[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.27"]
[Round "548"]
[White "JustBot-base"]
[Black "JustBot-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r1bqkb1r/ppp2ppp/2n2n2/8/3p4/PP6/1BPPNPPP/RN1QKB1R w KQkq - 0 7"]
[GameDuration "00:03:06"]
[GameStartTime "2026-06-27T03:48:24 +0000"]
[GameEndTime "2026-06-27T03:51:31 +0000"]
[PlyCount "257"]
[Termination "abandoned"]
[TimeControl "27.88+0.28"]

7. g3 {-1.69/11 1.569s, n=474717, sd=0} Qd5 {+2.34/14 1.569s, n=1207612, sd=0}
8. Rg1 {-2.34/13 1.504s, n=687455, sd=0} Bg4 {+2.28/13 1.504s, n=1236841, sd=0}
9. d3 {-2.36/13 1.449s, n=965676, sd=0} O-O-O {+2.70/12 1.443s, n=1047711, sd=0}
10. h3 {-2.44/12 1.407s, n=613783, sd=0} Bf3 {+2.48/13 1.385s, n=950458, sd=0}
11. Nd2 {-2.62/13 1.328s, n=1033775, sd=0} Ne5 {+2.44/12 1.340s, n=830739, sd=0}
12. Nc4 {-2.49/12 1.276s, n=771394, sd=0} Nxc4 {+2.43/12 1.276s, n=767162, sd=0}
13. dxc4 {-1.80/12 1.226s, n=316401, sd=0} Qf5 {+1.59/11 1.227s, n=519477, sd=0}
14. Qd3 {-1.32/12 1.187s, n=466487, sd=0} Be4 {+1.64/13 1.179s, n=922036, sd=0}
15. Qd2 {-1.88/12 1.133s, n=426707, sd=0} d3 {+2.15/13 1.143s, n=839123, sd=0}
16. Nd4 {-2.38/13 1.091s, n=858408, sd=0} Rxd4 {+2.54/12 1.091s, n=352466, sd=0}
17. Bxd4 {-0.32/12 1.050s, n=726244, sd=0}
dxc2 {+0.32/11 1.051s, n=619123, sd=0} 18. g4 {-1.51/11 1.012s, n=464144, sd=0}
Qe6 {+1.00/11 1.012s, n=755397, sd=0} 19. Qe3 {-1.00/11 0.975s, n=357117, sd=0}
Bd6 {+1.18/10 0.976s, n=163332, sd=0} 20. f3 {-0.55/12 0.940s, n=626472, sd=0}
Bg6 {+1.02/12 0.941s, n=695657, sd=0}
21. Qxe6+ {-1.26/12 0.907s, n=447821, sd=0}
fxe6 {+0.90/11 0.908s, n=742589, sd=0} 22. Bb2 {-1.39/10 0.876s, n=128829, sd=0}
Nd7 {+1.55/12 0.876s, n=603718, sd=0} 23. b4 {-1.76/11 0.846s, n=468933, sd=0}
Rd8 {+1.27/12 0.846s, n=689472, sd=0} 24. h4 {-1.12/12 0.820s, n=645534, sd=0}
Ne5 {+1.43/11 0.818s, n=156018, sd=0} 25. Be2 {-1.12/11 0.791s, n=308893, sd=0}
Nd3+ {+1.64/12 0.791s, n=614043, sd=0}
26. Bxd3 {-1.70/14 0.765s, n=531496, sd=0}
Bxd3 {+1.41/13 0.766s, n=507095, sd=0}
27. Bxg7 {-2.05/12 0.741s, n=508837, sd=0} Bf4 {+2.33/12 0.741s, n=416894, sd=0}
28. Bf6 {-1.76/12 0.718s, n=379011, sd=0} Be3 {+1.92/12 0.718s, n=543741, sd=0}
