[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.22"]
[Round "143"]
[White "JustBot-dev"]
[Black "JustBot-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "r1bqk2r/1ppp1ppp/p4n2/4p3/1bP1P3/6P1/PP1PNPBP/R1BQ1RK1 b kq - 0 8"]
[GameDuration "00:02:49"]
[GameStartTime "2026-06-22T01:29:42 +0000"]
[GameEndTime "2026-06-22T01:32:32 +0000"]
[PlyCount "325"]
[Termination "abandoned"]
[TimeControl "21+0.21"]

8... O-O {-1.00/14 1.183s, n=1607141, sd=0}
9. d4 {+0.83/13 1.186s, n=1614684, sd=0} exd4 {-1.12/14 1.137s, n=1629164, sd=0}
10. e5 {+1.45/14 1.137s, n=1210718, sd=0} Ng4 {-1.12/14 1.091s, n=1496971, sd=0}
11. Qxd4 {+1.63/14 1.091s, n=953449, sd=0} d6 {-1.34/14 1.047s, n=1459638, sd=0}
12. exd6 {+1.49/14 1.047s, n=1222426, sd=0}
cxd6 {-1.51/12 1.005s, n=770196, sd=0} 13. b3 {+1.55/12 1.005s, n=1005056, sd=0}
Bc5 {-1.65/13 0.965s, n=1228018, sd=0}
14. Qc3 {+1.69/14 0.965s, n=1536849, sd=0}
Qf6 {-1.78/14 0.928s, n=1351047, sd=0}
15. Qxf6 {+1.64/13 0.927s, n=394430, sd=0}
Nxf6 {-1.73/13 0.892s, n=349336, sd=0} 16. Bb2 {+1.73/13 0.892s, n=661408, sd=0}
Rb8 {-1.76/12 0.858s, n=588733, sd=0}
17. Rfe1 {+1.76/13 0.858s, n=1478275, sd=0} b5 {-1.61/12 0.825s, n=496108, sd=0}
18. cxb5 {+1.96/13 0.825s, n=711055, sd=0}
axb5 {-2.11/13 0.794s, n=1109355, sd=0}
19. Nf4 {+2.07/13 0.794s, n=685935, sd=0} Bf5 {-1.83/12 0.762s, n=131353, sd=0}
20. Bxf6 {+2.21/14 0.765s, n=869614, sd=0}
gxf6 {-2.47/14 0.738s, n=759848, sd=0} 21. Nd5 {+2.41/13 0.737s, n=388925, sd=0}
Be6 {-2.53/14 0.711s, n=1038773, sd=0}
22. Nxf6+ {+2.48/13 0.711s, n=825130, sd=0}
Kg7 {-2.40/13 0.686s, n=184673, sd=0} 23. Nd5 {+2.47/13 0.686s, n=749200, sd=0}
b4 {-2.37/12 0.658s, n=547917, sd=0} 24. Bf3 {+2.48/11 0.662s, n=637941, sd=0}
Kh8 {-2.29/11 0.640s, n=1059618, sd=0} 25. Nf4 {+2.77/12 0.636s, n=814014, sd=0}
Bf5 {-2.68/11 0.619s, n=561494, sd=0} 26. Rad1 {+2.93/14 0.618s, n=979543, sd=0}
Rbe8 {-2.93/13 0.598s, n=859286, sd=0}
27. Rxe8 {+2.91/14 0.598s, n=433849, sd=0}
Rxe8 {-2.97/13 0.579s, n=317950, sd=0} 28. Kg2 {+2.80/13 0.579s, n=469480, sd=0}
Kg7 {-2.68/12 0.560s, n=698867, sd=0} 29. g4 {+2.88/13 0.560s, n=706704, sd=0}
Bd7 {-2.80/12 0.543s, n=921985, sd=0} 30. Kg3 {+2.95/13 0.543s, n=1008166, sd=0}
Rb8 {-2.95/12 0.526s, n=784325, sd=0} 31. Bd5 {+3.18/12 0.526s, n=818764, sd=0}
