[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.06.23"]
[Round "413"]
[White "JustBot-dev"]
[Black "JustBot-base"]
[Result "1-0"]
[SetUp "1"]
[FEN "r2qk1nr/pp2ppb1/2npb1pp/3N2B1/2BpP3/5N2/PPP2PPP/R2Q1RK1 w kq - 0 9"]
[GameDuration "00:03:03"]
[GameStartTime "2026-06-23T23:10:19 +0000"]
[GameEndTime "2026-06-23T23:13:23 +0000"]
[PlyCount "299"]
[Termination "abandoned"]
[TimeControl "24.76+0.25"]

9. Bh4 {-1.18/12 1.396s, n=1333919, sd=0} g5 {+1.06/13 1.396s, n=2193007, sd=0}
10. Bg3 {-1.22/14 1.339s, n=2032151, sd=0}
Bg4 {+1.46/13 1.339s, n=1147936, sd=0} 11. c3 {-1.59/13 1.284s, n=1217269, sd=0}
e6 {+1.60/14 1.284s, n=1306214, sd=0} 12. Nb4 {-1.72/14 1.233s, n=1875634, sd=0}
Nge7 {+1.43/13 1.233s, n=1168117, sd=0}
13. Nxc6 {-1.10/13 1.183s, n=967912, sd=0}
Nxc6 {+1.22/14 1.183s, n=1257558, sd=0}
14. cxd4 {-1.10/14 1.137s, n=1582848, sd=0}
Bxf3 {+0.95/13 1.137s, n=381186, sd=0}
15. Qxf3 {-0.76/14 1.092s, n=1276740, sd=0}
Nxd4 {+1.04/13 1.092s, n=876524, sd=0} 16. Qh5 {-0.88/13 1.050s, n=399443, sd=0}
O-O {+1.20/12 1.050s, n=452848, sd=0} 17. Rac1 {-0.80/12 1.010s, n=653560, sd=0}
d5 {+1.33/12 1.010s, n=1096303, sd=0} 18. Bd3 {-1.06/13 0.972s, n=811299, sd=0}
dxe4 {+1.41/13 0.975s, n=1067208, sd=0}
19. Bxe4 {-1.48/14 0.936s, n=1379819, sd=0}
Qb6 {+1.59/13 0.936s, n=991849, sd=0} 20. h4 {-1.48/12 0.902s, n=1150176, sd=0}
Qxb2 {+1.65/13 0.902s, n=1219324, sd=0}
21. Rfe1 {-1.53/12 0.869s, n=648074, sd=0}
Rac8 {+1.49/13 0.869s, n=1289325, sd=0}
22. Rb1 {-1.26/12 0.838s, n=320571, sd=0} Qd2 {+1.80/12 0.838s, n=941286, sd=0}
23. Rbd1 {-2.01/12 0.809s, n=1232970, sd=0}
Qa5 {+1.76/13 0.809s, n=920748, sd=0} 24. Bf4 {-1.96/12 0.781s, n=1122347, sd=0}
Ne2+ {+2.12/14 0.781s, n=902498, sd=0}
25. Rxe2 {-2.06/13 0.754s, n=847702, sd=0} Qa4 {+2.22/13 0.754s, n=556534, sd=0}
26. Rdd2 {-2.11/14 0.729s, n=1078768, sd=0}
gxf4 {+2.01/15 0.729s, n=1224123, sd=0}
27. Bxb7 {-2.04/14 0.705s, n=998022, sd=0} Rc4 {+1.86/14 0.705s, n=780225, sd=0}
28. Kh2 {-1.99/13 0.683s, n=614924, sd=0} f3 {+1.90/14 0.682s, n=962322, sd=0}
29. Qxf3 {-1.94/14 0.661s, n=651859, sd=0}
Rxh4+ {+1.97/14 0.661s, n=772769, sd=0}
30. Kg1 {-2.06/15 0.640s, n=1068865, sd=0} Rf4 {+1.91/13 0.640s, n=480143, sd=0}
31. Qe3 {-2.00/13 0.621s, n=537530, sd=0} Rc4 {+1.90/13 0.621s, n=669637, sd=0}
32. g3 {-1.92/13 0.602s, n=424212, sd=0} Rc3 {+1.84/12 0.602s, n=32106, sd=0}
33. Rd3 {-1.59/14 0.585s, n=999741, sd=0} Rxd3 {+1.61/13 0.585s, n=521766, sd=0}
34. Qxd3 {-1.56/14 0.568s, n=711936, sd=0} Bf6 {+1.54/13 0.568s, n=731197, sd=0}
