf6 {-0.95/13 2.297s, n=1354719, sd=26}
11. hxg4 {+1.05/14 0.990s, n=622484, sd=25}
fxg4 {-1.08/13 1.087s, n=646898, sd=23}
12. Nc3 {+1.00/14 1.498s, n=909952, sd=25}
Bd7 {-1.05/13 1.015s, n=511610, sd=28}
13. Qd2 {+1.02/14 1.173s, n=615029, sd=25}
Qa5 {-1.07/15 3.794s, n=2165049, sd=29}
14. Bd3 {+0.99/13 1.594s, n=939131, sd=28}
e6 {-1.09/14 1.990s, n=1185760, sd=29} 15. a3 {+1.03/13 1.739s, n=990115, sd=25}
a6 {-1.05/12 1.102s, n=548158, sd=30}
16. O-O-O {+1.27/12 0.943s, n=361490, sd=25}
b5 {-1.05/13 1.601s, n=970309, sd=29} 17. Bh6 {+1.03/13 0.814s, n=456366, sd=27}
Bxh6 {-0.82/12 0.991s, n=413067, sd=27}
18. Qxh6 {+1.08/13 1.062s, n=714114, sd=30}
Rf8 {-0.98/13 1.158s, n=783220, sd=29}
19. Bxh7 {+0.92/13 1.422s, n=806119, sd=35}
Nxh7 {-1.07/13 1.201s, n=805356, sd=33}
20. Qg6+ {+1.58/13 1.936s, n=1305821, sd=31}
Kd8 {-1.05/14 1.781s, n=1290997, sd=37}
21. Qxh7 {+1.17/14 1.268s, n=929562, sd=33}
b4 {-1.35/13 3.226s, n=1999565, sd=28}
22. axb4 {+1.26/13 2.181s, n=1556039, sd=32}
Qa1+ {-1.16/12 0.790s, n=529018, sd=31}
23. Nb1 {+1.23/13 1.000s, n=712353, sd=30}
Nxb4 {-0.94/13 0.889s, n=629045, sd=30}
24. Ng6 {+0.97/14 1.078s, n=743760, sd=31}
Re8 {-0.83/15 1.508s, n=885220, sd=30}
25. Ne5 {+1.32/14 1.583s, n=635287, sd=27}
Ra7 {-1.06/15 0.687s, n=363668, sd=28}
26. Nd3 {+1.20/14 1.419s, n=695474, sd=34}
Rb7 {-1.07/12 1.481s, n=1034081, sd=28}
27. Nxb4 {+1.11/14 0.739s, n=317520, sd=33}
Rxb4 {-1.12/14 0.958s, n=678774, sd=33}
28. b3 {+1.10/15 0.668s, n=450797, sd=32}
Rxd4 {-1.13/15 1.660s, n=817098, sd=33}
29. Rd3 {+1.21/17 1.708s, n=1187305, sd=36}
Rxd3 {-1.09/15 0.694s, n=503578, sd=31}
30. Qxd3 {+1.19/17 0.758s, n=544017, sd=33}
Rf8 {-1.10/15 1.252s, n=879099, sd=30}
31. Qe3 {+1.13/16 0.592s, n=310416, sd=38}
Qg7 {-1.15/13 0.968s, n=609316, sd=27}
32. Qb6+ {+1.17/16 6.624s, n=4755273, sd=36}
Ke7 {-1.11/13 1.038s, n=740263, sd=31}
33. Rh4 {+1.32/14 0.819s, n=594543, sd=32}
Ke8 {-1.24/14 1.350s, n=983473, sd=39}
34. Qb8+ {+1.36/14 0.946s, n=720256, sd=35}
Kf7 {-1.28/15 0.600s, n=444800, sd=49}
35. Qb4 {+1.38/15 0.907s, n=662025, sd=31}
Rh8 {-1.30/16 1.012s, n=771823, sd=36}
36. Qd6 {+1.17/14 1.358s, n=1033911, sd=34}
Be8 {-1.16/14 1.767s, n=1348471, sd=36}
37. Qf4+ {+1.19/14 0.823s, n=624791, sd=36}
Ke7 {-1.27/14 0.825s, n=622450, sd=29}
38. Qb4+ {+1.35/15 1.452s, n=1064726, sd=33}
Kd8 {-1.34/15 1.182s, n=891033, sd=34}
39. Rxh8 {+1.28/14 1.024s, n=778257, sd=28}
Qxh8 {-1.31/14 0.500s, n=369804, sd=27}
40. Qxg4 {+1.27/15 1.088s, n=827512, sd=36}
Qe5 {-1.24/15 1.287s, n=967187, sd=28}
41. Qh4+ {+1.29/12 0.660s, n=489399, sd=26}
Kd7 {-1.34/14 0.842s, n=632047, sd=31}
42. Qh7+ {+1.28/14 1.522s, n=1177622, sd=31}
Kd8 {-1.25/16 1.671s, n=1317688, sd=37}
43. Qa7 {+1.27/15 0.436s, n=343963, sd=33}
Qe1+ {-1.33/14 0.983s, n=771550, sd=38}
44. Kb2 {+1.30/15 0.728s, n=570194, sd=35}
Qe5+ {-1.33/14 0.591s, n=472067, sd=35}