h6 {-3.23/12 0.510s, n=599091, sd=0} 32. Nh5+ {+3.85/14 0.510s, n=559985, sd=0}
Kf8 {-3.77/14 0.495s, n=798902, sd=0} 33. Nf6 {+3.69/13 0.495s, n=231781, sd=0}
Bb5 {-3.77/13 0.481s, n=808111, sd=0} 34. Ne4 {+3.79/13 0.481s, n=770514, sd=0}
Rc8 {-3.63/13 0.464s, n=746542, sd=0} 35. Kf4 {+3.85/12 0.467s, n=831347, sd=0}
Ke7 {-3.54/12 0.455s, n=771160, sd=0} 36. Rd2 {+4.04/13 0.454s, n=509861, sd=0}
Bd7 {-3.71/13 0.443s, n=654441, sd=0} 37. h4 {+3.91/13 0.439s, n=401307, sd=0}
Bb6 {-3.53/12 0.427s, n=430738, sd=0} 38. Ng3 {+3.78/14 0.428s, n=645223, sd=0}
Rc1 {-3.55/15 0.420s, n=729169, sd=0} 39. Nf5+ {+3.68/16 0.420s, n=827646, sd=0}
Bxf5 {-3.65/17 0.410s, n=772699, sd=0}
40. Kxf5 {+3.52/16 0.409s, n=521345, sd=0} Rf1 {-3.61/16 0.400s, n=771970, sd=0}
41. Re2+ {+3.73/16 0.399s, n=604559, sd=0} Kf8 {-3.66/16 0.387s, n=682799, sd=0}
42. f4 {+3.64/15 0.386s, n=373361, sd=0} Rd1 {-3.62/14 0.381s, n=285879, sd=0}
43. Bf3 {+3.69/14 0.381s, n=203274, sd=0} Rf1 {-3.71/14 0.373s, n=526297, sd=0}
44. Bc6 {+3.64/13 0.373s, n=268207, sd=0} Rc1 {-3.68/13 0.364s, n=505556, sd=0}
45. Bb7 {+3.62/14 0.365s, n=607934, sd=0} Kg7 {-3.56/13 0.357s, n=630099, sd=0}
46. g5 {+3.74/13 0.357s, n=595333, sd=0} hxg5 {-3.66/12 0.349s, n=257824, sd=0}
47. hxg5 {+3.98/13 0.346s, n=472158, sd=0} Rf1 {-3.71/12 0.342s, n=578732, sd=0}
48. Re7 {+3.65/13 0.343s, n=579373, sd=0} Kf8 {-3.60/15 0.336s, n=535324, sd=0}
49. Re4 {+3.77/15 0.333s, n=406845, sd=0} Bc5 {-3.88/14 0.330s, n=565666, sd=0}
50. Bd5 {+3.83/16 0.330s, n=624504, sd=0} Rd1 {-4.11/16 0.324s, n=675482, sd=0}
51. Bc6 {+3.78/16 0.324s, n=425715, sd=0} Rd2 {-3.64/16 0.318s, n=484573, sd=0}
52. g6 {+3.79/16 0.318s, n=371316, sd=0} d5 {-3.66/15 0.312s, n=203386, sd=0}
53. Re5 {+3.47/15 0.313s, n=633214, sd=0} Rxa2 {-3.55/14 0.307s, n=455721, sd=0}
54. Rxd5 {+3.48/14 0.304s, n=369127, sd=0} Be7 {-3.43/14 0.303s, n=426463, sd=0}
55. gxf7 {+3.54/14 0.303s, n=451224, sd=0}
Kxf7 {-3.50/14 0.298s, n=327949, sd=0} 56. Rb5 {+3.45/14 0.298s, n=486445, sd=0}
Rc2 {-3.34/14 0.293s, n=387774, sd=0} 57. Bd5+ {+3.43/14 0.294s, n=509160, sd=0}
Ke8 {-3.28/14 0.289s, n=299867, sd=0} 58. Rb7 {+3.28/13 0.290s, n=277614, sd=0}
Bd6 {-3.32/13 0.285s, n=356723, sd=0} 59. Rh7 {+3.30/13 0.286s, n=264507, sd=0}
