[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.23"]
[Round "4"]
[White "Hobbes-dev"]
[Black "Hobbes-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "rn1qkbnr/1b3pp1/p1p1p2p/1p1p4/3P4/2NBPN1P/PPP2PP1/R1BQ1RK1 w kq - 0 8"]
[GameDuration "00:00:34"]
[GameStartTime "2026-05-23T15:42:11 +0000"]
[GameEndTime "2026-05-23T15:42:45 +0000"]
[PlyCount "282"]
[Termination "abandoned"]
[TimeControl "7.21+0.07"]

8. e4 {+1.52/17 0.586s, n=250665, sd=28} b4 {-1.87/15 0.266s, n=105288, sd=31}
9. Na4 {+1.71/16 0.284s, n=136569, sd=32}
dxe4 {-1.61/16 0.287s, n=119616, sd=33}
10. Bxe4 {+1.78/15 0.190s, n=62510, sd=36} Nf6 {-1.21/15 0.184s, n=63327, sd=34}
11. Qe2 {+1.66/16 0.200s, n=112216, sd=33}
Nxe4 {-1.65/16 0.247s, n=117887, sd=32}
12. Qxe4 {+1.57/17 0.319s, n=107360, sd=32}
Qd5 {-1.71/17 0.506s, n=246022, sd=34} 13. Qg4 {+1.53/15 0.202s, n=61926, sd=33}
Nd7 {-1.61/17 0.580s, n=235204, sd=33}
14. Be3 {+1.85/17 0.590s, n=258886, sd=32} h5 {-1.93/16 0.244s, n=112642, sd=31}
15. Qg3 {+1.68/17 0.296s, n=153434, sd=35} h4 {-1.71/16 0.208s, n=103872, sd=30}
16. Qc7 {+1.45/16 0.184s, n=95410, sd=35} c5 {-1.37/16 0.208s, n=112489, sd=30}
17. Nxc5 {+1.71/17 0.365s, n=195737, sd=40}
Bc6 {-2.08/16 0.613s, n=323167, sd=34}
18. Nxd7 {+1.45/18 0.731s, n=335416, sd=34}
Bd6 {-1.45/17 0.196s, n=93284, sd=30} 19. Nb6 {+2.03/17 0.207s, n=83069, sd=34}
Bxc7 {-1.78/16 0.297s, n=160453, sd=33}
20. Nxd5 {+2.09/16 0.147s, n=65697, sd=30}
Bxd5 {-2.12/15 0.208s, n=109438, sd=34}
21. a3 {+2.30/18 0.395s, n=236534, sd=34} b3 {-2.16/16 0.175s, n=94941, sd=30}
22. c4 {+2.15/17 0.217s, n=133324, sd=35} Be4 {-2.07/16 0.331s, n=187051, sd=33}
23. Rfe1 {+2.22/17 0.356s, n=205977, sd=32}
Rh5 {-2.39/16 0.304s, n=178720, sd=31}
24. Bf4 {+2.58/17 0.218s, n=128425, sd=33}
Bxf3 {-2.10/16 0.271s, n=134991, sd=30}
25. Bxc7 {+2.67/18 0.222s, n=129479, sd=37}
Rg5 {-2.06/17 0.183s, n=108069, sd=35} 26. g3 {+2.30/17 0.140s, n=73461, sd=32}
Rc8 {-2.48/15 0.152s, n=65624, sd=33} 27. Bf4 {+2.16/18 0.272s, n=144036, sd=35}
Rf5 {-2.32/17 0.130s, n=71327, sd=35} 28. Rac1 {+2.39/18 0.120s, n=74958, sd=36}
Ba8 {-2.26/17 0.182s, n=100030, sd=37}
29. Rc3 {+2.10/18 0.569s, n=224615, sd=43} Kd7 {-2.01/14 0.176s, n=63042, sd=27}
30. Rec1 {+1.54/14 0.179s, n=58177, sd=28}
Rh8 {-1.74/17 0.356s, n=149705, sd=34} 31. Kf1 {+2.02/16 0.117s, n=67688, sd=33}