45. Nc3 {+1.33/15 0.497s, n=393400, sd=31} d4 {-1.39/13 0.469s, n=367304, sd=29}
46. Qa8+ {+1.37/15 0.872s, n=698002, sd=44}
Ke7 {-1.38/14 0.865s, n=552218, sd=37}
47. Ne4 {+1.36/15 0.473s, n=367968, sd=34}
d3+ {-1.38/15 0.675s, n=520036, sd=38} 48. c3 {+1.41/15 0.555s, n=369938, sd=28}
Bg6 {-1.40/16 0.835s, n=576379, sd=38}
49. Qb7+ {+1.38/15 0.480s, n=382938, sd=38}
Ke8 {-1.36/15 0.421s, n=323212, sd=39} 50. f3 {+1.40/16 0.969s, n=816245, sd=32}
Bxe4 {-1.50/15 0.616s, n=502851, sd=36}
51. Qxe4 {+1.38/15 0.340s, n=221305, sd=28}
Qd6 {-1.43/16 0.691s, n=493717, sd=39}
52. Qa4+ {+1.32/15 0.823s, n=698176, sd=37}
Kf7 {-1.45/16 0.448s, n=372033, sd=34}
53. Qd4 {+1.33/17 0.378s, n=321838, sd=37}
Qxg3 {-1.35/16 0.335s, n=275438, sd=29}
54. Qxd3 {+1.32/17 0.943s, n=794335, sd=35}
Qf2+ {-1.37/15 0.555s, n=435400, sd=31}
55. Ka3 {+1.38/17 0.758s, n=665303, sd=31}
Ke7 {-1.27/15 0.536s, n=461760, sd=29}
56. b4 {+1.29/16 1.883s, n=1611846, sd=34}
Qe1 {-1.33/14 0.774s, n=480940, sd=30}
57. Kb3 {+1.47/15 0.692s, n=585777, sd=35}
Qc1 {-1.45/15 0.446s, n=391717, sd=30} 58. c4 {+1.45/13 0.371s, n=333117, sd=36}
Ke8 {-1.44/16 0.813s, n=708085, sd=36} 59. c5 {+1.43/15 0.708s, n=614706, sd=28}
a5 {-1.45/14 0.346s, n=305285, sd=27}
60. bxa5 {+1.50/15 0.673s, n=594559, sd=29}
Qxc5 {-1.49/14 0.403s, n=357605, sd=26}
61. a6 {+1.49/14 0.430s, n=372533, sd=29}
Qa5 {-1.55/14 1.626s, n=1354146, sd=34}
62. Qg6+ {+1.98/12 0.436s, n=338828, sd=31}
Kd7 {-1.94/14 0.466s, n=398887, sd=30}
63. Qg7+ {+2.29/15 0.578s, n=498226, sd=25}
Kd6 {-2.63/17 1.334s, n=1141413, sd=32}
64. Qd4+ {+2.86/17 0.509s, n=473117, sd=36}
Kc7 {-3.25/19 0.293s, n=302616, sd=33}
65. Qa7+ {+2.80/17 0.389s, n=353716, sd=39}
Kd6 {-3.38/19 1.396s, n=1277568, sd=35}
66. Qb8+ {+2.93/19 0.245s, n=232229, sd=32}
Kd7 {-3.01/17 0.503s, n=499107, sd=37}
67. Qb7+ {+2.88/17 1.120s, n=1001244, sd=39}
Qc7 {-2.50/14 0.336s, n=286534, sd=36}
68. Qxc7+ {+3.71/19 0.265s, n=264550, sd=34}
Kxc7 {-3.61/19 0.210s, n=214819, sd=37}
69. Kc4 {+3.76/21 0.347s, n=264408, sd=35} e5 {-3.81/25 0.926s, n=928618, sd=45}
70. Kd5 {+3.75/19 0.212s, n=90669, sd=32} e4 {-3.81/26 0.697s, n=750141, sd=41}
71. Kxe4 {+3.73/23 0.235s, n=251710, sd=36}
Kb6 {-3.87/21 0.188s, n=199366, sd=35}
72. Kf5 {+3.72/25 1.093s, n=1274988, sd=48}
Kxa6 {-3.84/22 0.246s, n=321659, sd=37}
73. Kf6 {+3.96/23 0.388s, n=454331, sd=40}
Kb5 {-3.84/21 0.372s, n=394561, sd=36} 74. f4 {+3.95/22 0.360s, n=279954, sd=34}
Kc4 {-3.86/22 0.280s, n=311349, sd=37}
75. Ke7 {+4.09/22 0.554s, n=630671, sd=42}
Kd3 {-3.92/22 0.406s, n=501013, sd=37} 76. f5 {+4.09/20 0.361s, n=479890, sd=38}
Ke4 {-3.98/18 0.368s, n=460921, sd=35} 77. f6 {+4.26/20 0.271s, n=316869, sd=42}
Kd5 {-3.93/16 0.278s, n=380861, sd=31} 78. f7 {+4.25/17 0.267s, n=360851, sd=38}
Kd4 {-4.05/18 0.450s, n=619302, sd=35}
79. f8=Q {+4.32/15 0.974s, n=1303552, sd=51}
Kc3 {-4.05/15 0.281s, n=230217, sd=27, White disconnects} 0-1