[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.09.27"]
[Round "30"]
[White "Solstice-dev"]
[Black "Solstice-base"]
[Result "1-0"]
[EngineWhiteName "Solstice"]
[EngineWhiteAuthor "the Solstice developers"]
[EngineBlackName "Solstice"]
[EngineBlackAuthor "the Solstice developers"]
[SetUp "1"]
[FEN "rnbqr3/pp2pkbp/2pp1np1/3P1p2/2P4P/2N3PN/PP2PPB1/R1BQK2R w KQ - 0 9"]
[GameDuration "00:01:16"]
[GameStartTime "2026-09-27T23:10:22 +0800"]
[GameEndTime "2026-09-27T23:11:38 +0800"]
[PlyCount "143"]
[Termination "abandoned"]
[TimeControl "4.67+0.05"]

9. O-O {+1.23/10 0.217s, n=364917, sd=0} Kg8 {-1.00/9 0.199s, n=387084, sd=0}
10. Nf4 {+1.34/9 0.763s, n=215637, sd=0} cxd5 {-1.12/10 0.368s, n=695307, sd=0}
11. cxd5 {+1.35/9 0.170s, n=263212, sd=0} Bd7 {-1.06/10 0.343s, n=515945, sd=0}
12. e4 {+1.63/11 0.259s, n=391765, sd=0} fxe4 {-1.10/11 0.174s, n=305353, sd=0}
13. Nxe4 {+1.70/12 0.233s, n=382513, sd=0}
Nxe4 {-1.31/12 0.374s, n=708075, sd=0}
14. Bxe4 {+1.70/12 0.359s, n=493819, sd=0} Na6 {-1.34/11 0.218s, n=449861, sd=0}
15. Ne6 {+1.71/11 0.278s, n=397872, sd=0} Bxe6 {-1.34/12 0.380s, n=639243, sd=0}
16. dxe6 {+1.66/10 0.179s, n=291145, sd=0} Nc5 {-1.40/10 0.243s, n=393187, sd=0}
17. Bd5 {+1.95/10 0.174s, n=272185, sd=0} Rc8 {-1.54/10 0.165s, n=372899, sd=0}
18. h5 {+2.13/10 0.103s, n=172536, sd=0} Qa5 {-1.63/10 0.130s, n=289446, sd=0}
19. h6 {+2.11/10 0.136s, n=182737, sd=0} Bf6 {-1.48/11 0.132s, n=219594, sd=0}
20. Rb1 {+1.95/10 0.129s, n=170433, sd=0} Qb5 {-1.60/11 0.194s, n=330494, sd=0}
21. Qf3 {+1.82/10 0.120s, n=170780, sd=0} Rf8 {-1.42/10 0.139s, n=257847, sd=0}
22. Rd1 {+1.97/10 0.146s, n=196201, sd=0} a5 {-1.12/10 0.132s, n=211946, sd=0}
23. a3 {+1.88/10 0.321s, n=413766, sd=0} a4 {-0.90/10 0.135s, n=220857, sd=0}
24. Bf4 {+1.79/10 0.102s, n=122566, sd=0} Be5 {-0.94/12 0.130s, n=231898, sd=0}
25. Qe3 {+1.19/12 0.181s, n=270694, sd=0} Bxf4 {-0.63/12 0.122s, n=185791, sd=0}
26. gxf4 {+0.86/11 0.084s, n=136774, sd=0} Rf6 {-0.45/11 0.284s, n=518480, sd=0}
27. Rdc1 {+0.83/10 0.180s, n=280729, sd=0} Qe8 {+0.01/10 0.117s, n=262003, sd=0}
28. b4 {+0.39/9 0.100s, n=225560, sd=0} axb3 {+0.56/11 0.106s, n=214091, sd=0}
29. Bxb3 {+0.13/9 0.084s, n=116026, sd=0} Qf8 {+1.03/11 0.102s, n=167813, sd=0}
30. Bd5 {-0.34/10 0.219s, n=309135, sd=0} Rxf4 {+1.04/10 0.318s, n=61147, sd=0}
31. Bxb7 {-0.41/11 0.142s, n=279059, sd=0} Rc7 {+1.14/11 0.195s, n=340725, sd=0}
32. Rb4 {-0.49/10 0.107s, n=169384, sd=0} g5 {+1.16/10 0.083s, n=128942, sd=0}
33. Bd5 {-0.54/9 0.068s, n=86356, sd=0} Qxh6 {+1.31/10 0.133s, n=213046, sd=0}
34. Rxf4 {-0.53/9 0.056s, n=117061, sd=0} gxf4 {+1.33/11 0.172s, n=299104, sd=0}
35. Qf3 {-0.34/10 0.155s, n=312557, sd=0} Qg5+ {+1.02/10 0.090s, n=146868, sd=0}
36. Kh2 {-0.68/11 0.119s, n=221234, sd=0} Qh6+ {+0.89/10 0.101s, n=204594, sd=0}
37. Kg2 {-0.47/11 0.050s, n=105468, sd=0} Qg5+ {+0.78/10 0.078s, n=127977, sd=0}
38. Kh1 {-0.45/11 0.062s, n=102558, sd=0} Qh4+ {+0.76/10 0.064s, n=139526, sd=0}
39. Kg1 {-0.57/11 0.066s, n=116670, sd=0} Qg5+ {+0.76/10 0.063s, n=102888, sd=0}
40. Kh1 {-0.60/12 0.117s, n=166622, sd=0} Qh4+ {+0.81/10 0.046s, n=100506, sd=0}
