[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.02.17"]
[Round "2"]
[White "PZChessBot-dev"]
[Black "PZChessBot-base"]
[Result "1-0"]
[SetUp "1"]
[FEN "qbrkbrnn/pppppppp/8/8/8/8/PPPPPPPP/RNKBBQNR w HAfc - 0 1"]
[Variant "Chess960"]
[GameDuration "00:00:29"]
[GameStartTime "2026-02-17T21:58:34 +0000"]
[GameEndTime "2026-02-17T21:59:04 +0000"]
[PlyCount "141"]
[Termination "abandoned"]
[TimeControl "8.67+0.09"]

1. e4 {+0.40/19 1.020s, n=1736240, sd=24} e6 {-0.40/18 0.765s, n=1301926, sd=24}
2. f4 {+0.45/19 0.660s, n=1105289, sd=35} c5 {-0.26/19 0.601s, n=991264, sd=24}
3. a4 {+0.40/17 0.483s, n=782319, sd=32} Ne7 {-0.37/17 0.483s, n=783865, sd=25}
4. g3 {+0.55/16 0.267s, n=451037, sd=30} b6 {-0.30/17 0.649s, n=1006789, sd=23}
5. Bf3 {+0.28/20 0.760s, n=1167834, sd=30} d5 {-0.45/17 0.624s, n=988224, sd=27}
6. exd5 {+0.45/17 0.385s, n=618923, sd=28}
exd5 {-0.16/16 0.423s, n=655937, sd=25}
7. Qd3 {+0.28/18 0.814s, n=1266394, sd=26}
Qc6 {-0.38/15 0.244s, n=396483, sd=24}
8. Ne2 {+0.14/18 0.752s, n=1195306, sd=28}
Qe6 {-0.26/16 0.352s, n=556849, sd=24} 9. Bf2 {+0.32/15 0.238s, n=391299, sd=25}
Qg6 {-0.38/17 0.562s, n=894572, sd=27}
10. Qxg6 {+0.41/15 0.238s, n=397688, sd=27}
fxg6 {-0.46/17 0.276s, n=461073, sd=33}
11. d4 {+0.57/16 0.166s, n=289539, sd=28} g5 {-0.26/18 0.777s, n=354067, sd=30}
12. dxc5 {+0.98/17 0.391s, n=731458, sd=30}
bxc5 {-1.13/17 0.342s, n=608339, sd=26}
13. Rd1 {+0.75/15 0.140s, n=271928, sd=29}
Bf7 {-0.78/17 0.271s, n=513834, sd=31}
14. Nbc3 {+1.00/17 0.128s, n=262553, sd=30}
gxf4 {-0.95/18 0.236s, n=457198, sd=41}
15. Nxd5 {+1.21/16 0.276s, n=528855, sd=26}
Nxd5 {-1.26/18 0.192s, n=390577, sd=36}
16. Bxd5 {+1.00/17 0.205s, n=381475, sd=27}
fxg3 {-1.08/18 0.277s, n=534627, sd=29}
17. Bg2+ {+0.99/17 0.356s, n=676715, sd=28}
Ke7 {-0.89/14 0.155s, n=268835, sd=25}
18. Bxg3 {+1.09/17 0.194s, n=383854, sd=24}
Bxg3 {-1.00/17 0.204s, n=391206, sd=30}
19. hxg3 {+1.13/16 0.272s, n=501527, sd=24}
Rfd8 {-1.18/16 0.517s, n=575376, sd=22}
20. Rf1 {+1.09/16 0.147s, n=277680, sd=24}
Ng6 {-0.90/15 0.189s, n=350940, sd=26}
21. Nc3 {+0.88/15 0.253s, n=426708, sd=26}
Ne5 {-1.09/16 0.247s, n=449857, sd=26}
22. Re1 {+1.04/15 0.281s, n=501751, sd=27}
Kf6 {-1.23/15 0.190s, n=343490, sd=27} 23. b3 {+1.03/15 0.290s, n=545324, sd=35}
Nc6 {-1.26/15 0.398s, n=531036, sd=25}
24. Rf1+ {+1.19/15 0.184s, n=329566, sd=24}
Ke7 {-1.39/14 0.098s, n=177256, sd=25}
25. Kb2 {+1.46/14 0.158s, n=277770, sd=29}
Nd4 {-1.43/12 0.128s, n=227160, sd=23}
26. Nb5 {+1.60/15 0.292s, n=525230, sd=27} a6 {-1.42/16 0.302s, n=567832, sd=26}
27. Rfe1+ {+1.87/16 0.258s, n=400736, sd=26}
Be6 {-2.26/15 0.206s, n=400275, sd=33}
28. Nxd4 {+1.77/15 0.096s, n=196652, sd=28}
cxd4 {-2.22/14 0.111s, n=217328, sd=27}
29. Bb7 {+1.80/16 0.173s, n=352602, sd=28}
Rc3 {-1.96/16 0.206s, n=403135, sd=33}
30. Bxa6 {+2.09/15 0.147s, n=219464, sd=29}
Rxg3 {-1.99/15 0.135s, n=260351, sd=28}
31. a5 {+1.92/14 0.084s, n=180404, sd=28} Re3 {-2.20/16 0.137s, n=285477, sd=27}
32. Rg1 {+1.82/14 0.088s, n=190476, sd=28} g6 {-2.06/14 0.133s, n=273903, sd=27}
33. Bd3 {+2.01/15 0.147s, n=260585, sd=28}
Bf5 {-2.11/16 0.176s, n=366871, sd=27}