29. Rh1 {-1.83/12 0.696s, n=246851, sd=0} Rg8 {+1.95/12 0.696s, n=541546, sd=0}
30. Bb2 {-1.90/12 0.679s, n=374324, sd=0} Rf8 {+1.90/11 0.677s, n=375308, sd=0}
31. Rh3 {-2.48/12 0.655s, n=326809, sd=0} Bxc4 {+2.75/12 0.656s, n=459471, sd=0}
32. f4 {-3.29/11 0.636s, n=275165, sd=0} Bxf4 {+3.23/13 0.639s, n=444086, sd=0}
33. Rf3 {-3.47/13 0.619s, n=444932, sd=0} Bd2+ {+3.44/13 0.619s, n=323219, sd=0}
34. Kxd2 {-3.30/13 0.602s, n=482329, sd=0}
Rxf3 {+3.41/13 0.602s, n=360038, sd=0}
35. Kxc2 {-3.39/13 0.586s, n=402632, sd=0}
Rf2+ {+3.40/13 0.586s, n=314958, sd=0} 36. Kc3 {-3.26/15 0.570s, n=519631, sd=0}
Rf4 {+3.22/14 0.571s, n=409646, sd=0} 37. Rd1 {-3.30/15 0.556s, n=313096, sd=0}
Rxg4 {+3.35/14 0.556s, n=265855, sd=0} 38. Rd4 {-3.22/16 0.542s, n=374514, sd=0}
Be2 {+3.12/15 0.561s, n=436345, sd=0} 39. Rxg4 {-3.04/16 0.529s, n=484343, sd=0}
Bxg4 {+3.14/15 0.528s, n=359584, sd=0} 40. Kd2 {-2.99/15 0.516s, n=381434, sd=0}
b6 {+3.04/15 0.516s, n=477931, sd=0} 41. Be5 {-2.98/16 0.505s, n=523834, sd=0}
Bh3 {+2.98/14 0.504s, n=236998, sd=0} 42. Ke3 {-2.73/15 0.493s, n=497780, sd=0}
Kd7 {+2.90/15 0.493s, n=490968, sd=0} 43. Kf4 {-2.90/15 0.483s, n=425695, sd=0}
a6 {+2.76/14 0.482s, n=441090, sd=0} 44. a4 {-2.92/14 0.473s, n=405017, sd=0}
Bf5 {+2.90/14 0.472s, n=492784, sd=0} 45. Bf6 {-2.95/14 0.463s, n=479931, sd=0}
Kc6 {+2.85/13 0.463s, n=334215, sd=0} 46. Be5 {-2.81/14 0.454s, n=450314, sd=0}
a5 {+2.84/15 0.453s, n=433698, sd=0} 47. bxa5 {-2.85/16 0.458s, n=452762, sd=0}
bxa5 {+3.08/17 0.445s, n=432129, sd=0} 48. Kg5 {-2.78/15 0.436s, n=192982, sd=0}
Kb6 {+2.94/17 0.437s, n=475857, sd=0} 49. Kf6 {-2.98/15 0.428s, n=187520, sd=0}
c5 {+2.72/15 0.429s, n=429964, sd=0} 50. h5 {-2.76/17 0.421s, n=403026, sd=0}
Ka6 {+2.72/17 0.421s, n=393822, sd=0} 51. Kg7 {-2.69/17 0.414s, n=380821, sd=0}
c4 {+2.75/18 0.414s, n=410636, sd=0} 52. h6 {-2.53/19 0.407s, n=180808, sd=0}
Bg6 {+2.58/18 0.407s, n=317283, sd=0} 53. Bd4 {-2.31/17 0.401s, n=217436, sd=0}
Bb1 {+2.29/18 0.401s, n=246829, sd=0} 54. Bc3 {-2.36/17 0.395s, n=392034, sd=0}
Be4 {+2.31/17 0.395s, n=343948, sd=0} 55. Bd4 {-2.18/16 0.389s, n=390917, sd=0}