f6 {-1.60/16 0.131s, n=69004, sd=37} 32. Rxb3 {+1.16/17 0.565s, n=239177, sd=37}
g5 {-1.35/16 0.168s, n=72663, sd=34} 33. Bd2 {+1.25/17 0.084s, n=42018, sd=35}
hxg3 {-1.53/17 0.171s, n=78694, sd=33}
34. Rxg3 {+1.16/16 0.077s, n=41620, sd=35} Rh4 {-1.37/16 0.181s, n=88702, sd=31}
35. Rcc3 {+1.40/16 0.097s, n=54279, sd=34}
Rxd4 {-1.64/16 0.284s, n=107113, sd=32}
36. Rcd3 {+1.25/15 0.156s, n=82672, sd=34}
Rxd3 {-1.32/14 0.106s, n=44447, sd=31}
37. Rxd3+ {+1.12/15 0.067s, n=31833, sd=29}
Kc7 {-1.53/13 0.092s, n=45859, sd=28} 38. Bc3 {+1.02/16 0.399s, n=197162, sd=35}
Bc6 {-1.13/17 0.531s, n=239169, sd=31}
39. Ke2 {+1.09/15 0.198s, n=100437, sd=30}
Be8 {-1.14/15 0.428s, n=202354, sd=29}
40. Bd2 {+0.89/14 0.399s, n=181260, sd=32}
Re5+ {-1.23/13 0.227s, n=72594, sd=23} 41. Kf1 {+1.05/13 0.139s, n=62352, sd=25}
Bg6 {-0.73/14 0.231s, n=85514, sd=26} 42. Rf3 {+0.84/13 0.142s, n=68293, sd=26}
Bf5 {-1.43/13 0.123s, n=62307, sd=27} 43. h4 {+1.56/13 0.043s, n=24814, sd=20}
Re4 {-1.41/15 0.122s, n=59810, sd=29} 44. hxg5 {+0.97/14 0.044s, n=24716, sd=23}
fxg5 {-1.00/15 0.059s, n=31215, sd=29} 45. Rc3 {+1.33/15 0.049s, n=28129, sd=24}
Kb7 {-1.00/15 0.108s, n=53130, sd=31} 46. b3 {+0.97/16 0.226s, n=117433, sd=32}
Rd4 {-0.95/15 0.077s, n=26006, sd=29} 47. Ke2 {+0.86/14 0.088s, n=32860, sd=30}
g4 {-0.94/15 0.055s, n=20290, sd=31} 48. Kd1 {+0.86/13 0.054s, n=20224, sd=21}
Rd3 {-0.77/15 0.071s, n=28863, sd=19} 49. Rxd3 {+0.89/15 0.039s, n=26780, sd=21}
Bxd3 {-0.75/15 0.068s, n=29280, sd=22} 50. Ba5 {+0.83/15 0.089s, n=52161, sd=23}
Kc6 {-0.73/18 0.317s, n=145821, sd=31} 51. Kd2 {+0.87/16 0.046s, n=32142, sd=21}
Bf1 {-0.93/19 0.067s, n=53318, sd=28} 52. Bd8 {+0.86/17 0.047s, n=26061, sd=23}
Kb7 {-0.88/20 0.048s, n=43728, sd=27} 53. Bg5 {+0.93/17 0.076s, n=46907, sd=23}
Kb6 {-1.12/20 0.087s, n=74600, sd=33} 54. Kc3 {+0.83/18 0.159s, n=86149, sd=29}
Be2 {-0.96/20 0.045s, n=37217, sd=28} 55. Be3+ {+0.88/18 0.090s, n=68604, sd=25}
Kc6 {-0.89/20 0.093s, n=76682, sd=27} 56. b4 {+0.82/17 0.046s, n=40829, sd=27}
Kc7 {-0.91/19 0.056s, n=36524, sd=29} 57. Bf4+ {+0.84/17 0.059s, n=30239, sd=26}
Kb7 {-0.87/18 0.056s, n=37051, sd=25} 58. Bh6 {+0.83/17 0.049s, n=38656, sd=23}
Kb6 {-0.87/20 0.106s, n=66251, sd=30} 59. Be3+ {+0.89/19 0.072s, n=50454, sd=24}
Kc7 {-0.90/19 0.059s, n=43170, sd=27} 60. Bg5 {+0.82/18 0.056s, n=41668, sd=24}
Kb6 {-0.88/18 0.053s, n=37812, sd=25} 61. Bh6 {+0.83/20 0.084s, n=59618, sd=26}