34. Bxf5 {+1.98/14 0.093s, n=137685, sd=26}
gxf5 {-2.12/14 0.115s, n=221769, sd=25}
35. a6 {+1.79/15 0.085s, n=177866, sd=24} Ra8 {-1.95/12 0.049s, n=44436, sd=25}
36. Rg7+ {+2.08/15 0.173s, n=311910, sd=22}
Kd6 {-2.04/15 0.087s, n=180196, sd=25}
37. Rxh7 {+2.27/16 0.110s, n=237651, sd=28}
d3 {-1.94/15 0.096s, n=205355, sd=25}
38. Rh6+ {+1.82/13 0.094s, n=159410, sd=23}
Kd7 {-1.89/12 0.075s, n=72237, sd=25} 39. Rd1 {+2.33/13 0.107s, n=177560, sd=38}
f4 {-1.99/14 0.110s, n=182846, sd=24}
40. Rxd3+ {+2.40/17 0.098s, n=227042, sd=34}
Rxd3 {-2.35/16 0.073s, n=198378, sd=30}
41. cxd3 {+2.46/18 0.075s, n=224547, sd=36}
Rf8 {-2.32/17 0.047s, n=132442, sd=37} 42. a7 {+2.50/17 0.062s, n=131596, sd=42}
f3 {-2.45/17 0.079s, n=231280, sd=34}
43. a8=Q {+2.31/19 0.085s, n=251888, sd=56}
Rxa8 {-2.42/19 0.112s, n=336468, sd=54}
44. Rf6 {+2.47/20 0.107s, n=359022, sd=55}
Rc8 {-2.30/24 0.156s, n=480836, sd=47}
45. Rxf3 {+2.48/24 0.113s, n=353692, sd=58}
Kc6 {-2.44/24 0.146s, n=464928, sd=53}
46. Rf4 {+2.47/25 0.140s, n=450113, sd=68}
Kd5 {-2.45/25 0.231s, n=611808, sd=53}
47. Rc4 {+2.47/28 0.110s, n=337015, sd=61}
Ra8 {-2.34/27 0.210s, n=383157, sd=72}
48. Kc3 {+2.46/27 0.192s, n=580025, sd=76}
Ra1 {-2.34/16 0.062s, n=197300, sd=39} 49. d4 {+2.67/21 0.137s, n=410385, sd=51}
Rc1+ {-2.63/14 0.053s, n=157007, sd=29}
50. Kb4 {+2.62/18 0.081s, n=243318, sd=34}
Rh1 {-2.82/17 0.143s, n=419687, sd=33}
51. Kb5 {+2.84/19 0.093s, n=286338, sd=40}
Rh8 {-2.84/15 0.075s, n=217941, sd=34}
52. Rc6 {+3.08/17 0.052s, n=168373, sd=30}
Kxd4 {-2.94/18 0.167s, n=494550, sd=32}
53. b4 {+3.08/21 0.109s, n=335379, sd=38} Kd5 {-3.13/17 0.141s, n=419615, sd=46}
54. Rg6 {+3.11/21 0.181s, n=556491, sd=40}
Rb8+ {-2.61/15 0.092s, n=249778, sd=33}
55. Ka5 {+2.88/18 0.063s, n=182940, sd=42}
Kc4 {-3.28/19 0.139s, n=424658, sd=44}
56. Rc6+ {+3.03/22 0.100s, n=308890, sd=48}
Kb3 {-3.30/19 0.108s, n=314386, sd=41} 57. b5 {+3.29/19 0.120s, n=376419, sd=52}
Ra8+ {-3.30/21 0.095s, n=272729, sd=43}
58. Ra6 {+3.29/16 0.066s, n=211194, sd=43}
Rb8 {-3.27/21 0.167s, n=101323, sd=45}
59. Rg6 {+3.36/20 0.122s, n=327259, sd=42}
Kc4 {-3.21/21 0.100s, n=277277, sd=51}
60. Rg5 {+3.30/21 0.090s, n=259510, sd=40}
Ra8+ {-3.28/23 0.086s, n=244389, sd=38}
61. Kb6 {+3.37/21 0.138s, n=393871, sd=46}
Rf8 {-3.38/20 0.146s, n=359077, sd=53}
62. Kb7 {+3.37/28 0.210s, n=212831, sd=46}
Kd4 {-3.40/21 0.133s, n=378253, sd=48} 63. b6 {+3.39/24 0.148s, n=410719, sd=42}
Rf3 {-3.47/20 0.106s, n=306807, sd=43}
64. Rh5 {+3.39/25 0.049s, n=146730, sd=50}
Ke4 {-3.40/17 0.084s, n=240694, sd=41}
65. Kc6 {+3.40/27 0.050s, n=153401, sd=38}
Rf6+ {-3.47/23 0.055s, n=161975, sd=40}
66. Kb5 {+3.53/26 0.144s, n=419271, sd=54}
Rf7 {-3.47/23 0.037s, n=108031, sd=42}
67. Ka6 {+3.70/22 0.110s, n=333312, sd=38} Rf8 {-3.47/23 0.150s, n=93167, sd=41}
68. Ka7 {+3.82/19 0.060s, n=198890, sd=32}
Kd3 {-3.73/21 0.091s, n=232181, sd=33} 69. b7 {+3.82/26 0.049s, n=150637, sd=42}
Kc2 {-3.84/29 0.095s, n=269688, sd=50}
70. b8=Q {+4.02/33 0.083s, n=241641, sd=46}
Rxb8 {-3.91/31 0.056s, n=162033, sd=54}
71. Kxb8 {+4.16/36 0.063s, n=195998, sd=51, Black disconnects} 1-0