[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.07.16"]
[Round "30"]
[White "Hobbes-base"]
[Black "Hobbes-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "r1bqk2r/pppnppbp/3p2p1/7n/3P1B1P/2N2P2/PPPQP1P1/2KR1BNR b kq - 0 7"]
[GameDuration "00:01:41"]
[GameStartTime "2026-07-16T21:00:34 +0000"]
[GameEndTime "2026-07-16T21:02:15 +0000"]
[PlyCount "269"]
[Termination "illegal move"]
[TimeControl "21.55+0.22"]

7... Nxf4 {+1.74/18 1.071s, n=323215, sd=32}
8. Qxf4 {-1.70/16 0.563s, n=177090, sd=30} h5 {+1.58/17 0.657s, n=205779, sd=34}
9. Kb1 {-1.97/18 1.986s, n=567978, sd=34} b5 {+1.92/19 2.939s, n=841852, sd=37}
10. e4 {-2.00/18 3.262s, n=925309, sd=33} c6 {+2.15/16 1.430s, n=430125, sd=32}
11. Qe3 {-2.06/16 1.369s, n=411642, sd=31}
Qb6 {+2.41/18 2.342s, n=682086, sd=37} 12. g4 {-2.05/16 0.611s, n=185823, sd=33}
hxg4 {+1.92/17 1.237s, n=361431, sd=34}
13. fxg4 {-1.93/16 0.556s, n=166930, sd=35}
b4 {+2.15/18 1.595s, n=451346, sd=46}
14. Nce2 {-1.80/16 0.581s, n=180876, sd=33}
c5 {+2.36/17 0.682s, n=201877, sd=40} 15. Qf4 {-1.95/17 1.038s, n=294573, sd=36}
cxd4 {+2.92/16 0.689s, n=190904, sd=40}
16. h5 {-2.40/16 0.731s, n=202028, sd=36} Nc5 {+2.45/15 0.578s, n=151125, sd=35}
17. hxg6 {-2.33/19 1.499s, n=409247, sd=46}
Rxh1 {+2.26/17 0.905s, n=242733, sd=41}
18. Qxf7+ {-2.69/17 0.724s, n=187164, sd=41}
Kd7 {+2.33/15 0.444s, n=130220, sd=41}
19. Qxg7 {-2.65/16 0.896s, n=247818, sd=42}
d3 {+2.54/17 0.501s, n=140056, sd=47}
20. cxd3 {-2.38/17 0.421s, n=126696, sd=41}
Ba6 {+2.64/17 0.559s, n=175032, sd=46} 21. e5 {-1.45/16 0.563s, n=169048, sd=42}
Ne6 {+1.10/17 1.889s, n=505052, sd=43}
22. Qf7 {-1.55/18 0.572s, n=178763, sd=42}
Rxg1 {+2.42/17 1.055s, n=301618, sd=42}
23. Nxg1 {-2.02/18 1.032s, n=308259, sd=45}
Qxg1 {+2.37/18 0.557s, n=171883, sd=42}
24. exd6 {-1.59/18 0.619s, n=191169, sd=41}
Kxd6 {+2.61/16 0.475s, n=146021, sd=45}
25. Re1 {-2.14/17 0.511s, n=160233, sd=40}
Qxg4 {+2.23/16 0.356s, n=120415, sd=43}
26. Qf2 {-1.73/17 0.958s, n=287319, sd=45}
Qxg6 {+2.21/15 0.629s, n=182131, sd=39}
27. Qe3 {-1.92/17 0.908s, n=280054, sd=47}
Qf6 {+2.08/16 0.858s, n=238299, sd=39}
28. Qe4 {-2.38/16 0.495s, n=119911, sd=39} Rc8 {+1.83/15 0.456s, n=80327, sd=40}
29. Qxb4+ {-2.02/17 0.575s, n=179092, sd=44}