Kb7 {-0.89/19 0.052s, n=33318, sd=25} 62. Kd4 {+0.84/20 0.068s, n=49933, sd=30}
Kc6 {-0.87/19 0.062s, n=37422, sd=29} 63. Bg5 {+0.80/19 0.047s, n=41892, sd=30}
Kb6 {-0.89/18 0.056s, n=44606, sd=24} 64. Bf4 {+0.84/18 0.054s, n=32647, sd=24}
Kc6 {-1.02/20 0.072s, n=44994, sd=32} 65. Be3 {+0.83/19 0.072s, n=53514, sd=24}
Kd6 {-1.01/21 0.088s, n=47017, sd=29} 66. Bg5 {+0.87/20 0.073s, n=49580, sd=25}
Kc6 {-1.01/20 0.064s, n=41773, sd=28} 67. Bf4 {+0.84/19 0.059s, n=34807, sd=25}
Kb6 {-0.96/19 0.049s, n=35168, sd=27} 68. Bg3 {+0.86/22 0.104s, n=75237, sd=27}
Kc6 {-0.91/21 0.091s, n=69164, sd=31} 69. Be5 {+0.89/22 0.056s, n=63956, sd=26}
Kb6 {-0.93/22 0.050s, n=59941, sd=29} 70. Kc3 {+0.86/21 0.060s, n=59522, sd=28}
Kb7 {-0.91/20 0.058s, n=38793, sd=26} 71. Bg7 {+0.96/21 0.076s, n=78797, sd=32}
Kb6 {-0.96/22 0.067s, n=65743, sd=28} 72. Bh8 {+0.84/20 0.071s, n=66452, sd=30}
Ka7 {-0.91/22 0.092s, n=106012, sd=35} 73. Kd4 {+0.84/21 0.089s, n=99353, sd=28}
Kb6 {-0.93/24 0.053s, n=63997, sd=29} 74. Be5 {+1.01/23 0.070s, n=80174, sd=30}
Kc6 {-0.92/22 0.059s, n=71547, sd=29} 75. Bf4 {+0.88/24 0.116s, n=119359, sd=31}
Kb6 {-1.03/23 0.057s, n=65177, sd=29} 76. Be3 {+0.90/22 0.048s, n=57633, sd=28}
Kc6 {-1.06/23 0.057s, n=64066, sd=29} 77. Bc1 {+0.91/23 0.052s, n=60225, sd=28}
Kb6 {-1.07/25 0.091s, n=97351, sd=35} 78. Bh6 {+0.93/23 0.098s, n=94558, sd=29}
Kc6 {-1.06/24 0.077s, n=80724, sd=31} 79. Be3 {+0.95/21 0.063s, n=57601, sd=29}
Kb6 {-1.07/23 0.069s, n=76905, sd=30} 80. Bg5 {+0.87/22 0.051s, n=66575, sd=27}
Kc6 {-1.04/20 0.050s, n=51357, sd=27} 81. Bf6 {+0.95/24 0.082s, n=88472, sd=29}
Kd6 {-1.07/21 0.060s, n=61898, sd=29} 82. Bg7 {+0.90/19 0.064s, n=47064, sd=26}
Kc6 {-1.06/22 0.058s, n=38929, sd=26} 83. Be5 {+0.86/21 0.059s, n=43982, sd=25}
Kb6 {-0.99/21 0.056s, n=40249, sd=26} 84. Bh8 {+0.87/21 0.059s, n=51971, sd=26}
Kc6 {-1.00/23 0.063s, n=76625, sd=30} 85. Kc3 {+0.92/21 0.045s, n=54850, sd=27}
Kb7 {-1.11/23 0.075s, n=89633, sd=33} 86. Bd4 {+0.94/21 0.051s, n=65357, sd=26}
Kc7 {-1.05/23 0.073s, n=83837, sd=29} 87. Bf6 {+0.86/22 0.067s, n=79096, sd=31}
Kb6 {-1.05/23 0.091s, n=88825, sd=35} 88. Kd4 {+0.83/20 0.084s, n=60925, sd=27}
Kc6 {-1.05/21 0.056s, n=39798, sd=25} 89. Bg5 {+0.91/22 0.067s, n=70610, sd=28}
Kb6 {-0.99/23 0.070s, n=91086, sd=38} 90. Bf4 {+0.75/22 0.141s, n=166741, sd=31}
