[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.05.24"]
[Round "23"]
[White "Hobbes-dev"]
[Black "Hobbes-base"]
[Result "0-1"]
[SetUp "1"]
[FEN "r2qkb1r/ppp1nppp/3p4/3Ppb2/4n1P1/2P2N1P/PP2QP2/RNB1KB1R b KQkq - 0 8"]
[GameDuration "00:05:51"]
[GameStartTime "2026-05-24T00:40:28 +0000"]
[GameEndTime "2026-05-24T00:46:20 +0000"]
[PlyCount "191"]
[Termination "abandoned"]
[TimeControl "74.21+0.74"]

8... Bg6 {+2.04/24 3.136s, n=1427285, sd=42}
9. Nh4 {-1.74/23 1.963s, n=917124, sd=42}
Nc5 {+2.15/24 4.173s, n=1944798, sd=50}
10. Nxg6 {-2.08/22 2.150s, n=1016701, sd=42}
Nxg6 {+2.28/25 3.595s, n=1731111, sd=49}
11. Qb5+ {-1.78/24 6.485s, n=2809044, sd=52}
Qd7 {+2.54/19 2.348s, n=1020288, sd=36}
12. Be3 {-2.03/21 1.599s, n=584965, sd=38}
a6 {+2.15/22 3.786s, n=1612610, sd=37}
13. Qxd7+ {-1.88/22 2.051s, n=995599, sd=43}
Nxd7 {+2.45/23 2.300s, n=1086855, sd=37}
14. Nd2 {-2.00/24 2.364s, n=920988, sd=39}
Be7 {+2.36/21 3.077s, n=948238, sd=38} 15. a4 {-2.17/21 2.674s, n=709162, sd=35}
Nf6 {+2.27/23 3.586s, n=990366, sd=43}
16. c4 {-2.24/23 4.847s, n=1289083, sd=36}
a5 {+2.40/21 3.554s, n=1016431, sd=34}
17. O-O-O {-2.16/23 3.170s, n=1352442, sd=40}
Nd7 {+3.11/24 7.564s, n=3368204, sd=40}
18. Ne4 {-2.46/21 2.076s, n=939518, sd=38}
b6 {+3.19/22 2.459s, n=1171099, sd=40}
19. Bd3 {-2.63/20 1.952s, n=888378, sd=38}
Nh4 {+3.18/22 3.871s, n=1753201, sd=42}
20. Rdf1 {-2.40/21 5.274s, n=2382721, sd=39}
Nc5 {+3.04/26 9.581s, n=4389850, sd=43}
21. Nxc5 {-2.72/22 2.147s, n=1095557, sd=39}
bxc5 {+3.16/23 1.490s, n=708618, sd=39}
22. Kc2 {-2.74/25 2.424s, n=1211091, sd=43}
h6 {+3.11/23 1.655s, n=823624, sd=39}
23. Rhg1 {-2.40/27 1.718s, n=962556, sd=47}
O-O {+3.34/28 4.207s, n=2200278, sd=48}
24. f4 {-2.45/27 1.923s, n=1060191, sd=49}
exf4 {+3.32/28 1.729s, n=981173, sd=49}
25. Bxf4 {-2.69/27 1.375s, n=784858, sd=49}
Bg5 {+3.32/26 1.344s, n=790834, sd=47}
26. Bg3 {-2.72/25 1.343s, n=762709, sd=46}
Rfe8 {+2.87/25 1.680s, n=944650, sd=52}
27. Be1 {-2.58/27 1.918s, n=1107602, sd=53}
Rxe1 {+3.38/29 3.180s, n=1776653, sd=53}
28. Rxe1 {-2.52/26 1.501s, n=889906, sd=53}
Nf3 {+3.47/27 1.957s, n=1173537, sd=54}
29. Rgf1 {-2.94/26 2.339s, n=1307203, sd=52}
Nxe1+ {+3.55/29 1.380s, n=880634, sd=57}
30. Rxe1 {-3.00/27 1.173s, n=742199, sd=52}
g6 {+3.38/30 1.720s, n=1151821, sd=60}
31. b3 {-2.88/29 2.607s, n=1573580, sd=60}
Kg7 {+3.77/26 1.617s, n=1015525, sd=59}
32. Re4 {-3.23/30 5.786s, n=3299334, sd=51}
Rf8 {+3.63/26 1.357s, n=851894, sd=63}
33. Kd1 {-3.09/23 0.896s, n=538228, sd=50}
Rb8 {+3.80/26 1.321s, n=849562, sd=56}
34. Kc2 {-3.30/23 1.023s, n=607674, sd=52}
Bf6 {+3.86/24 1.070s, n=664625, sd=60}
35. Re3 {-2.93/24 1.566s, n=933768, sd=50}
Rh8 {+4.12/28 5.915s, n=3460309, sd=55}
36. Be2 {-3.12/26 1.401s, n=839351, sd=57}
Be5 {+4.10/25 0.865s, n=578940, sd=43}