35. Rc2 {-1.65/13 0.552s, n=774274, sd=0} Qd4 {+1.72/13 0.556s, n=542130, sd=0}
36. Qe2 {-1.70/12 0.537s, n=299764, sd=0} Rb8 {+1.80/13 0.537s, n=707984, sd=0}
37. Bf3 {-1.74/12 0.523s, n=659406, sd=0} Rb2 {+2.00/14 0.522s, n=925488, sd=0}
38. Kg2 {-1.88/14 0.509s, n=736982, sd=0} a5 {+2.03/13 0.509s, n=377903, sd=0}
39. a4 {-1.95/13 0.496s, n=485428, sd=0} Rxc2 {+1.96/14 0.496s, n=499349, sd=0}
40. Qxc2 {-2.01/15 0.484s, n=711623, sd=0} Be7 {+1.85/14 0.483s, n=804240, sd=0}
41. Bc6 {-1.93/14 0.472s, n=701945, sd=0} Bc5 {+1.99/14 0.472s, n=567302, sd=0}
42. Qe2 {-2.00/14 0.461s, n=646213, sd=0} Kf8 {+2.00/13 0.461s, n=489335, sd=0}
43. Qc2 {-2.00/13 0.450s, n=330369, sd=0} Kg7 {+1.88/14 0.450s, n=482041, sd=0}
44. Qe2 {-1.97/14 0.440s, n=734204, sd=0} h5 {+2.01/14 0.440s, n=687036, sd=0}
45. Bf3 {-2.00/14 0.431s, n=609482, sd=0} h4 {+2.00/13 0.431s, n=117655, sd=0}
46. gxh4 {-1.89/15 0.422s, n=828328, sd=0} Ba7 {+1.89/14 0.422s, n=653973, sd=0}
47. Qe3 {-1.95/13 0.413s, n=652883, sd=0} Qxe3 {+2.09/16 0.413s, n=547107, sd=0}
48. fxe3 {-2.09/15 0.405s, n=399406, sd=0}
Bxe3 {+2.58/16 0.405s, n=679419, sd=0} 49. Bb7 {-2.66/15 0.397s, n=822365, sd=0}
f5 {+3.03/18 0.397s, n=784565, sd=0} 50. Kf3 {-3.10/20 0.390s, n=808820, sd=0}
Bc1 {+3.06/20 0.390s, n=846427, sd=0} 51. Bc8 {-3.13/21 0.383s, n=801816, sd=0}
Kf6 {+3.32/22 0.383s, n=851512, sd=0} 52. Ke2 {-3.35/21 0.376s, n=770245, sd=0}
e5 {+3.29/22 0.376s, n=679961, sd=0} 53. Kd3 {-3.29/21 0.370s, n=689962, sd=0}
e4+ {+3.41/19 0.370s, n=612216, sd=0} 54. Kd4 {-3.17/21 0.364s, n=642354, sd=0}
Bf4 {+3.32/20 0.364s, n=376617, sd=0} 55. Kd5 {-3.14/20 0.358s, n=341007, sd=0}
Be3 {+3.08/20 0.363s, n=607261, sd=0} 56. h5 {-3.09/19 0.353s, n=645494, sd=0}
Bd2 {+3.15/18 0.352s, n=606131, sd=0} 57. Bd7 {-2.91/17 0.348s, n=436205, sd=0}
Bh6 {+2.94/17 0.347s, n=173367, sd=0} 58. Bb5 {-2.72/17 0.343s, n=402051, sd=0}
Kg5 {+3.25/20 0.343s, n=824892, sd=0} 59. Be2 {-3.31/17 0.338s, n=432901, sd=0}
e3 {+3.77/20 0.338s, n=702956, sd=0} 60. Ke5 {-3.42/17 0.334s, n=587027, sd=0}
f4 {+3.35/19 0.333s, n=191484, sd=0} 61. Ke4 {-3.47/25 0.330s, n=835765, sd=0}
Kh4 {+3.23/23 0.329s, n=663333, sd=0} 62. Kf3 {-3.27/25 0.326s, n=557900, sd=0}
Kxh5 {+3.57/23 0.325s, n=758930, sd=0}
63. Ke4+ {-3.49/23 0.322s, n=787152, sd=0} Kg5 {+3.42/23 0.322s, n=411072, sd=0}
64. Bd1 {-3.42/22 0.318s, n=749862, sd=0} Bf8 {+3.40/23 0.318s, n=798144, sd=0}
65. Be2 {-3.54/21 0.315s, n=717238, sd=0} Bd6 {+3.32/21 0.315s, n=529471, sd=0}
