[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.28"]
[Round "3449"]
[White "JustBot-base"]
[Black "JustBot-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r1bqkb1r/pp3pp1/2n1pn1p/2p3N1/3pP3/2PP4/PP2NPPP/R1BQKB1R w KQkq - 0 8"]
[GameDuration "00:03:04"]
[GameStartTime "2026-06-28T04:14:46 +0000"]
[GameEndTime "2026-06-28T04:17:51 +0000"]
[PlyCount "247"]
[Termination "abandoned"]
[TimeControl "28.21+0.28"]

8. Nf3 {-0.98/12 1.585s, n=957708, sd=0} Bd6 {+0.98/11 1.592s, n=641065, sd=0}
9. a3 {-0.97/12 1.520s, n=1020685, sd=0} dxc3 {+0.92/12 1.528s, n=954783, sd=0}
10. Nxc3 {-0.97/13 1.458s, n=672425, sd=0} O-O {+1.29/13 1.457s, n=830737, sd=0}
11. Be2 {-1.12/12 1.399s, n=208344, sd=0} b6 {+1.30/13 1.398s, n=854124, sd=0}
12. O-O {-1.37/12 1.343s, n=450796, sd=0} Bb7 {+1.34/12 1.342s, n=511807, sd=0}
13. h3 {-1.27/12 1.290s, n=521270, sd=0} Rc8 {+1.26/12 1.289s, n=507533, sd=0}
14. Be3 {-1.30/12 1.239s, n=689894, sd=0} Bb8 {+1.26/12 1.239s, n=433655, sd=0}
15. Rc1 {-1.35/12 1.193s, n=862496, sd=0} Nd4 {+1.40/12 1.203s, n=550535, sd=0}
16. Bxd4 {-1.31/13 1.146s, n=596289, sd=0}
cxd4 {+1.18/13 1.145s, n=558267, sd=0} 17. Nb1 {-1.09/13 1.102s, n=632428, sd=0}
Rxc1 {+1.12/12 1.101s, n=197893, sd=0}
18. Qxc1 {-1.09/13 1.061s, n=555117, sd=0} e5 {+1.06/12 1.060s, n=572576, sd=0}
19. Nbd2 {-1.01/13 1.031s, n=645633, sd=0} Qe7 {+0.98/12 1.021s, n=571926, sd=0}
20. b4 {-0.93/11 0.985s, n=506046, sd=0} Rc8 {+1.16/11 0.984s, n=364176, sd=0}
21. Qb2 {-1.15/10 0.953s, n=181424, sd=0} Rc3 {+1.00/12 0.949s, n=684756, sd=0}
22. Ra1 {-1.00/10 0.916s, n=342285, sd=0} b5 {+1.20/11 0.916s, n=651738, sd=0}
23. a4 {-0.84/12 0.890s, n=631740, sd=0} bxa4 {+0.93/11 0.884s, n=365049, sd=0}
24. Rxa4 {-0.52/12 0.853s, n=545288, sd=0} Nh5 {+0.80/11 0.860s, n=330905, sd=0}
25. g3 {-0.60/12 0.825s, n=345011, sd=0} Qd7 {+0.60/11 0.825s, n=162548, sd=0}
26. Ra3 {+0.27/12 0.798s, n=421497, sd=0} Rxa3 {+0.03/12 0.797s, n=539884, sd=0}
27. Qxa3 {+0.37/13 0.772s, n=482950, sd=0}
Qxh3 {-0.34/11 0.785s, n=143685, sd=0} 28. Qa5 {+1.07/12 0.747s, n=277144, sd=0}
Kh7 {-0.70/12 0.746s, n=469943, sd=0} 29. Bf1 {+1.28/12 0.724s, n=417054, sd=0}
Qe6 {-1.28/12 0.723s, n=477686, sd=0} 30. Nc4 {+1.39/12 0.702s, n=363474, sd=0}
f5 {-1.39/11 0.701s, n=201968, sd=0} 31. Qb5 {+1.74/12 0.680s, n=359442, sd=0}
Qc6 {-1.73/12 0.680s, n=539303, sd=0} 32. Qxc6 {+2.16/15 0.660s, n=473870, sd=0}
Bxc6 {-1.97/14 0.660s, n=328662, sd=0}
33. Nfxe5 {+2.29/15 0.658s, n=445380, sd=0}
Bb5 {-1.86/14 0.641s, n=273317, sd=0} 34. exf5 {+1.86/13 0.623s, n=334298, sd=0}
Bxc4 {-1.74/15 0.623s, n=494669, sd=0}