Rc7 {-3.30/14 0.282s, n=551538, sd=0} 60. Rh6 {+3.30/13 0.282s, n=238164, sd=0}
Kd7 {-3.36/12 0.274s, n=100879, sd=0} 61. Ke4 {+3.36/14 0.278s, n=344673, sd=0}
Rc1 {-3.31/14 0.275s, n=486913, sd=0} 62. Rh7+ {+3.27/13 0.275s, n=192081, sd=0}
Ke8 {-3.33/14 0.272s, n=490304, sd=0} 63. Bc4 {+3.21/13 0.272s, n=382567, sd=0}
Re1+ {-3.19/12 0.268s, n=263504, sd=0} 64. Kf3 {+3.35/13 0.268s, n=512090, sd=0}
Kd8 {-3.30/12 0.266s, n=303516, sd=0} 65. Rg7 {+3.27/12 0.266s, n=318359, sd=0}
Bc5 {-3.25/11 0.263s, n=370159, sd=0} 66. Rg5 {+3.29/13 0.263s, n=414808, sd=0}
Re3+ {-3.13/13 0.260s, n=424683, sd=0} 67. Kg4 {+3.11/13 0.260s, n=420311, sd=0}
Bd6 {-3.02/13 0.258s, n=319742, sd=0} 68. Rg6 {+2.95/14 0.258s, n=429921, sd=0}
Kd7 {-2.90/13 0.255s, n=238824, sd=0} 69. Bd5 {+2.89/13 0.251s, n=448297, sd=0}
Kc7 {-2.87/13 0.249s, n=285042, sd=0} 70. f5 {+2.81/13 0.249s, n=192245, sd=0}
Rg3+ {-2.88/16 0.251s, n=513221, sd=0} 71. Kh5 {+2.89/16 0.251s, n=395231, sd=0}
Rxg6 {-2.84/16 0.249s, n=498392, sd=0}
72. Kxg6 {+2.71/18 0.246s, n=574951, sd=0} Be5 {-2.67/18 0.243s, n=471196, sd=0}
73. f6 {+2.69/17 0.247s, n=423497, sd=0} Kd7 {-2.72/18 0.245s, n=417637, sd=0}
74. Bg2 {+2.68/19 0.246s, n=528067, sd=0} Bb2 {-2.77/18 0.244s, n=610614, sd=0}
75. Bh3+ {+2.88/19 0.244s, n=552620, sd=0} Ke8 {-2.69/19 0.242s, n=439138, sd=0}
76. Kg7 {+2.68/22 0.242s, n=569452, sd=0} Bd4 {-2.76/20 0.240s, n=518595, sd=0}
77. Bf5 {+2.69/21 0.240s, n=514949, sd=0} Bb2 {-2.76/20 0.239s, n=613613, sd=0}
78. Bd3 {+2.66/21 0.239s, n=608702, sd=0} Kd7 {-2.76/20 0.237s, n=509699, sd=0}
79. Kf7 {+2.68/19 0.237s, n=588036, sd=0} Bd4 {-2.72/19 0.236s, n=615740, sd=0}
80. Be2 {+2.68/20 0.236s, n=647388, sd=0} Bc3 {-2.71/19 0.235s, n=453203, sd=0}
81. Bb5+ {+2.67/20 0.235s, n=403838, sd=0} Kd6 {-2.70/20 0.233s, n=564577, sd=0}
82. Kg6 {+2.64/20 0.234s, n=598481, sd=0} Bd4 {-2.66/19 0.232s, n=498502, sd=0}
83. Bc4 {+2.61/18 0.232s, n=471906, sd=0} Bb2 {-2.68/19 0.231s, n=398222, sd=0}
84. Be2 {+2.61/19 0.231s, n=619674, sd=0} Ke6 {-2.69/20 0.230s, n=405614, sd=0}
85. Bg4+ {+2.64/21 0.226s, n=379529, sd=0} Kd6 {-2.64/20 0.229s, n=374891, sd=0}
86. Bf5 {+2.60/19 0.229s, n=411727, sd=0} Bc3 {-2.58/19 0.225s, n=368725, sd=0}
87. Bd3 {+2.52/19 0.228s, n=427496, sd=0} Kd7 {-2.64/19 0.227s, n=516472, sd=0}