66. Bd1 {-3.47/21 0.312s, n=619379, sd=0} Bb4 {+3.33/22 0.311s, n=684613, sd=0}
67. Bf3 {-3.23/20 0.308s, n=767071, sd=0} Be1 {+3.42/21 0.308s, n=620858, sd=0}
68. Be2 {-3.23/21 0.306s, n=638973, sd=0} Bc3 {+3.25/23 0.305s, n=689777, sd=0}
69. Bf3 {-3.18/22 0.303s, n=647679, sd=0} Bf6 {+3.26/23 0.303s, n=804991, sd=0}
70. Bd1 {-3.10/22 0.300s, n=590068, sd=0} Bd8 {+3.34/23 0.300s, n=614792, sd=0}
71. Be2 {-3.56/20 0.298s, n=559619, sd=0} Bc7 {+3.30/22 0.298s, n=509564, sd=0}
72. Bd1 {-3.26/22 0.295s, n=675921, sd=0} Bd6 {+3.03/23 0.295s, n=731251, sd=0}
73. Be2 {-3.02/20 0.293s, n=479937, sd=0} Bb8 {+3.02/23 0.293s, n=603516, sd=0}
74. Bd1 {-3.05/22 0.291s, n=575395, sd=0} Kh4 {+3.28/24 0.291s, n=730304, sd=0}
75. Kf3 {-3.10/24 0.293s, n=752054, sd=0} Kh3 {+3.25/23 0.289s, n=664696, sd=0}
76. Bb3 {-3.50/21 0.287s, n=634123, sd=0} Kh2 {+3.23/22 0.287s, n=543061, sd=0}
77. Bc4 {-3.24/22 0.285s, n=702469, sd=0} Kg1 {+3.21/22 0.285s, n=586390, sd=0}
78. Ba6 {-3.17/21 0.283s, n=544477, sd=0} Be5 {+3.01/22 0.283s, n=639270, sd=0}
79. Bc4 {-3.04/21 0.281s, n=617990, sd=0} Bc7 {+3.11/22 0.281s, n=463410, sd=0}
80. Ba6 {-2.91/23 0.280s, n=756881, sd=0} Kh2 {+3.03/21 0.280s, n=435518, sd=0}
81. Bc8 {-2.82/20 0.278s, n=591160, sd=0} Bd6 {+2.82/22 0.278s, n=611788, sd=0}
82. Bd7 {-2.87/22 0.277s, n=555486, sd=0} Kg1 {+2.82/22 0.277s, n=664487, sd=0}
83. Bb5 {-2.81/23 0.276s, n=690947, sd=0} Bb4 {+2.86/22 0.276s, n=523344, sd=0}
84. Bd3 {-2.90/22 0.274s, n=753142, sd=0} Bf8 {+2.83/23 0.274s, n=750208, sd=0}
85. Be2 {-2.21/21 0.273s, n=662711, sd=0} Be7 {+2.78/24 0.273s, n=610678, sd=0}
86. Bb5 {-2.38/22 0.272s, n=440991, sd=0} Bf6 {+2.79/23 0.272s, n=664987, sd=0}
87. Ba6 {-2.74/22 0.271s, n=677061, sd=0} Bg5 {+2.74/23 0.271s, n=625111, sd=0}
88. Bc4 {-2.73/22 0.270s, n=636125, sd=0} Kh2 {+2.57/22 0.270s, n=718529, sd=0}
89. Be6 {-2.73/20 0.269s, n=700883, sd=0} Bh6 {+2.36/21 0.269s, n=540602, sd=0}
90. Bc4 {-2.53/20 0.268s, n=649651, sd=0} Kh3 {+2.35/21 0.268s, n=368958, sd=0}
91. Be2 {-2.62/22 0.267s, n=690961, sd=0} Kh4 {+2.89/22 0.267s, n=546154, sd=0}
92. Bd1 {-2.75/22 0.266s, n=535331, sd=0} Kh5 {+2.83/22 0.266s, n=444650, sd=0}
93. Ke4+ {-2.71/20 0.265s, n=325083, sd=0} Kg6 {+2.88/21 0.265s, n=444240, sd=0}
94. Ke5 {-3.09/19 0.265s, n=636036, sd=0} Kf7 {+2.95/20 0.265s, n=247860, sd=0}
95. Bg4 {-3.11/18 0.264s, n=270918, sd=0} Ke8 {+3.01/19 0.264s, n=537784, sd=0}
96. Kd5 {-3.09/20 0.263s, n=690845, sd=0} Kd8 {+3.16/18 0.263s, n=591023, sd=0}