Kb7 {+2.02/16 0.401s, n=396286, sd=0} 56. Bc3 {-2.06/17 0.384s, n=442523, sd=0}
Kb6 {+2.12/17 0.383s, n=374340, sd=0} 57. Kf6 {-1.96/17 0.384s, n=371497, sd=0}
Bc2 {+1.86/17 0.378s, n=354188, sd=0} 58. Kg7 {-1.85/17 0.373s, n=421591, sd=0}
Bf5 {+1.83/16 0.373s, n=170164, sd=0} 59. Bd4+ {-1.83/17 0.371s, n=401081, sd=0}
Kb7 {+1.63/19 0.369s, n=361855, sd=0} 60. Bc3 {-1.70/18 0.364s, n=425410, sd=0}
Ka6 {+1.59/19 0.364s, n=372662, sd=0} 61. Bd4 {-1.58/19 0.360s, n=299828, sd=0}
Bg6 {+1.58/19 0.360s, n=284170, sd=0} 62. Kf6 {-1.58/17 0.356s, n=404099, sd=0}
Bc2 {+1.54/20 0.356s, n=356453, sd=0} 63. Kg7 {-1.58/20 0.352s, n=359563, sd=0}
Bf5 {+1.54/20 0.352s, n=357977, sd=0} 64. Bc3 {-1.54/19 0.355s, n=367518, sd=0}
Bb1 {+1.52/20 0.349s, n=373413, sd=0} 65. Bf6 {-1.56/19 0.348s, n=377067, sd=0}
e5 {+1.41/18 0.345s, n=266946, sd=0} 66. Bxe5 {-1.41/21 0.341s, n=362187, sd=0}
Bc2 {+1.06/20 0.352s, n=411181, sd=0} 67. Bf6 {-1.15/20 0.338s, n=331820, sd=0}
Be4 {+0.71/18 0.338s, n=388300, sd=0} 68. Be5 {-1.04/19 0.335s, n=202505, sd=0}
Bb1 {+0.71/18 0.342s, n=353534, sd=0} 69. Bc3 {-0.97/16 0.333s, n=208011, sd=0}
Bd3 {+0.77/18 0.332s, n=272262, sd=0} 70. Bf6 {-0.72/18 0.345s, n=308523, sd=0}
Bg6 {+0.67/18 0.330s, n=296846, sd=0} 71. Be5 {-0.68/19 0.327s, n=346934, sd=0}
Kb7 {+0.77/19 0.327s, n=418918, sd=0} 72. Bc3 {-0.66/18 0.324s, n=287377, sd=0}
Kb6 {+0.77/19 0.325s, n=209161, sd=0} 73. Bd4+ {-0.59/19 0.322s, n=287655, sd=0}
Kc6 {+0.58/19 0.323s, n=304767, sd=0} 74. Bc3 {-0.65/18 0.320s, n=260828, sd=0}
Bd3 {+0.63/19 0.320s, n=391522, sd=0} 75. Bxa5 {-0.62/18 0.328s, n=302195, sd=0}
Kc5 {+0.59/18 0.318s, n=344881, sd=0} 76. Bd2 {-0.59/17 0.316s, n=353921, sd=0}
Bc2 {+0.60/17 0.316s, n=377165, sd=0} 77. Bc3 {-0.63/17 0.314s, n=371902, sd=0}
Kb6 {+0.62/17 0.315s, n=310949, sd=0} 78. Bb4 {-0.63/16 0.312s, n=230268, sd=0}
Kc6 {+0.61/17 0.313s, n=297242, sd=0} 79. Bc3 {-0.56/15 0.311s, n=341658, sd=0}
Bd3 {+0.59/16 0.311s, n=231981, sd=0} 80. Bb4 {-0.59/15 0.309s, n=304985, sd=0}
Bf5 {+0.59/16 0.310s, n=292259, sd=0} 81. Ba3 {-0.59/15 0.308s, n=270470, sd=0}
Bg6 {+0.59/16 0.308s, n=271548, sd=0} 82. Kf6 {-0.59/15 0.306s, n=284301, sd=0}