41. Kg1 {-0.63/11 0.207s, n=73417, sd=0} Rc8 {+0.67/10 0.064s, n=104263, sd=0}
42. a4 {-0.76/9 0.052s, n=79994, sd=0} Rf8 {+1.06/9 0.069s, n=117557, sd=0}
43. a5 {-0.63/9 0.047s, n=88575, sd=0} Rf5 {+0.72/9 0.055s, n=93502, sd=0}
44. Kf1 {-0.64/9 0.065s, n=108520, sd=0} Kg7 {+0.80/9 0.072s, n=120450, sd=0}
45. Ra1 {-0.56/8 0.071s, n=101317, sd=0} Qg5 {+0.84/10 0.063s, n=103378, sd=0}
46. Bc6 {-0.56/9 0.049s, n=76229, sd=0} Qf6 {+1.00/9 0.060s, n=123442, sd=0}
47. Qd1 {-0.38/9 0.105s, n=148420, sd=0} f3 {+0.83/9 0.104s, n=182049, sd=0}
48. Ra3 {-0.43/10 0.060s, n=126565, sd=0} Qh4 {+0.47/9 0.064s, n=136300, sd=0}
49. Bxf3 {-0.17/8 0.145s, n=52387, sd=0} Qh3+ {+0.52/8 0.074s, n=115910, sd=0}
50. Ke1 {-0.15/9 0.106s, n=151741, sd=0} Re5+ {+0.47/9 0.092s, n=167040, sd=0}
51. Re3 {0.00/9 0.100s, n=38513, sd=0} Rxe3+ {+0.20/9 0.107s, n=195562, sd=0}
52. fxe3 {0.00/11 0.070s, n=152786, sd=0} Qg3+ {+0.23/9 0.048s, n=133759, sd=0}
53. Kf1 {0.00/11 0.048s, n=100790, sd=0} Qe5 {+0.15/9 0.060s, n=167760, sd=0}
54. Qd4 {+0.27/9 0.035s, n=58245, sd=0} Kf6 {-0.20/11 0.045s, n=119005, sd=0}
55. Qxe5+ {+0.53/9 0.039s, n=97848, sd=0} Kxe5 {-0.11/12 0.038s, n=86188, sd=0}
56. Bc6 {+0.21/10 0.047s, n=103038, sd=0} d5 {+0.13/13 0.059s, n=170789, sd=0}
57. Bb5 {-0.09/13 0.064s, n=173315, sd=0} Kd6 {+0.14/12 0.052s, n=140099, sd=0}
58. a6 {-0.15/12 0.066s, n=156800, sd=0} Kc7 {+0.27/13 0.048s, n=121979, sd=0}
59. a7 {-0.13/12 0.043s, n=83071, sd=0} Kb7 {+0.32/14 0.053s, n=132216, sd=0}
60. Bc6+ {-0.27/12 0.055s, n=129163, sd=0}
Kxa7 {+0.39/15 0.061s, n=186425, sd=0} 61. Bxd5 {-0.27/13 0.035s, n=84869, sd=0}
Kb6 {+0.39/14 0.039s, n=154379, sd=0} 62. Ke2 {-0.29/13 0.067s, n=191914, sd=0}
Kc7 {+0.39/14 0.047s, n=114331, sd=0} 63. Ba2 {-0.30/12 0.036s, n=71369, sd=0}
Kd6 {+0.43/13 0.040s, n=93762, sd=0} 64. Kf3 {-0.35/11 0.035s, n=68600, sd=0}
Nxe6 {+0.43/14 0.049s, n=172515, sd=0} 65. Bb1 {-0.35/11 0.049s, n=103905, sd=0}
Ke5 {+0.48/14 0.058s, n=212041, sd=0} 66. Kg4 {-0.38/13 0.055s, n=171912, sd=0}
h6 {+0.48/14 0.042s, n=117819, sd=0} 67. Kh5 {-0.39/12 0.087s, n=81833, sd=0}
Nc7 {+0.50/15 0.072s, n=215623, sd=0} 68. Kxh6 {-0.38/15 0.059s, n=179571, sd=0}
Nd5 {+0.49/15 0.053s, n=170923, sd=0} 69. Kg5 {-0.37/13 0.073s, n=46612, sd=0}
Nxe3 {+0.48/14 0.047s, n=173921, sd=0} 70. Bh7 {-0.41/13 0.065s, n=177025, sd=0}
Nc4 {+0.47/12 0.049s, n=138655, sd=0} 71. Bd3 {-0.38/13 0.061s, n=97180, sd=0}
Nd6 {+0.52/13 0.098s, n=271073, sd=0} 72. Kg4 {-0.39/12 0.042s, n=108389, sd=0}
Kd4 {+0.49/12 0.041s, n=110896, sd=0} 73. Bh7 {-0.41/10 0.060s, n=53954, sd=0}
Ke5 {+0.47/12 0.040s, n=116361, sd=0} 74. Bc2 {-0.38/11 0.036s, n=85470, sd=0}
Ne4 {+0.51/12 0.075s, n=200174, sd=0} 75. Ba4 {-0.39/12 0.060s, n=170307, sd=0}
Nf6+ {+0.49/12 0.063s, n=256488, sd=0} 76. Kf3 {-0.38/13 0.052s, n=155464, sd=0}
e6 {+0.50/12 0.048s, n=156492, sd=0} 77. Bb5 {-0.41/12 0.038s, n=113369, sd=0}
Kd4 {+0.48/13 0.055s, n=169169, sd=0} 78. Ba4 {-0.39/12 0.032s, n=73337, sd=0}
Ke5 {+0.48/14 0.039s, n=159016, sd=0} 79. Bb5 {-0.37/14 0.042s, n=138815, sd=0}
Kd4 {+0.47/14 0.046s, n=148457, sd=0}
80. Ba4 {-0.37/12 0.038s, n=84995, sd=0, Black's connection stalls} 1-0