97. Kc6 {-3.03/18 0.262s, n=383461, sd=0} Bf8 {+3.16/18 0.263s, n=322095, sd=0}
98. Bf3 {-3.09/16 0.262s, n=282963, sd=0} Be7 {+3.02/19 0.262s, n=628634, sd=0}
99. Be2 {-3.20/18 0.261s, n=657946, sd=0} Bh4 {+3.32/19 0.261s, n=644529, sd=0}
100. Kd6 {-3.03/18 0.261s, n=359582, sd=0} Bg3 {+3.23/22 0.261s, n=692617, sd=0}
101. Kc6 {-3.18/20 0.260s, n=686785, sd=0} Ke7 {+3.17/20 0.260s, n=494015, sd=0}
102. Kd5 {-2.96/19 0.264s, n=387191, sd=0} Kf6 {+3.05/21 0.260s, n=452898, sd=0}
103. Ke4 {-3.13/20 0.259s, n=457355, sd=0} Ke6 {+3.01/19 0.259s, n=208261, sd=0}
104. Bf3 {-2.51/19 0.258s, n=600354, sd=0} Kd7 {+2.54/17 0.259s, n=212467, sd=0}
105. Kd4 {-1.93/17 0.258s, n=495388, sd=0} Ke8 {+1.90/17 0.258s, n=532710, sd=0}
106. Bg4 {-1.48/17 0.258s, n=647888, sd=0} Kf7 {+1.95/18 0.258s, n=241011, sd=0}
107. Ke4 {-0.71/17 0.257s, n=416039, sd=0} Ke7 {+1.28/18 0.257s, n=441261, sd=0}
108. Kd5 {-0.63/17 0.257s, n=617553, sd=0} Kd8 {+0.77/17 0.257s, n=474863, sd=0}
109. Ke4 {-0.80/16 0.257s, n=83443, sd=0} e2 {+0.55/18 0.257s, n=660116, sd=0}
110. Bxe2 {-0.58/18 0.256s, n=316670, sd=0}
Kc7 {+0.52/17 0.256s, n=450559, sd=0} 111. Bb5 {-0.64/18 0.256s, n=232118, sd=0}
Kd6 {+0.58/19 0.256s, n=546390, sd=0} 112. Kf3 {-0.61/20 0.256s, n=604870, sd=0}
Kc5 {+0.58/20 0.256s, n=461721, sd=0} 113. Be8 {-0.55/19 0.255s, n=470444, sd=0}
Kb4 {+0.50/20 0.256s, n=505869, sd=0} 114. Bd7 {-0.52/19 0.255s, n=479067, sd=0}
Ka3 {+0.42/19 0.255s, n=596333, sd=0} 115. Bb5 {-0.37/19 0.255s, n=515256, sd=0}
Ka2 {+0.41/18 0.255s, n=427776, sd=0} 116. Bd7 {-0.37/18 0.255s, n=490004, sd=0}
Kb3 {+0.38/20 0.255s, n=638019, sd=0} 117. Bb5 {-0.37/19 0.254s, n=386289, sd=0}
Kc2 {+0.34/19 0.254s, n=635792, sd=0} 118. Bc4 {-0.36/19 0.254s, n=467186, sd=0}
Kc3 {+0.24/18 0.254s, n=350459, sd=0} 119. Be6 {-0.38/16 0.254s, n=328090, sd=0}
Kd4 {+0.49/17 0.254s, n=643314, sd=0} 120. Bd7 {-0.46/16 0.254s, n=383391, sd=0}
Ke5 {+0.59/19 0.254s, n=597250, sd=0} 121. Bc8 {-0.57/17 0.254s, n=171260, sd=0}
Be1 {+0.63/18 0.254s, n=244316, sd=0} 122. Bd7 {-0.62/19 0.253s, n=580914, sd=0}
Bd2 {+0.64/20 0.253s, n=518989, sd=0} 123. Bc8 {-0.62/20 0.258s, n=564015, sd=0}
Kd4 {+0.60/21 0.253s, n=636070, sd=0} 124. Kf2 {-0.60/19 0.253s, n=658343, sd=0}
Kc5 {+0.59/18 0.253s, n=540943, sd=0} 125. Bd7 {-0.58/20 0.253s, n=495775, sd=0}
Kb4 {+0.59/20 0.253s, n=428212, sd=0} 126. Kf3 {-0.53/18 0.252s, n=547028, sd=0}
Be3 {+0.55/20 0.253s, n=537276, sd=0} 127. Bc6 {-0.51/20 0.252s, n=480259, sd=0}