37. Bd1 {-3.37/29 5.701s, n=3342568, sd=62}
f5 {+4.02/22 0.937s, n=596735, sd=47}
38. gxf5 {-3.39/24 1.848s, n=1095551, sd=47}
gxf5 {+4.25/22 1.044s, n=616266, sd=51}
39. Re2 {-3.55/26 1.968s, n=1197693, sd=54}
Kf6 {+3.90/24 0.703s, n=450931, sd=45}
40. Rg2 {-3.09/26 1.226s, n=718728, sd=54}
Bd4 {+4.07/24 1.310s, n=781033, sd=54}
41. Kd2 {-3.26/22 1.756s, n=952891, sd=48}
Re8 {+4.48/19 0.806s, n=490971, sd=54}
42. Bc2 {-3.22/25 3.683s, n=1924952, sd=45}
Be3+ {+4.12/21 1.230s, n=620669, sd=45}
43. Ke2 {-3.27/21 1.150s, n=604774, sd=51}
Bg5+ {+4.09/22 0.866s, n=444369, sd=47}
44. Kd1 {-3.74/24 2.440s, n=1270661, sd=50}
Bh4 {+4.30/21 1.066s, n=398360, sd=50}
45. Re2 {-3.59/25 1.576s, n=906797, sd=51}
Re5 {+4.33/22 0.805s, n=440091, sd=40}
46. Bd3 {-3.93/22 1.223s, n=693215, sd=54} h5 {+4.41/22 1.000s, n=621115, sd=43}
47. Bc2 {-4.08/25 3.297s, n=1971674, sd=58}
Bg5 {+4.58/21 1.217s, n=556035, sd=44}
48. Bd3 {-4.31/22 0.763s, n=483378, sd=51}
Be3 {+4.92/21 0.769s, n=427198, sd=45}
49. Rg2 {-4.50/20 0.779s, n=472916, sd=44}
Bd4 {+5.03/22 1.116s, n=628837, sd=49}
50. h4 {-4.41/24 2.796s, n=1483254, sd=51}
Re3 {+5.08/23 0.803s, n=460258, sd=53}
51. Bc2 {-4.37/21 0.587s, n=339716, sd=46}
Rf3 {+4.62/23 1.753s, n=964239, sd=55}
52. Rg5 {-5.08/20 0.768s, n=422198, sd=43}
Rf2 {+5.33/23 0.752s, n=434979, sd=49}
53. Bd3 {-4.28/24 2.511s, n=1404319, sd=48}
Bc3 {+5.71/22 0.889s, n=516332, sd=59}
54. Bc2 {-5.14/22 0.484s, n=282110, sd=56}
Bd2 {+6.05/22 1.096s, n=605077, sd=53}
55. Rg8 {-5.43/21 1.272s, n=698723, sd=49}
Be3 {+6.06/22 1.196s, n=640441, sd=61}
56. Re8 {-4.75/19 0.597s, n=306118, sd=44}
Rd2+ {+6.27/21 0.833s, n=493025, sd=55}
57. Kc1 {-4.72/18 0.402s, n=210324, sd=41} f4 {+5.90/20 0.638s, n=380321, sd=56}
58. Re6+ {-5.00/18 0.616s, n=307118, sd=47}
Kg7 {+6.22/19 0.646s, n=395409, sd=54}
59. Rg6+ {-5.34/21 2.294s, n=1147256, sd=51}
Kf7 {+6.53/20 0.930s, n=501645, sd=48}
60. Rg5 {-5.88/22 1.659s, n=871846, sd=46}
Rh2+ {+6.60/19 0.715s, n=390502, sd=51}
61. Kd1 {-5.16/18 0.481s, n=261552, sd=49}
Ke7 {+7.42/19 0.796s, n=472271, sd=56}
62. Rg6 {-6.49/21 1.590s, n=841041, sd=53}
Rxh4 {+7.14/20 0.723s, n=398937, sd=47}
63. Be4 {-6.60/21 0.592s, n=340164, sd=47}
Bd4 {+8.35/19 1.830s, n=981218, sd=53}
64. Ke2 {-7.28/22 2.971s, n=1519083, sd=48}
Rh2+ {+8.84/20 0.654s, n=360695, sd=52}
65. Rg2 {-7.70/17 0.348s, n=212174, sd=45}
Rh3 {+9.23/19 0.663s, n=402468, sd=56}
66. Bf3 {-8.03/17 0.391s, n=235962, sd=52}
Kf6 {+8.98/18 0.776s, n=442220, sd=74}
67. Rg8 {-8.30/17 0.285s, n=172381, sd=40}
Kf5 {+9.66/19 1.095s, n=622197, sd=44}
68. Rg2 {-8.31/20 2.168s, n=1100134, sd=46}
Bf6 {+9.98/18 0.567s, n=320374, sd=42}
69. Rg1 {-8.81/19 0.494s, n=264067, sd=44}
Ke5 {+10.94/18 0.626s, n=350761, sd=40}
70. Rh1 {-9.14/18 1.583s, n=591367, sd=50}
Rg3 {+11.38/18 0.750s, n=327617, sd=37}