Kc6 {-0.99/25 0.072s, n=83447, sd=31} 91. Bg3 {+0.77/21 0.051s, n=38317, sd=28}
Kb6 {-0.99/22 0.061s, n=42374, sd=28} 92. Be5 {+0.76/19 0.041s, n=28875, sd=28}
Kc6 {-1.01/22 0.075s, n=57107, sd=28} 93. Bf6 {+0.79/23 0.067s, n=91128, sd=32}
Kd6 {-0.98/22 0.066s, n=83543, sd=29} 94. Kc3 {+0.77/21 0.084s, n=105416, sd=30}
Kc7 {-0.96/22 0.067s, n=92570, sd=29} 95. Bg5 {+0.79/21 0.068s, n=80504, sd=30}
Kb6 {-0.96/22 0.064s, n=86984, sd=30} 96. Bf4 {+0.77/21 0.078s, n=101442, sd=30}
Kb7 {-0.83/19 0.064s, n=70287, sd=29} 97. Bg3 {+0.76/19 0.044s, n=30476, sd=26}
Kc6 {-0.77/19 0.129s, n=97798, sd=31} 98. Kd4 {+0.58/16 0.084s, n=101145, sd=30}
Kb6 {-0.66/18 0.100s, n=101452, sd=29} 99. Bd6 {+0.52/16 0.064s, n=49532, sd=26}
Kc6 {-0.55/16 0.071s, n=44790, sd=26} 100. Bf8 {+0.46/14 0.060s, n=40169, sd=26}
Kb6 {-0.51/15 0.116s, n=72993, sd=26} 101. Bg7 {+0.64/17 0.103s, n=84839, sd=29}
Kc6 {-0.53/16 0.062s, n=56225, sd=24} 102. Bh6 {+0.71/21 0.073s, n=79744, sd=30}
Kb6 {-0.47/16 0.055s, n=48652, sd=26} 103. Be3 {+0.71/21 0.063s, n=67498, sd=32}
Kc6 {-0.41/18 0.058s, n=59934, sd=25} 104. a4 {+0.70/22 0.058s, n=65507, sd=28}
Bd1 {-0.42/21 0.077s, n=72299, sd=24} 105. b5+ {+0.66/22 0.057s, n=71494, sd=28}
Kb7 {-0.43/20 0.058s, n=63670, sd=24} 106. a5 {+0.64/23 0.086s, n=81458, sd=30}
Be2 {-0.44/22 0.103s, n=97495, sd=28} 107. Kc5 {+0.66/22 0.044s, n=46589, sd=24}
Bf1 {-0.42/22 0.066s, n=66326, sd=26} 108. Bd4 {+0.50/20 0.071s, n=72090, sd=24}
Bd3 {-0.42/22 0.069s, n=73011, sd=27} 109. Bf6 {+0.47/20 0.076s, n=82020, sd=23}
Bf1 {-0.32/21 0.097s, n=104394, sd=24}
110. Kb4 {+0.45/20 0.079s, n=79934, sd=24} Be2 {-0.33/21 0.051s, n=60070, sd=23}
111. Bd4 {+0.38/20 0.095s, n=105151, sd=28}
Bd3 {-0.36/22 0.065s, n=66232, sd=25} 112. Be5 {+0.28/19 0.063s, n=83238, sd=21}
Bf1 {-0.36/23 0.084s, n=88231, sd=27} 113. Bb2 {+0.25/20 0.072s, n=90391, sd=27}
Bd3 {-0.34/22 0.060s, n=63457, sd=25} 114. Bg7 {+0.20/21 0.086s, n=99208, sd=24}
Bf1 {-0.34/23 0.072s, n=93082, sd=27} 115. Kc5 {+0.18/21 0.079s, n=97643, sd=26}
Be2 {-0.39/23 0.070s, n=80219, sd=25} 116. Bf6 {+0.16/20 0.074s, n=90365, sd=22}
Bd3 {-0.36/23 0.103s, n=120865, sd=26}
117. Be5 {+0.13/18 0.062s, n=77560, sd=21} Be2 {-0.38/22 0.056s, n=65024, sd=25}
118. Kb4 {+0.13/21 0.076s, n=72575, sd=25} Ka7 {-0.37/22 0.068s, n=84309, sd=25}
119. Bb2 {+0.13/20 0.081s, n=74066, sd=23} Kb7 {-0.34/21 0.054s, n=65448, sd=25}