35. Nxc4 {+1.77/15 0.609s, n=371863, sd=0} Nf6 {-1.57/15 0.606s, n=408410, sd=0}
36. Bg2 {+1.64/14 0.592s, n=495831, sd=0} h5 {-1.81/15 0.589s, n=386676, sd=0}
37. Be4 {+1.90/13 0.573s, n=379426, sd=0} Kg8 {-2.13/13 0.593s, n=215053, sd=0}
38. Kg2 {+2.32/14 0.559s, n=577838, sd=0} Kf7 {-2.40/14 0.558s, n=389385, sd=0}
39. Bf3 {+2.48/15 0.559s, n=353254, sd=0} Kg8 {-2.42/15 0.544s, n=462184, sd=0}
40. Na5 {+2.39/15 0.531s, n=444600, sd=0} Bd6 {-2.25/13 0.531s, n=279161, sd=0}
41. Nc6 {+2.62/14 0.518s, n=300384, sd=0} Bf8 {-2.83/14 0.537s, n=359113, sd=0}
42. Bd1 {+2.59/14 0.506s, n=327244, sd=0} Kh7 {-2.82/14 0.506s, n=505353, sd=0}
43. Nxa7 {+2.97/15 0.495s, n=382115, sd=0}
Bxb4 {-2.96/15 0.494s, n=456395, sd=0} 44. Nc6 {+2.97/15 0.491s, n=264984, sd=0}
Bc3 {-2.83/13 0.484s, n=92982, sd=0} 45. Nd8 {+3.00/14 0.474s, n=425721, sd=0}
Kh6 {-2.85/15 0.473s, n=504654, sd=0} 46. Bf3 {+2.89/15 0.465s, n=275204, sd=0}
Be1 {-2.89/13 0.464s, n=188982, sd=0} 47. Kf1 {+3.05/15 0.455s, n=403208, sd=0}
Bb4 {-2.91/15 0.455s, n=373466, sd=0} 48. Ba8 {+2.82/14 0.446s, n=366248, sd=0}
Ng4 {-2.82/13 0.460s, n=258901, sd=0} 49. Nf7+ {+2.89/15 0.438s, n=401686, sd=0}
Kh7 {-2.94/15 0.437s, n=377269, sd=0} 50. Ke2 {+3.00/15 0.436s, n=449947, sd=0}
Bc3 {-2.97/14 0.429s, n=184011, sd=0} 51. Be4 {+2.98/15 0.422s, n=301675, sd=0}
Nf6 {-2.94/15 0.422s, n=323285, sd=0} 52. Ng5+ {+2.84/16 0.415s, n=310691, sd=0}
Kh6 {-2.91/15 0.414s, n=239448, sd=0} 53. Ne6 {+2.96/14 0.408s, n=262240, sd=0}
Kh7 {-2.83/15 0.408s, n=440116, sd=0} 54. Ba8 {+2.85/16 0.411s, n=448355, sd=0}
Kh6 {-2.78/15 0.401s, n=275164, sd=0} 55. Bc6 {+2.73/15 0.395s, n=277975, sd=0}
Ng4 {-2.86/15 0.404s, n=291858, sd=0} 56. Be4 {+2.75/15 0.389s, n=269896, sd=0}
Nf6 {-2.74/14 0.389s, n=395184, sd=0} 57. f3 {+2.58/14 0.384s, n=352706, sd=0}
Bb2 {-2.48/14 0.384s, n=397855, sd=0} 58. f4 {+2.38/13 0.379s, n=340567, sd=0}
Kh7 {-2.33/14 0.378s, n=305293, sd=0} 59. Bf3 {+2.31/14 0.374s, n=268236, sd=0}
Kg8 {-2.27/15 0.374s, n=321787, sd=0} 60. Kd1 {+2.27/14 0.390s, n=303859, sd=0}
Bc3 {-2.30/14 0.369s, n=143405, sd=0} 61. Ng5 {+2.21/15 0.364s, n=271089, sd=0}
Bb4 {-2.48/14 0.364s, n=221991, sd=0} 62. Ke2 {+2.25/13 0.359s, n=300621, sd=0}
Ba3 {-2.48/14 0.360s, n=265308, sd=0} 63. Ba8 {+2.29/13 0.356s, n=127340, sd=0}
Bb2 {-2.17/14 0.356s, n=358576, sd=0} 64. Be4 {+2.22/14 0.352s, n=271916, sd=0}
Kf8 {-2.13/14 0.352s, n=301085, sd=0} 65. Bf3 {+2.15/14 0.348s, n=108786, sd=0}
Ke7 {-1.76/14 0.349s, n=245841, sd=0} 66. Kd1 {+1.84/15 0.345s, n=364792, sd=0}
Bc3 {-1.79/16 0.345s, n=375321, sd=0} 67. Ne4 {+1.80/15 0.351s, n=159548, sd=0}