Nc5 {+2.21/15 0.377s, n=116374, sd=38} 30. d4 {-1.91/17 0.378s, n=101505, sd=44}
Qf5+ {+2.58/18 0.374s, n=118108, sd=40}
31. Ka1 {-1.78/17 0.748s, n=232684, sd=49}
Bxf1 {+1.90/18 0.477s, n=130099, sd=48}
32. dxc5+ {-2.01/17 0.299s, n=112401, sd=47}
Rxc5 {+1.41/16 0.371s, n=121535, sd=57}
33. Qb8+ {-2.11/17 0.265s, n=99922, sd=39}
Kc6 {+1.72/17 0.404s, n=133130, sd=49}
34. Qa8+ {-2.57/18 0.456s, n=146444, sd=39}
Kb6 {+2.77/17 0.430s, n=132535, sd=36}
35. Qd8+ {-2.77/17 0.309s, n=100345, sd=38}
Ka6 {+2.87/17 0.333s, n=116055, sd=40}
36. Qxe7 {-2.79/16 0.238s, n=69852, sd=38}
Bb5 {+2.75/18 0.413s, n=125227, sd=44}
37. Qe6+ {-2.82/17 0.335s, n=99221, sd=35}
Ka5 {+3.27/19 0.956s, n=294640, sd=38}
38. Qe7 {-2.58/20 1.771s, n=573172, sd=42}
Bd7 {+3.29/16 0.330s, n=111026, sd=35}
39. Qd6 {-2.72/17 0.349s, n=130172, sd=36}
Rd5 {+3.34/16 0.327s, n=112993, sd=47}
40. Qc7+ {-2.74/18 0.342s, n=132055, sd=36}
Ka6 {+3.59/14 0.315s, n=100665, sd=35}
41. Rc1 {-2.78/17 0.278s, n=108959, sd=37}
Qe6 {+2.94/17 0.827s, n=305928, sd=35} 42. b3 {-3.03/18 0.895s, n=314107, sd=39}
Rd2 {+3.16/16 0.211s, n=67012, sd=29}
43. Qc4+ {-2.87/20 0.661s, n=249059, sd=39}
Qxc4 {+2.93/18 0.168s, n=66936, sd=32}
44. Rxc4 {-2.80/19 0.138s, n=69710, sd=37}
Kb6 {+3.45/17 0.473s, n=183139, sd=32} 45. Kb1 {-2.69/17 0.145s, n=64195, sd=31}
Bf5+ {+3.22/18 0.153s, n=63073, sd=30} 46. Ka1 {-2.81/18 0.182s, n=86211, sd=33}
a6 {+3.21/23 0.215s, n=106213, sd=33} 47. a3 {-3.11/20 0.545s, n=214670, sd=39}
Rf2 {+3.07/22 0.273s, n=127908, sd=38}
48. Rc3 {-3.12/25 0.357s, n=169312, sd=47}
Kb5 {+3.12/21 0.231s, n=115101, sd=46} 49. Rc4 {-3.26/23 0.168s, n=84907, sd=39}
Be6 {+2.54/22 0.341s, n=188185, sd=54}
50. Rc3 {-2.96/25 0.223s, n=116424, sd=42}
Bd5 {+2.70/23 0.231s, n=106765, sd=37}
51. Kb1 {-3.20/25 0.201s, n=105148, sd=41}
Kb6 {+2.63/24 0.206s, n=114453, sd=40}
52. Ka1 {-2.61/25 0.489s, n=273377, sd=50}
Rd2 {+2.78/24 0.233s, n=115394, sd=37}
53. Kb1 {-2.79/23 0.155s, n=100672, sd=43}
Re2 {+2.63/24 0.305s, n=168061, sd=42} 54. Ka1 {-2.71/21 0.133s, n=81559, sd=37}
Kb5 {+2.74/22 0.216s, n=118319, sd=40} 55. Kb1 {-2.75/21 0.151s, n=71753, sd=37}
Rf2 {+2.51/20 0.164s, n=83864, sd=42} 56. Ka1 {-2.83/25 0.256s, n=133962, sd=40}
Bf7 {+2.52/21 1.121s, n=86708, sd=40} 57. Kb1 {-2.24/22 0.226s, n=135640, sd=45}