Ka3 {+0.59/20 0.253s, n=635237, sd=0} 128. Kg4 {-0.52/20 0.252s, n=674218, sd=0}
Kb2 {+0.52/20 0.253s, n=682245, sd=0} 129. Kf3 {-0.52/19 0.252s, n=543464, sd=0}
Kb3 {+0.53/21 0.252s, n=523824, sd=0} 130. Be8 {-0.52/19 0.252s, n=539354, sd=0}
Bd2 {+0.52/20 0.252s, n=461751, sd=0} 131. Bd7 {-0.51/20 0.252s, n=534311, sd=0}
Ka2 {+0.53/18 0.252s, n=593472, sd=0} 132. Bb5 {-0.52/20 0.252s, n=633315, sd=0}
Bc1 {+0.52/21 0.252s, n=650640, sd=0} 133. Be8 {-0.50/19 0.252s, n=630097, sd=0}
Be3 {+0.50/20 0.252s, n=550885, sd=0} 134. Bb5 {-0.51/20 0.252s, n=618964, sd=0}
Ka3 {+0.52/20 0.252s, n=564117, sd=0} 135. Be8 {-0.52/19 0.252s, n=547153, sd=0}
Bc1 {+0.40/20 0.252s, n=419479, sd=0} 136. Bb5 {-0.52/20 0.251s, n=542008, sd=0}
Kb4 {+0.41/20 0.252s, n=591061, sd=0} 137. Bd7 {-0.48/20 0.251s, n=607739, sd=0}
Kc4 {+0.44/20 0.252s, n=576996, sd=0}
138. Bb5+ {-0.48/19 0.251s, n=514131, sd=0}
Kd5 {+0.48/20 0.252s, n=521990, sd=0} 139. Bd7 {-0.44/19 0.251s, n=593866, sd=0}
Ke5 {+0.60/19 0.251s, n=605950, sd=0} 140. Bb5 {-0.62/19 0.251s, n=667398, sd=0}
Ba3 {+0.58/19 0.251s, n=337066, sd=0} 141. Bd7 {-0.63/20 0.251s, n=622792, sd=0}
Bd6 {+0.54/21 0.251s, n=570914, sd=0} 142. Bb5 {-0.62/21 0.251s, n=679135, sd=0}
Kd4 {+0.56/21 0.251s, n=588584, sd=0} 143. Bc6 {-0.62/21 0.251s, n=661680, sd=0}
Kc3 {+0.54/21 0.251s, n=607281, sd=0} 144. Bd7 {-0.61/20 0.251s, n=535544, sd=0}
Kb4 {+0.51/21 0.251s, n=593856, sd=0} 145. Ke4 {-0.61/20 0.251s, n=660507, sd=0}
Bc7 {+0.46/21 0.251s, n=557236, sd=0} 146. Kf3 {-0.59/20 0.251s, n=471310, sd=0}
Ka3 {+0.48/21 0.251s, n=511890, sd=0} 147. Bb5 {-0.58/21 0.251s, n=692041, sd=0}
Be5 {+0.50/21 0.251s, n=691528, sd=0} 148. Bd7 {-0.51/21 0.251s, n=470700, sd=0}
Kb3 {+0.48/22 0.251s, n=682803, sd=0} 149. Bc6 {-0.52/21 0.251s, n=537531, sd=0}
Bd6 {+0.48/21 0.251s, n=583286, sd=0} 150. Bb5 {-0.50/21 0.251s, n=303895, sd=0}
Bb8 {+0.48/20 0.251s, n=378858, sd=0} 151. Bc6 {-0.49/19 0.251s, n=516396, sd=0}
Kb4 {+0.43/20 0.251s, n=584387, sd=0} 152. Bb5 {-0.43/19 0.251s, n=582486, sd=0}
Ka3 {+0.40/18 0.251s, n=332927, sd=0} 153. Kg4 {-0.32/18 0.251s, n=401491, sd=0}
Be5 {+0.32/18 0.251s, n=262090, sd=0} 154. Kf3 {-0.23/19 0.251s, n=636345, sd=0}
Kb4 {+0.30/16 0.251s, n=441023, sd=0} 155. Be8 {-0.23/17 0.251s, n=437324, sd=0}
Bd4 {+0.19/18 0.251s, n=617853, sd=0} 156. Bb5 {0.00/24 0.250s, n=484546, sd=0}
Ka3 {0.00/19 0.251s, n=538839, sd=0} 157. Bd7 {0.00/25 0.250s, n=590832, sd=0}
Bb2 {0.00/23 0.251s, n=686344, sd=0}
158. Bb5 {0.00/24 0.250s, n=250521, sd=0, Black's connection stalls} 1-0