Bb4 {-1.53/16 0.342s, n=305713, sd=0} 68. Nxf6 {+1.57/15 0.338s, n=71287, sd=0}
Kxf6 {-1.58/18 0.339s, n=294935, sd=0}
69. Bxh5 {+1.43/18 0.346s, n=360497, sd=0}
Kxf5 {-1.42/19 0.344s, n=357398, sd=0} 70. Ke2 {+1.45/19 0.332s, n=337638, sd=0}
g6 {-1.43/19 0.333s, n=360946, sd=0} 71. Bf3 {+1.41/18 0.331s, n=255393, sd=0}
g5 {-1.50/18 0.330s, n=337923, sd=0} 72. fxg5 {+1.46/15 0.327s, n=219481, sd=0}
Bd6 {-1.44/17 0.328s, n=370547, sd=0} 73. Kf2 {+1.41/17 0.324s, n=360887, sd=0}
Kxg5 {-1.42/18 0.325s, n=435117, sd=0} 74. Bb7 {+1.42/17 0.322s, n=334979, sd=0}
Ba3 {-1.43/18 0.323s, n=326149, sd=0} 75. Kf3 {+1.38/17 0.320s, n=273471, sd=0}
Bc1 {-1.41/17 0.321s, n=315668, sd=0} 76. Bd5 {+1.41/17 0.318s, n=324913, sd=0}
Kf5 {-1.42/17 0.319s, n=315116, sd=0} 77. Bc6 {+1.39/17 0.316s, n=248365, sd=0}
Kg5 {-1.40/17 0.317s, n=191899, sd=0} 78. Bb5 {+1.39/18 0.324s, n=205230, sd=0}
Be3 {-1.42/16 0.315s, n=274612, sd=0} 79. Bd7 {+1.37/19 0.312s, n=301415, sd=0}
Kf6 {-1.38/18 0.313s, n=298876, sd=0} 80. Bc8 {+1.38/19 0.310s, n=384887, sd=0}
Kg5 {-1.38/17 0.314s, n=165902, sd=0} 81. Be6 {+1.36/20 0.309s, n=355879, sd=0}
Kf6 {-1.39/19 0.310s, n=336435, sd=0} 82. Bd5 {+1.36/17 0.307s, n=312528, sd=0}
Kf5 {-1.35/16 0.308s, n=114636, sd=0} 83. g4+ {+1.34/18 0.306s, n=347080, sd=0}
Kf6 {-1.45/17 0.307s, n=285492, sd=0} 84. Ke4 {+1.45/18 0.305s, n=350560, sd=0}
Bg1 {-1.38/20 0.307s, n=362297, sd=0} 85. Bb7 {+1.35/20 0.304s, n=280381, sd=0}
Kg6 {-1.38/20 0.304s, n=394329, sd=0} 86. Bc8 {+1.38/20 0.302s, n=376558, sd=0}
Kg5 {-1.39/19 0.303s, n=250261, sd=0} 87. Kd5 {+1.28/19 0.301s, n=367202, sd=0}
Kf6 {-1.33/19 0.302s, n=298450, sd=0} 88. Bd7 {+1.29/17 0.310s, n=158119, sd=0}
Kg5 {-1.31/19 0.301s, n=299487, sd=0} 89. Kc4 {+1.32/19 0.299s, n=278976, sd=0}
Kf6 {-1.31/21 0.300s, n=315753, sd=0} 90. Bf5 {+1.30/18 0.298s, n=110282, sd=0}
Kf7 {-1.26/17 0.299s, n=376628, sd=0} 91. Kd5 {+1.25/20 0.297s, n=388922, sd=0}
Kf6 {-1.29/19 0.298s, n=322554, sd=0} 92. Ke4 {+1.28/21 0.296s, n=304894, sd=0}
Be3 {-1.27/20 0.297s, n=276141, sd=0} 93. Bc8 {+1.28/20 0.308s, n=333102, sd=0}
Kg5 {-1.26/19 0.305s, n=188144, sd=0} 94. Ke5 {+1.24/20 0.294s, n=352417, sd=0}
Bg1 {-1.31/20 0.295s, n=313254, sd=0} 95. Bf5 {+1.25/21 0.293s, n=292442, sd=0}
Be3 {-1.29/22 0.297s, n=382937, sd=0} 96. Be6 {+1.22/18 0.298s, n=313850, sd=0}
Bg1 {-1.24/19 0.293s, n=89055, sd=0} 97. Bd7 {+1.26/18 0.313s, n=294745, sd=0}
Bf2 {-1.27/21 0.293s, n=352458, sd=0} 98. Kd6 {+1.28/20 0.296s, n=335055, sd=0}
Bg1 {-1.28/19 0.292s, n=225270, sd=0} 99. Kc5 {+1.31/19 0.295s, n=266663, sd=0}