Rg2 {+1.74/19 0.247s, n=147542, sd=40} 58. Ka1 {-2.20/19 0.158s, n=80811, sd=41}
Re2 {+1.79/22 0.212s, n=119638, sd=33}
59. Rf3 {-1.99/19 0.254s, n=145604, sd=39} Bd5 {+1.58/17 0.161s, n=96534, sd=38}
60. Rc3 {-1.73/18 0.209s, n=118396, sd=38}
Kb6 {+1.74/18 0.177s, n=106491, sd=36} 61. Kb1 {-1.68/17 0.159s, n=86354, sd=36}
Rg2 {+1.45/15 0.164s, n=100903, sd=39}
62. Ka1 {-1.59/17 0.200s, n=119013, sd=39}
Rf2 {+1.05/15 0.232s, n=133203, sd=36} 63. Kb1 {-2.50/17 0.162s, n=63424, sd=35}
Be4+ {+1.26/13 0.469s, n=153821, sd=34}
64. Ka1 {-1.93/18 0.552s, n=200372, sd=43} Rh2 {+0.79/14 0.218s, n=97185, sd=36}
65. Rc4 {-1.99/18 0.189s, n=74628, sd=38} Bc6 {+0.94/13 0.219s, n=52063, sd=39}
66. Kb1 {-1.99/15 0.168s, n=63189, sd=39} Rf2 {+0.62/15 0.223s, n=104448, sd=39}
67. Ka1 {-2.10/16 0.927s, n=320628, sd=31} Kc7 {+1.64/12 0.223s, n=29526, sd=26}
68. Kb1 {-1.59/14 0.219s, n=86243, sd=27} Kd6 {+1.04/12 0.222s, n=55418, sd=24}
69. Kc1 {-1.11/14 0.165s, n=71030, sd=23} Rg2 {+0.95/12 0.216s, n=75032, sd=25}
70. Rc2 {-0.62/13 0.134s, n=44133, sd=27} Rg6 {+0.94/12 0.217s, n=61027, sd=26}
71. Kb2 {-0.63/14 0.237s, n=70978, sd=26} Be4 {+0.73/14 0.209s, n=73086, sd=28}
72. Rc4 {-0.65/14 0.157s, n=46097, sd=28} Rg2+ {+0.66/13 0.186s, n=61299, sd=26}
73. Kc3 {-0.67/13 0.119s, n=41005, sd=27} Rg3+ {+0.72/14 0.171s, n=53484, sd=29}
74. Kb2 {-0.54/13 0.127s, n=44876, sd=24} Bd5 {+1.05/17 0.152s, n=60751, sd=32}
75. Rc3 {-0.50/15 0.146s, n=23623, sd=23} Rg2+ {+1.42/18 0.097s, n=46936, sd=32}
76. Rc2 {-0.54/15 0.208s, n=72868, sd=29}
Rxc2+ {+1.59/19 0.121s, n=65668, sd=38}
77. Kxc2 {-1.49/16 0.153s, n=66955, sd=33}
Be4+ {+2.13/20 0.148s, n=81966, sd=38}
78. Kb2 {-2.24/22 0.259s, n=130632, sd=36} Kd5 {+2.38/19 0.174s, n=50039, sd=33}
79. Ka2 {-2.29/23 0.188s, n=107539, sd=33}
Kd4 {+2.87/22 0.236s, n=132131, sd=46}
80. Kb2 {-2.45/22 0.300s, n=186565, sd=104}
Bd3 {+3.06/19 0.708s, n=79604, sd=54} 81. a4 {-3.10/26 0.818s, n=565892, sd=114}
a5 {+3.19/22 0.178s, n=114042, sd=75} 82. Ka1 {-3.60/24 0.142s, n=121505, sd=76}
Kc3 {+3.34/20 0.133s, n=79342, sd=46} 83. Ka2 {-3.63/18 0.707s, n=37741, sd=49}
Bc2 {+3.25/21 0.156s, n=127653, sd=67}
84. Ka1 {-3.13/18 0.167s, n=140468, sd=63}
Bxb3 {+3.48/21 0.411s, n=366593, sd=56} 85. Kb1 {-0.03/1 0.001s, n=0, sd=0}