71. Rxh5+ {-10.18/18 0.551s, n=316130, sd=34}
Kd4 {+12.00/18 0.624s, n=365819, sd=41}
72. Rf5 {-10.65/18 0.925s, n=426205, sd=38}
Be5 {+12.51/19 0.858s, n=493517, sd=44}
73. Rf7 {-11.30/18 0.689s, n=380552, sd=38}
Kc3 {+12.98/18 0.701s, n=361706, sd=39}
74. Rxc7 {-11.47/17 0.510s, n=261564, sd=36}
Kxb3 {+13.50/19 1.022s, n=517328, sd=39}
75. Ra7 {-11.01/18 1.021s, n=341446, sd=40}
Kxa4 {+13.43/22 0.628s, n=355004, sd=44}
76. Rb7 {-12.21/19 0.751s, n=413761, sd=45}
Ka3 {+14.87/23 0.698s, n=413747, sd=43}
77. Rb6 {-12.20/22 0.589s, n=345373, sd=41}
a4 {+15.56/22 0.815s, n=508439, sd=53}
78. Kf2 {-12.61/24 0.881s, n=430193, sd=52}
Ka2 {+15.08/21 0.981s, n=574972, sd=55}
79. Rb7 {-13.11/21 0.581s, n=368157, sd=44}
a3 {+15.58/20 0.537s, n=361740, sd=45}
80. Rb6 {-13.61/19 0.461s, n=305618, sd=64}
Ka1 {+15.93/20 0.842s, n=497189, sd=58}
81. Rb3 {-13.84/20 1.084s, n=668439, sd=100}
a2 {+16.76/18 0.642s, n=396625, sd=90}
82. Rb6 {-13.87/19 0.563s, n=368890, sd=75}
Bb2 {+17.58/19 1.377s, n=787272, sd=126}
83. Rxd6 {-14.00/18 0.309s, n=221711, sd=70}
Kb1 {+17.29/18 0.539s, n=337914, sd=71}
84. Ra6 {-14.18/16 0.315s, n=190173, sd=106}
a1=Q {+17.70/17 1.781s, n=990386, sd=146}
85. Rxa1+ {-14.32/18 0.556s, n=384914, sd=86}
Bxa1 {+17.87/15 0.652s, n=399884, sd=149}
86. d6 {-14.93/18 2.052s, n=1222656, sd=122}
Bf6 {+18.19/19 0.713s, n=521822, sd=102}
87. d7 {-15.01/16 0.410s, n=283867, sd=85}
Kc2 {+18.69/16 1.105s, n=741160, sd=122}
88. Ke2 {-15.08/14 0.331s, n=195879, sd=88}
Kc3 {+18.74/15 1.001s, n=624511, sd=153}
89. Bd5 {-15.70/17 0.779s, n=492830, sd=86}
Re3+ {+19.06/14 0.665s, n=472731, sd=162}
90. Kf2 {-15.44/14 0.449s, n=289806, sd=77}
Kd3 {+18.83/14 0.502s, n=318071, sd=133}
91. Bf3 {-15.93/17 1.456s, n=899117, sd=109}
Kxc4 {+18.70/12 1.096s, n=727024, sd=181}
92. Kg2 {-16.14/15 1.013s, n=476271, sd=86}
Kd4 {+19.17/12 0.826s, n=555743, sd=144}
93. Bd1 {-16.41/13 0.743s, n=373392, sd=116}
Rg3+ {+20.12/14 2.012s, n=219158, sd=83}
94. Kf2 {-16.53/13 0.313s, n=201845, sd=88}
c4 {+20.29/15 0.476s, n=303884, sd=181}
95. Bf3 {-17.56/16 1.168s, n=690795, sd=112}
c3 {+21.82/15 0.432s, n=265748, sd=67} 96. Ke2 {-M18/35 0.604s, n=459591, sd=63}
Rg1 {+M27/21 0.423s, n=331593, sd=67}
97. d8=Q+ {-M20/36 0.546s, n=437766, sd=38}
Bxd8 {+M19/37 0.349s, n=292437, sd=61} 98. Kf2 {-M18/39 0.325s, n=294324, sd=54}
c2 {+M17/39 0.359s, n=388523, sd=37} 99. Kxg1 {-M14/35 0.271s, n=232638, sd=40}
c1=Q+ {+M13/44 0.387s, n=437308, sd=37}
100. Kh2 {-M10/41 0.396s, n=427088, sd=31} Qe1 {+M9/54 0.944s, n=1220793, sd=33}
101. Bd1 {-M8/53 0.361s, n=571065, sd=22} Qf2+ {+M7/72 1.038s, n=1916423, sd=28}
102. Kh1 {-M6/78 0.293s, n=485346, sd=20}
Qf1+ {+M5/134 2.199s, n=3162578, sd=52} 103. Kh2 {-14.20/1 0.000s, n=0, sd=0}
Bh4 {+M3/224 0.866s, n=790103, sd=52, White's connection stalls} 0-1