88. Bc4 {+2.64/19 0.224s, n=606124, sd=0} Be5 {-2.59/19 0.227s, n=485775, sd=0}
89. Kf7 {+2.60/19 0.224s, n=427331, sd=0} Bd4 {-2.58/19 0.226s, n=488138, sd=0}
90. Bd5 {+2.62/20 0.226s, n=539089, sd=0} Bc3 {-2.59/19 0.225s, n=448152, sd=0}
91. Bb7 {+2.65/19 0.225s, n=481963, sd=0} Bb2 {-2.63/19 0.220s, n=512161, sd=0}
92. Be4 {+2.63/19 0.221s, n=359510, sd=0} Bc3 {-2.59/19 0.224s, n=545369, sd=0}
93. Bg2 {+2.60/20 0.224s, n=542145, sd=0} Bd4 {-2.60/20 0.223s, n=523619, sd=0}
94. Bh3+ {+2.60/21 0.223s, n=380050, sd=0} Kd8 {-2.56/20 0.218s, n=511653, sd=0}
95. Bf5 {+2.57/21 0.223s, n=546146, sd=0} Ba1 {-2.57/20 0.222s, n=479905, sd=0}
96. Be6 {+2.58/20 0.222s, n=551677, sd=0} Bc3 {-2.58/20 0.218s, n=475192, sd=0}
97. Bg4 {+2.58/20 0.217s, n=476911, sd=0} Bd4 {-2.58/19 0.221s, n=452202, sd=0}
98. Kg7 {+2.55/19 0.221s, n=472348, sd=0} Kc7 {-2.59/19 0.220s, n=557169, sd=0}
99. Kg6 {+2.60/19 0.221s, n=582073, sd=0} Kd8 {-2.58/19 0.220s, n=427871, sd=0}
100. Bh5 {+2.52/19 0.220s, n=582329, sd=0} Kd7 {-2.56/18 0.219s, n=301021, sd=0}
101. Kf7 {+2.52/20 0.220s, n=597886, sd=0} Kd6 {-2.50/19 0.219s, n=437032, sd=0}
102. Bg4 {+2.59/18 0.219s, n=446705, sd=0} Bc3 {-2.53/18 0.216s, n=390198, sd=0}
103. Bf5 {+2.74/20 0.219s, n=504242, sd=0} Bd4 {-2.65/19 0.218s, n=463408, sd=0}
104. Bh3 {+2.54/20 0.218s, n=441507, sd=0} Bb2 {-2.61/19 0.218s, n=392057, sd=0}
105. Kg6 {+2.58/21 0.218s, n=436732, sd=0} Be5 {-2.56/20 0.217s, n=527154, sd=0}
106. Kf5 {+2.50/19 0.217s, n=245709, sd=0} Bb2 {-2.68/18 0.217s, n=458686, sd=0}
107. Bf1 {+2.50/19 0.217s, n=475850, sd=0} Bc3 {-2.55/19 0.217s, n=462936, sd=0}
108. Be2 {+2.46/19 0.217s, n=431461, sd=0} Bd4 {-2.60/19 0.212s, n=508455, sd=0}
109. Kg6 {+2.45/19 0.216s, n=510871, sd=0} Kd7 {-2.54/17 0.212s, n=338983, sd=0}
110. Bd1 {+2.56/19 0.216s, n=476059, sd=0} Ke8 {-2.49/19 0.216s, n=425941, sd=0}
111. Kg7 {+2.51/20 0.216s, n=481992, sd=0} Kd7 {-2.46/19 0.216s, n=312552, sd=0}
112. Kf7 {+2.49/21 0.215s, n=568527, sd=0} Kd6 {-2.52/19 0.212s, n=354927, sd=0}
113. Bc2 {+2.50/19 0.215s, n=596585, sd=0} Kd7 {-2.41/20 0.215s, n=584365, sd=0}
114. Bh7 {+2.13/20 0.215s, n=498302, sd=0} Kd6 {-2.17/19 0.215s, n=534703, sd=0}
115. Be4 {+2.16/18 0.215s, n=369592, sd=0} Kd7 {-1.94/18 0.215s, n=380398, sd=0}