Be6 {+3.84/22 0.222s, n=167472, sd=89} 86. Ka1 {-3.82/24 0.096s, n=92559, sd=84}
Kb3 {+3.74/20 0.123s, n=118785, sd=50} 87. Kb1 {0.00/1 0.000s, n=0, sd=0}
Bf5+ {+3.77/19 0.289s, n=274061, sd=56}
88. Ka1 {-3.91/22 0.198s, n=161528, sd=73}
Bd7 {+3.71/21 0.130s, n=119668, sd=42} 89. Kb1 {0.00/1 0.000s, n=0, sd=0}
Be6 {+3.72/20 0.340s, n=161820, sd=75}
90. Ka1 {-4.13/22 0.121s, n=108487, sd=47}
Bc4 {+3.55/19 0.217s, n=107027, sd=58} 91. Kb1 {0.00/1 0.000s, n=0, sd=0}
Ka3 {+3.69/20 0.221s, n=115962, sd=58}
92. Ka1 {-4.13/19 0.139s, n=128075, sd=47} Bb3 {+3.62/15 0.221s, n=82827, sd=62}
93. Kb1 {0.00/1 0.001s, n=0, sd=0} Bd5 {+3.57/20 0.219s, n=123996, sd=80}
94. Ka1 {-4.00/19 0.511s, n=469655, sd=57} Bb7 {+3.65/17 0.219s, n=73468, sd=94}
95. Kb1 {0.00/1 0.001s, n=0, sd=0} Be4+ {+3.62/18 0.221s, n=102199, sd=72}
96. Ka1 {-3.80/21 0.151s, n=131373, sd=47}
Bf3 {+3.35/18 0.118s, n=98139, sd=122} 97. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bg4 {+3.45/18 0.321s, n=61139, sd=60} 98. Ka1 {-3.74/18 0.354s, n=327781, sd=71}
Bd7 {+3.36/18 0.201s, n=174400, sd=90} 99. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bf5+ {+3.34/18 0.185s, n=146227, sd=60}
100. Ka1 {-3.73/19 0.236s, n=156140, sd=55}
Bc8 {+3.29/18 0.147s, n=131873, sd=50} 101. Kb1 {0.00/1 0.000s, n=0, sd=0}
Ba6 {+3.41/17 0.348s, n=78833, sd=44}
102. Ka1 {-3.75/19 1.863s, n=1851392, sd=75}
Bc4 {+3.43/18 0.196s, n=170660, sd=43} 103. Kb1 {0.00/1 0.000s, n=0, sd=0}
Be6 {+3.55/18 0.240s, n=154204, sd=48}
104. Ka1 {-3.84/18 0.109s, n=63490, sd=99}
Bf7 {+3.52/19 0.137s, n=118238, sd=50} 105. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bh5 {+3.58/19 0.306s, n=203531, sd=60}
106. Ka1 {-3.71/19 0.247s, n=173339, sd=63}
Kb3 {+3.77/19 0.187s, n=112382, sd=108} 107. Kb1 {0.00/1 0.002s, n=0, sd=0}
Be8 {+3.74/15 0.254s, n=120741, sd=40}
108. Ka1 {-3.73/20 0.303s, n=258400, sd=63}
Bc6 {+3.62/17 0.196s, n=178679, sd=66} 109. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bxa4 {+3.55/18 0.243s, n=182272, sd=68}
110. Ka1 {-3.61/21 0.134s, n=120250, sd=38}
Bb5 {+3.56/16 0.140s, n=115132, sd=62} 111. Kb1 {0.00/1 0.000s, n=0, sd=0}
Ka3 {+3.59/17 0.301s, n=166643, sd=52}
112. Ka1 {-3.96/20 1.508s, n=94358, sd=43}
Bd7 {+3.43/19 0.220s, n=149504, sd=70} 113. Kb1 {0.00/1 0.000s, n=0, sd=0}
Bf5+ {+3.36/19 0.217s, n=165889, sd=90}