Kf6 {-1.28/19 0.291s, n=333383, sd=0} 100. Bc8 {+1.31/20 0.288s, n=395183, sd=0}
Kf7 {-1.27/20 0.291s, n=365935, sd=0} 101. Kb4 {+1.28/19 0.288s, n=265982, sd=0}
Kg6 {-1.19/20 0.290s, n=353016, sd=0}
102. Bf5+ {+1.24/20 0.288s, n=315108, sd=0}
Kf6 {-1.20/21 0.290s, n=304623, sd=0} 103. Kb3 {+1.24/19 0.287s, n=278566, sd=0}
Kf7 {-1.23/18 0.289s, n=338303, sd=0} 104. Kc2 {+1.14/18 0.295s, n=264279, sd=0}
Bh2 {-1.18/17 0.299s, n=287799, sd=0} 105. Kd2 {+1.19/19 0.299s, n=311342, sd=0}
Bg1 {-1.20/16 0.288s, n=354939, sd=0} 106. Ke2 {+1.19/17 0.285s, n=401137, sd=0}
Be3 {-1.24/19 0.288s, n=249608, sd=0} 107. Bd7 {+1.25/18 0.285s, n=249888, sd=0}
Bc1 {-1.26/16 0.287s, n=137706, sd=0} 108. Kf3 {+1.24/19 0.285s, n=339311, sd=0}
Kf6 {-1.16/17 0.287s, n=126167, sd=0} 109. Bb5 {+1.23/19 0.284s, n=355802, sd=0}
Be3 {-1.22/19 0.286s, n=331721, sd=0} 110. Ke2 {+1.15/17 0.284s, n=284460, sd=0}
Kg5 {-1.23/18 0.286s, n=278566, sd=0} 111. Bd7 {+1.15/19 0.284s, n=274378, sd=0}
Bf4 {-1.26/19 0.286s, n=268762, sd=0} 112. Kd1 {+1.14/20 0.284s, n=289000, sd=0}
Bh2 {-1.22/19 0.286s, n=369865, sd=0} 113. Kc2 {+1.19/20 0.284s, n=320545, sd=0}
Kf6 {-1.22/19 0.296s, n=325014, sd=0} 114. Kb2 {+1.15/20 0.283s, n=320691, sd=0}
Bg1 {-1.24/18 0.284s, n=380791, sd=0} 115. Kb3 {+1.21/19 0.283s, n=356709, sd=0}
Ke7 {-1.23/19 0.284s, n=326058, sd=0} 116. Bc8 {+1.16/20 0.283s, n=375148, sd=0}
Kf6 {-1.23/20 0.286s, n=372353, sd=0} 117. Ka3 {+1.16/20 0.283s, n=364219, sd=0}
Be3 {-1.20/19 0.284s, n=298880, sd=0} 118. Kb2 {+1.14/19 0.283s, n=237521, sd=0}
Bf4 {-1.21/17 0.284s, n=277677, sd=0} 119. Kb3 {+1.14/20 0.283s, n=307334, sd=0}
Bh2 {-1.21/17 0.283s, n=277109, sd=0} 120. Kc2 {+1.15/19 0.282s, n=271472, sd=0}
Kg5 {-1.22/20 0.291s, n=396365, sd=0} 121. Kd1 {+1.15/19 0.296s, n=281735, sd=0}
Kg6 {-1.18/19 0.283s, n=347023, sd=0} 122. Ke2 {+1.14/19 0.282s, n=330510, sd=0}
Bf4 {-1.13/19 0.282s, n=276963, sd=0} 123. Kf3 {+1.13/20 0.281s, n=318517, sd=0}
Be3 {-1.13/19 0.283s, n=254942, sd=0} 124. Be6 {+1.13/20 0.281s, n=310889, sd=0}
Bc1 {-1.13/18 0.282s, n=283111, sd=0}
125. Bf5+ {+1.12/17 0.281s, n=143605, sd=0} Kf6 {-1.13/16 0.282s, n=61281, sd=0}
126. Be4 {+1.11/15 0.281s, n=67288, sd=0} Kg5 {-0.62/16 0.285s, n=284781, sd=0}
127. Bc6 {+0.67/15 0.281s, n=349372, sd=0} Bf4 {-0.39/16 0.282s, n=133582, sd=0}
128. Bd5 {+0.44/15 0.281s, n=294374, sd=0} Bc1 {-0.28/16 0.282s, n=294539, sd=0}
129. Bb7 {+0.26/14 0.281s, n=133328, sd=0} Bf4 {-0.15/15 0.285s, n=148425, sd=0}
130. Ke4 {0.00/20 0.281s, n=306251, sd=0} Be3 {0.00/19 0.281s, n=312657, sd=0}
131. Bc8 {0.00/32 0.281s, n=459588, sd=0, Black's connection stalls} 1-0