Bc2 {+0.63/17 0.307s, n=323532, sd=0} 83. Kg7 {-0.64/16 0.305s, n=321295, sd=0}
Be4 {+0.53/16 0.305s, n=207696, sd=0} 84. Bb4 {-0.64/16 0.312s, n=252567, sd=0}
Kb7 {+0.59/16 0.304s, n=310654, sd=0} 85. Bc3 {-0.65/17 0.302s, n=318376, sd=0}
Kb6 {+0.58/17 0.303s, n=349534, sd=0} 86. Kf6 {-0.54/16 0.301s, n=269678, sd=0}
Bc2 {+0.36/18 0.302s, n=334938, sd=0} 87. a5+ {-0.36/17 0.309s, n=296136, sd=0}
Ka6 {+0.42/17 0.301s, n=319391, sd=0} 88. Ke5 {-0.31/16 0.298s, n=241969, sd=0}
Kb5 {+0.38/16 0.300s, n=263567, sd=0} 89. Kd4 {-0.36/17 0.298s, n=185394, sd=0}
Bf5 {+0.31/16 0.299s, n=272033, sd=0} 90. Ke3 {-0.36/16 0.297s, n=278065, sd=0}
Bg4 {+0.36/17 0.298s, n=361051, sd=0} 91. Kd2 {-0.34/15 0.296s, n=232375, sd=0}
Bf3 {+0.38/17 0.297s, n=370731, sd=0} 92. Kc1 {-0.37/16 0.295s, n=317220, sd=0}
Ka6 {+0.36/19 0.296s, n=418447, sd=0} 93. Kc2 {-0.35/16 0.294s, n=315806, sd=0}
Be4+ {+0.38/19 0.295s, n=315241, sd=0} 94. Kb2 {-0.34/17 0.294s, n=327131, sd=0}
Bb7 {+0.36/17 0.294s, n=349332, sd=0} 95. Ka1 {-0.33/17 0.297s, n=273692, sd=0}
Bd5 {+0.35/17 0.299s, n=348785, sd=0} 96. Kb2 {-0.33/19 0.299s, n=375850, sd=0}
Kb5 {+0.36/19 0.293s, n=322839, sd=0} 97. Kc2 {-0.33/19 0.291s, n=402300, sd=0}
Bf7 {+0.33/16 0.319s, n=291001, sd=0} 98. Kb1 {-0.38/16 0.290s, n=281162, sd=0}
Bg6+ {+0.35/19 0.295s, n=263587, sd=0} 99. Kb2 {-0.36/18 0.290s, n=321791, sd=0}
Bd3 {+0.35/18 0.289s, n=353433, sd=0} 100. Ka3 {-0.33/19 0.289s, n=294145, sd=0}
Be2 {+0.35/20 0.289s, n=343222, sd=0} 101. Kb2 {-0.31/19 0.289s, n=307240, sd=0}
Bg4 {+0.30/17 0.289s, n=97815, sd=0} 102. Ka3 {-0.31/19 0.289s, n=262718, sd=0}
Be6 {+0.29/20 0.288s, n=263290, sd=0} 103. Kb2 {-0.32/20 0.288s, n=331543, sd=0}
Bh3 {+0.31/20 0.299s, n=335299, sd=0} 104. Bd2 {-0.31/18 0.288s, n=300501, sd=0}
Bf1 {+0.30/19 0.289s, n=336048, sd=0} 105. Bc3 {-0.29/20 0.287s, n=348719, sd=0}
Bg2 {+0.28/19 0.286s, n=298948, sd=0} 106. Ka3 {-0.24/17 0.287s, n=249663, sd=0}
Bh1 {+0.27/17 0.286s, n=330595, sd=0} 107. Kb2 {-0.25/20 0.290s, n=331319, sd=0}
Bb7 {+0.30/17 0.286s, n=225121, sd=0} 108. Kb1 {-0.27/20 0.286s, n=347350, sd=0}
Bc6 {+0.24/18 0.285s, n=234128, sd=0} 109. Kb2 {-0.27/19 0.286s, n=232326, sd=0}