116. Kg6 {+1.80/19 0.214s, n=445840, sd=0} Bb2 {-1.27/17 0.215s, n=280278, sd=0}
117. Bb7 {+1.53/16 0.214s, n=342240, sd=0} Kd6 {-1.61/17 0.214s, n=262840, sd=0}
118. Bc8 {+1.35/18 0.214s, n=489306, sd=0} Bd4 {-1.24/19 0.214s, n=490793, sd=0}
119. Kf5 {+1.24/19 0.214s, n=499260, sd=0} Bc5 {-1.23/18 0.214s, n=311305, sd=0}
120. Ke4 {+1.23/17 0.214s, n=334995, sd=0} Bf2 {-1.21/18 0.214s, n=310652, sd=0}
121. Kf4 {+1.22/16 0.213s, n=255774, sd=0} Bb6 {-1.18/19 0.210s, n=532527, sd=0}
122. f7 {+1.12/20 0.213s, n=524519, sd=0} Ke7 {-1.12/20 0.210s, n=479133, sd=0}
123. Be6 {+1.17/19 0.213s, n=301665, sd=0} Kf8 {-1.11/18 0.211s, n=392942, sd=0}
124. Bc4 {+1.12/19 0.213s, n=549445, sd=0} Kg7 {-1.11/18 0.214s, n=450069, sd=0}
125. Ke5 {+1.11/19 0.213s, n=495868, sd=0} Bd8 {-1.11/16 0.213s, n=362793, sd=0}
126. Kf5 {+1.07/18 0.213s, n=471367, sd=0} Bc7 {-1.17/18 0.209s, n=411733, sd=0}
127. Ke6 {+1.17/21 0.212s, n=512594, sd=0} Bb6 {-1.11/18 0.213s, n=424466, sd=0}
128. Ke7 {+1.10/20 0.212s, n=457862, sd=0}
Bc5+ {-1.12/22 0.213s, n=466857, sd=0}
129. Ke8 {+1.11/20 0.212s, n=427556, sd=0} Bf8 {-1.13/22 0.213s, n=492698, sd=0}
130. Kd7 {+1.16/20 0.212s, n=375666, sd=0} Bc5 {-1.10/18 0.213s, n=428676, sd=0}
131. Bd5 {+1.08/18 0.212s, n=383444, sd=0} Bf8 {-1.11/18 0.213s, n=347243, sd=0}
132. Ke6 {+1.11/19 0.212s, n=465540, sd=0} Bc5 {-1.09/19 0.213s, n=369626, sd=0}
133. Bc6 {+1.11/19 0.212s, n=541340, sd=0} Be3 {-1.09/18 0.212s, n=475232, sd=0}
134. Bd7 {+1.08/19 0.212s, n=399945, sd=0} Bg5 {-1.14/17 0.208s, n=503294, sd=0}
135. Bb5 {+1.09/20 0.212s, n=461533, sd=0} Bh4 {-1.10/20 0.212s, n=506673, sd=0}
136. Bc4 {+1.08/18 0.212s, n=443444, sd=0} Bg5 {-1.10/20 0.212s, n=417239, sd=0}
137. Kd6 {+1.09/18 0.207s, n=305317, sd=0} Kf8 {-1.09/20 0.212s, n=554262, sd=0}
138. Kc5 {+1.08/18 0.212s, n=496950, sd=0}
Be7+ {-1.07/19 0.212s, n=479839, sd=0}
139. Kb5 {+1.08/17 0.212s, n=306371, sd=0} Bd6 {-1.05/19 0.212s, n=297117, sd=0}
140. Kc6 {+1.09/23 0.211s, n=475164, sd=0} Be7 {-1.08/21 0.212s, n=442812, sd=0}
141. Kd7 {+1.08/22 0.211s, n=419702, sd=0} Bg5 {-1.07/20 0.212s, n=549105, sd=0}
142. Bd5 {+1.09/21 0.211s, n=411907, sd=0} Bf6 {-1.09/20 0.208s, n=454447, sd=0}