114. Ka1 {-3.79/16 0.100s, n=46046, sd=47}
Bg4 {+3.14/13 0.118s, n=42316, sd=110} 115. Kb1 {0.00/1 0.004s, n=0, sd=0}
Bd7 {+3.39/20 0.242s, n=183360, sd=108}
116. Ka1 {-3.84/19 0.948s, n=49772, sd=53} Kb3 {+3.46/16 0.304s, n=86768, sd=48}
117. Kb1 {0.00/1 0.001s, n=0, sd=0} Be6 {+3.49/19 0.220s, n=172032, sd=103}
118. Ka1 {-3.68/19 0.502s, n=77738, sd=73}
Ka3 {+3.54/17 0.216s, n=100934, sd=86} 119. Kb1 {0.00/1 0.000s, n=0, sd=0}
Bc4 {+3.32/15 0.222s, n=72132, sd=86} 120. Ka1 {-3.69/19 0.102s, n=88379, sd=61}
Bb5 {+3.60/17 0.221s, n=83562, sd=58} 121. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bc6 {+3.67/15 0.220s, n=58604, sd=87} 122. Ka1 {-3.71/20 0.767s, n=76565, sd=36}
Kb3 {+3.41/14 0.219s, n=62516, sd=102} 123. Kb1 {0.00/1 0.003s, n=0, sd=0}
Be4+ {+3.44/14 0.220s, n=51937, sd=75}
124. Ka1 {-3.66/17 0.401s, n=388241, sd=99}
Bd5 {+3.15/15 0.114s, n=101576, sd=65} 125. Kb1 {0.00/1 0.001s, n=0, sd=0}
Ka3 {+3.38/16 0.331s, n=216248, sd=56}
126. Ka1 {-3.72/20 0.456s, n=419700, sd=60}
Bg8 {+3.28/15 0.216s, n=72945, sd=39} 127. Kb1 {0.00/1 0.000s, n=0, sd=0}
Be6 {+3.17/14 0.219s, n=111511, sd=60}
128. Ka1 {-3.68/19 0.425s, n=389353, sd=65}
Kb3 {+2.98/15 0.218s, n=113236, sd=50} 129. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bf7 {+3.02/17 0.215s, n=172799, sd=76}
130. Ka1 {-3.68/19 0.136s, n=94592, sd=55}
Ka3 {+3.25/19 0.169s, n=140227, sd=74} 131. Kb1 {0.00/1 0.001s, n=0, sd=0}
Ba2+ {+3.44/19 0.273s, n=251092, sd=62}
132. Ka1 {-3.30/16 0.106s, n=78864, sd=47} Bc4 {+3.36/16 0.224s, n=65377, sd=38}
133. Kb1 {0.00/1 0.001s, n=0, sd=0} Kb3 {+3.32/18 0.223s, n=133683, sd=54}
134. Ka1 {-3.29/19 0.202s, n=146295, sd=47}
a4 {+3.32/19 0.204s, n=111643, sd=79} 135. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bf7 {+3.27/15 0.232s, n=113890, sd=54}
136. Ka1 {-2.89/21 0.150s, n=126089, sd=46}
Bh5 {+3.36/18 0.223s, n=58909, sd=38} 137. Kb1 {0.00/1 0.001s, n=0, sd=0}
Bg6+ {+3.37/19 0.186s, n=170280, sd=68}
138. Ka1 {-3.18/22 0.167s, n=115490, sd=70}
Bf7 {+3.35/21 0.180s, n=153364, sd=54} 139. Kb1 {0.00/1 0.000s, n=0, sd=0}
Ka3 {+3.38/18 0.170s, n=150204, sd=50}
140. Ka1 {-3.42/25 0.347s, n=267178, sd=79}
Bb3 {+3.54/16 0.341s, n=18501, sd=30}
141. Kb1 {0.00/1 0.000s, n=0, sd=0, Black makes an illegal move: f7c4} 1-0