Be8 {+0.28/19 0.307s, n=301501, sd=0} 110. Kc1 {-0.24/17 0.286s, n=225728, sd=0}
Bd7 {+0.24/20 0.284s, n=276639, sd=0} 111. Kb2 {-0.25/18 0.285s, n=144408, sd=0}
Bf5 {+0.29/19 0.284s, n=278259, sd=0} 112. Ka2 {-0.22/19 0.299s, n=275533, sd=0}
Ka4 {+0.30/18 0.283s, n=321824, sd=0} 113. Kb2 {-0.21/19 0.284s, n=348604, sd=0}
Bg4 {+0.29/17 0.295s, n=171389, sd=0} 114. Ka2 {-0.29/17 0.288s, n=275737, sd=0}
Be2 {+0.26/19 0.283s, n=350044, sd=0} 115. Kb2 {-0.22/18 0.283s, n=246105, sd=0}
Kb5 {+0.25/17 0.282s, n=54211, sd=0} 116. Ka3 {-0.13/17 0.283s, n=247135, sd=0}
Bf3 {+0.14/18 0.282s, n=339439, sd=0} 117. Kb2 {-0.14/17 0.283s, n=229419, sd=0}
Ba8 {+0.18/18 0.282s, n=261182, sd=0} 118. Ka2 {-0.15/18 0.283s, n=262706, sd=0}
Bd5 {+0.16/19 0.282s, n=313383, sd=0} 119. Kb2 {-0.19/18 0.283s, n=358413, sd=0}
Ka4 {+0.21/19 0.282s, n=307436, sd=0} 120. Bd2 {-0.22/16 0.283s, n=147808, sd=0}
Bf7 {+0.18/17 0.282s, n=244921, sd=0} 121. Bc3 {-0.27/16 0.283s, n=89279, sd=0}
Be6 {+0.20/18 0.282s, n=270657, sd=0} 122. Ka2 {-0.25/19 0.282s, n=296589, sd=0}
Bd5 {+0.19/19 0.282s, n=278270, sd=0} 123. Kb2 {-0.25/19 0.282s, n=301148, sd=0}
Bh1 {+0.30/18 0.282s, n=234781, sd=0} 124. Ka2 {-0.22/17 0.282s, n=188632, sd=0}
Bf3 {+0.19/21 0.281s, n=351835, sd=0} 125. Be1 {-0.23/17 0.282s, n=246988, sd=0}
Bd1 {+0.14/18 0.281s, n=315844, sd=0} 126. Bc3 {-0.20/19 0.288s, n=310159, sd=0}
Kb5 {+0.18/19 0.281s, n=277905, sd=0} 127. Kb2 {-0.13/18 0.282s, n=192147, sd=0}
Bh5 {+0.12/19 0.281s, n=335218, sd=0} 128. Ka3 {-0.10/17 0.281s, n=209252, sd=0}
Be8 {+0.14/19 0.281s, n=265943, sd=0} 129. Bd2 {-0.14/18 0.281s, n=212789, sd=0}
Bc6 {+0.09/18 0.284s, n=302076, sd=0} 130. Bc3 {-0.08/19 0.300s, n=201315, sd=0}
Bg2 {+0.09/19 0.281s, n=222014, sd=0} 131. Kb2 {-0.08/18 0.280s, n=204674, sd=0}
Ka4 {0.00/19 0.281s, n=308759, sd=0} 132. Ka2 {-0.03/19 0.280s, n=241208, sd=0}
Be4 {0.00/24 0.281s, n=380318, sd=0} 133. Kb2 {0.00/24 0.280s, n=351707, sd=0}
Kb5 {0.00/26 0.296s, n=321532, sd=0} 134. Ka3 {0.00/26 0.280s, n=295923, sd=0}
Bd3 {0.00/27 0.280s, n=342991, sd=0}
135. Kb2 {0.00/27 0.281s, n=346741, sd=0, Black's connection stalls} 1-0