120. Kc5 {+0.13/20 0.082s, n=51542, sd=23} Bd3 {-0.32/21 0.066s, n=79355, sd=27}
121. Bg7 {+0.12/20 0.077s, n=78334, sd=24} Be2 {-0.32/22 0.078s, n=75088, sd=25}
122. Be5 {+0.13/21 0.056s, n=58800, sd=25} Bd3 {-0.35/21 0.065s, n=83330, sd=25}
123. Bd6 {+0.13/22 0.076s, n=70743, sd=29} Bf1 {-0.37/22 0.059s, n=70604, sd=25}
124. Bf4 {+0.12/21 0.056s, n=59545, sd=24} Bd3 {-0.32/22 0.056s, n=73892, sd=25}
125. Kb4 {+0.12/21 0.075s, n=88237, sd=25}
Bf1 {-0.33/24 0.099s, n=115447, sd=27}
126. Bh6 {+0.12/22 0.082s, n=85861, sd=26} Bd3 {-0.33/23 0.071s, n=91957, sd=28}
127. Kc5 {+0.12/21 0.067s, n=82299, sd=25} Be2 {-0.33/23 0.075s, n=93469, sd=27}
128. Be3 {+0.09/21 0.078s, n=93077, sd=22} Bf1 {-0.32/23 0.060s, n=75258, sd=26}
129. Bc1 {+0.09/20 0.063s, n=76112, sd=25} Bd3 {-0.29/22 0.058s, n=80192, sd=27}
130. Kb4 {+0.11/22 0.073s, n=69065, sd=24}
Be2 {-0.29/24 0.084s, n=104743, sd=31}
131. Bd2 {+0.12/22 0.056s, n=63007, sd=26} Bf1 {-0.29/23 0.058s, n=78280, sd=35}
132. Bg5 {+0.12/23 0.084s, n=84704, sd=26}
Be2 {-0.27/24 0.077s, n=112254, sd=27}
133. Be7 {+0.11/22 0.075s, n=88455, sd=28} Bf1 {-0.24/22 0.062s, n=80815, sd=25}
134. Bd6 {+0.08/19 0.089s, n=76816, sd=24} Bd3 {-0.24/21 0.072s, n=53440, sd=23}
135. Bf4 {+0.08/21 0.082s, n=58813, sd=25} Bf1 {-0.24/23 0.065s, n=52748, sd=27}
136. Kc5 {+0.08/19 0.049s, n=38673, sd=25} Bd3 {-0.24/21 0.068s, n=47981, sd=25}
137. Bd2 {+0.08/20 0.075s, n=74004, sd=24} Bf1 {-0.26/23 0.075s, n=89488, sd=27}
138. bxa6+ {+0.08/19 0.076s, n=68987, sd=25}
Kxa6 {-0.14/20 0.055s, n=68605, sd=25}
139. Kd4 {+0.07/16 0.042s, n=38963, sd=22} Be2 {-0.14/20 0.059s, n=50730, sd=22}
140. c5 {+0.08/18 0.053s, n=38629, sd=21} Kb5 {-0.05/16 0.056s, n=44677, sd=21}
141. Be3 {+0.12/19 0.065s, n=48790, sd=23}
Kxa5 {-0.06/15 0.076s, n=46652, sd=21}
142. Ke5 {+0.09/17 0.045s, n=37039, sd=20} Kb5 {-0.11/17 0.073s, n=46014, sd=28}
143. Kd6 {+0.08/18 0.059s, n=46704, sd=21} Bf3 {-0.02/17 0.048s, n=40525, sd=21}
144. Bd4 {+0.04/20 0.074s, n=61864, sd=22} Kc4 {-0.02/18 0.059s, n=49374, sd=22}
145. Bb2 {0.00/20 0.085s, n=84734, sd=28} Kb5 {-0.04/21 0.147s, n=107649, sd=27}
146. Bg7 {0.00/22 0.061s, n=59666, sd=23} Bg2 {-0.02/20 0.076s, n=63224, sd=23}
147. Bf8 {0.00/23 0.091s, n=76558, sd=22} Bf3 {-0.02/21 0.100s, n=77799, sd=27}
148. Kxe6 {0.00/21 0.045s, n=42609, sd=22}
Kc6 {-0.04/21 0.061s, n=52867, sd=24, White disconnects} 0-1