143. Ke6 {+1.08/20 0.211s, n=358542, sd=0} Be7 {-1.08/19 0.212s, n=334983, sd=0}
144. Bc4 {+1.08/21 0.211s, n=467204, sd=0} Bf6 {-1.08/21 0.212s, n=503856, sd=0}
145. Kf5 {+1.07/20 0.211s, n=464519, sd=0} Bd4 {-1.06/18 0.208s, n=490664, sd=0}
146. Ke4 {+1.05/17 0.211s, n=427593, sd=0} Bf6 {-1.05/17 0.212s, n=462685, sd=0}
147. Kf4 {+1.03/16 0.211s, n=342327, sd=0} Be7 {-1.05/18 0.212s, n=391544, sd=0}
148. Kg4 {+1.05/19 0.211s, n=360633, sd=0} Bc5 {-1.05/18 0.212s, n=402601, sd=0}
149. Bd5 {+1.05/19 0.207s, n=555958, sd=0} Bd6 {-1.05/20 0.211s, n=564031, sd=0}
150. Kf3 {+1.05/19 0.211s, n=524837, sd=0} Be5 {-1.05/19 0.211s, n=526602, sd=0}
151. Ke4 {+1.04/19 0.207s, n=492637, sd=0} Bd6 {-1.05/18 0.211s, n=343150, sd=0}
152. Kd4 {+1.03/18 0.211s, n=340627, sd=0} Kg7 {-1.03/19 0.211s, n=528129, sd=0}
153. Kc4 {+1.04/17 0.208s, n=248988, sd=0} Be7 {-1.02/18 0.207s, n=529392, sd=0}
154. Kd3 {+1.02/17 0.211s, n=321147, sd=0} Bc5 {-1.03/17 0.207s, n=374895, sd=0}
155. Ke4 {+1.02/17 0.211s, n=452112, sd=0} Bd6 {-1.02/18 0.212s, n=409816, sd=0}
156. Bc4 {+0.99/18 0.207s, n=482444, sd=0} Bc5 {-1.01/19 0.211s, n=419910, sd=0}
157. Ke5 {+1.00/19 0.211s, n=462852, sd=0} Be7 {-0.99/17 0.211s, n=510172, sd=0}
158. Kd4 {+0.99/18 0.211s, n=494233, sd=0} Bd6 {-0.99/19 0.211s, n=518646, sd=0}
159. Ke3 {+0.99/18 0.211s, n=376193, sd=0} Bg3 {-0.98/18 0.208s, n=428276, sd=0}
160. Ke2 {+0.99/18 0.208s, n=436613, sd=0} Bd6 {-0.96/17 0.211s, n=491258, sd=0}
161. Kf2 {+0.99/18 0.211s, n=564800, sd=0} Kf8 {-0.97/17 0.211s, n=450367, sd=0}
162. Ke3 {+0.98/18 0.211s, n=516816, sd=0} Kg7 {-0.94/17 0.208s, n=468731, sd=0}
163. Be6 {+1.01/17 0.211s, n=436798, sd=0}
Bc5+ {-0.95/17 0.211s, n=523946, sd=0}
164. Kd2 {+0.97/17 0.211s, n=431973, sd=0} Bd6 {-0.89/17 0.208s, n=378432, sd=0}
165. Ke2 {+0.94/17 0.211s, n=320365, sd=0} Bc5 {-0.83/17 0.211s, n=506604, sd=0}
166. Kf3 {+0.81/16 0.211s, n=476514, sd=0} Bd6 {-0.76/17 0.211s, n=459848, sd=0}
167. Bc4 {+0.74/16 0.211s, n=388357, sd=0} Bc5 {-0.63/15 0.211s, n=285279, sd=0}
168. Bd5 {+0.64/17 0.211s, n=469721, sd=0} Bd6 {-0.58/17 0.211s, n=305400, sd=0}
169. Ke3 {+0.62/15 0.211s, n=393053, sd=0} Kf8 {0.00/27 0.207s, n=687628, sd=0}
170. Kd2 {0.00/31 0.211s, n=791693, sd=0}
Bc5 {0.00/42 0.208s, n=601977, sd=0, White's connection stalls} 0-1