[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.03.09"]
[Round "68"]
[White "PZChessBot-base"]
[Black "PZChessBot-dev"]
[Result "1-0"]
[SetUp "1"]
[FEN "rn1qk1nr/1pp2pbp/p2p2p1/3Pp3/P1B1P3/2N2Q2/1PP2PPP/R1B1K2R w KQkq - 0 9"]
[GameDuration "00:03:52"]
[GameStartTime "2026-03-09T03:11:31 +0000"]
[GameEndTime "2026-03-09T03:15:24 +0000"]
[PlyCount "199"]
[Termination "abandoned"]
[TimeControl "59.56+0.6"]

9. a5 {+0.63/24 4.132s, n=4946972, sd=38}
Nd7 {-0.87/25 6.035s, n=6905164, sd=34}
10. Be2 {+0.81/23 3.750s, n=4269984, sd=39}
Bh6 {-0.79/26 3.529s, n=3885461, sd=36}
11. Bxh6 {+0.73/23 2.007s, n=2230185, sd=35}
Nxh6 {-0.79/24 1.612s, n=1944531, sd=39}
12. Qe3 {+0.69/24 2.147s, n=2470465, sd=38}
Ng8 {-0.84/23 1.486s, n=1764142, sd=30}
13. O-O {+0.78/25 3.599s, n=4008774, sd=38}
Qh4 {-0.68/22 1.394s, n=1736636, sd=30}
14. Ra3 {+0.69/24 6.358s, n=7367047, sd=34}
Qh6 {-0.67/22 1.912s, n=2314024, sd=32}
15. Qxh6 {+0.66/26 2.195s, n=2640229, sd=35}
Nxh6 {-0.74/23 2.433s, n=1883603, sd=28}
16. Nb1 {+0.66/26 3.598s, n=4370767, sd=35}
Ng8 {-0.60/22 2.434s, n=2920022, sd=29}
17. Nd2 {+0.63/21 1.544s, n=1938867, sd=27}
Rb8 {-0.62/24 5.905s, n=6794673, sd=32}
18. Bd3 {+0.63/22 5.917s, n=3944512, sd=28}
Nc5 {-0.69/22 1.547s, n=1086849, sd=28}
19. Be2 {+0.73/22 0.923s, n=917379, sd=30}
Nd7 {-0.63/23 1.252s, n=1057653, sd=28}
20. b4 {+0.79/22 1.439s, n=1625694, sd=28}
Ne7 {-0.72/22 4.093s, n=4606622, sd=34}
21. Rb1 {+0.76/23 2.496s, n=2973899, sd=28}
f5 {-0.68/22 1.794s, n=1856584, sd=27}
22. f3 {+0.76/22 2.254s, n=2466958, sd=31}
Kf7 {-0.72/21 2.795s, n=2917907, sd=29}
23. Bf1 {+0.73/22 1.765s, n=1956395, sd=28}
Rhd8 {-0.80/22 3.963s, n=4339799, sd=33}
24. Ra2 {+0.74/22 4.237s, n=2820133, sd=30}
Kf6 {-0.78/18 1.308s, n=1411317, sd=25}
25. c4 {+0.92/17 0.866s, n=980090, sd=27} h5 {-0.76/18 1.120s, n=1217785, sd=23}
26. Nb3 {+0.77/18 1.103s, n=1196539, sd=28}
c6 {-0.76/20 2.000s, n=2163258, sd=31}
27. dxc6 {+0.80/20 1.088s, n=1368378, sd=37}
bxc6 {-0.84/21 1.278s, n=1606808, sd=39}
28. b5 {+0.53/20 1.225s, n=1508757, sd=37}
axb5 {-0.59/21 0.918s, n=1113707, sd=32}
29. cxb5 {+0.68/21 1.488s, n=1830017, sd=38}
cxb5 {-0.76/22 1.072s, n=1379348, sd=36}
30. a6 {+0.66/21 0.787s, n=987858, sd=38} Rb6 {-0.66/23 0.762s, n=902684, sd=33}
31. Nd2 {+0.32/21 1.161s, n=1481019, sd=37}
Rdb8 {-0.75/24 0.972s, n=1283114, sd=32}
32. Ra5 {+0.70/22 0.677s, n=959118, sd=37}
Nc5 {-0.78/21 0.868s, n=1096181, sd=33}
33. Rbxb5 {+0.81/23 0.638s, n=840499, sd=43}
Rxb5 {-0.84/22 0.897s, n=1196070, sd=35}
34. Bxb5 {+0.76/20 0.604s, n=837787, sd=30}
Nc8 {-0.71/24 2.088s, n=2709869, sd=39}
35. Bf1 {+0.78/20 0.466s, n=607495, sd=32}
Na7 {-0.82/21 0.442s, n=606556, sd=33}
36. Ra1 {+0.86/20 0.659s, n=880725, sd=38} h4 {-0.68/18 0.559s, n=750740, sd=31}
37. Rb1 {+0.73/21 1.225s, n=1491551, sd=37}
Rxb1 {-0.50/24 0.984s, n=1363914, sd=40}
38. Nxb1 {+0.41/19 0.664s, n=974372, sd=35}
fxe4 {-0.28/25 0.808s, n=1141673, sd=57}
39. Nc3 {+0.32/24 0.650s, n=921912, sd=45}
exf3 {-0.32/28 0.784s, n=1183429, sd=54}
40. gxf3 {+0.56/26 0.610s, n=956775, sd=51}
Kf5 {-0.32/27 0.614s, n=1064164, sd=53}
41. Kf2 {+0.58/27 0.394s, n=654316, sd=59} e4 {-0.45/23 0.656s, n=970213, sd=43}
42. Nb5 {+0.55/36 3.077s, n=1969796, sd=58}
Nxb5 {-0.61/34 2.261s, n=3321444, sd=55}
43. Bxb5 {+0.68/41 0.574s, n=1265249, sd=62}
Nxa6 {-0.32/39 0.755s, n=1634956, sd=67}
44. Bxa6 {+0.49/43 0.716s, n=1666810, sd=76}
Kf4 {-0.31/36 0.536s, n=1070288, sd=86}
45. fxe4 {+0.38/44 0.638s, n=1565736, sd=85}
Kxe4 {-0.31/42 0.602s, n=1404945, sd=75}
46. h3 {+0.38/50 0.991s, n=2382510, sd=108}
Kf4 {-0.31/49 0.743s, n=1753770, sd=77}
47. Bc8 {+0.80/46 1.324s, n=3339237, sd=98}
g5 {-0.31/54 0.970s, n=2071443, sd=86}
48. Ke2 {+0.85/44 0.695s, n=1748480, sd=92}
Ke4 {-0.31/52 0.557s, n=1266285, sd=86}
49. Bd7 {+1.05/48 0.799s, n=2200150, sd=86}
d5 {-0.31/55 0.674s, n=1586282, sd=91}
50. Bg4 {+1.05/55 0.889s, n=1994086, sd=78}
d4 {-0.31/55 0.447s, n=1121741, sd=87}
51. Bh5 {+1.05/59 1.066s, n=2452919, sd=78}
Kf4 {-0.31/55 0.619s, n=1548788, sd=83}
52. Kd3 {+1.05/60 1.686s, n=3907131, sd=97}
Ke5 {-0.31/53 0.597s, n=1387136, sd=80}
53. Kc4 {+1.05/60 0.670s, n=1667223, sd=84}
Ke4 {-0.31/51 3.103s, n=1016231, sd=82}
54. Bg4 {+1.05/62 0.619s, n=1557935, sd=83}
Ke5 {-1.27/46 0.886s, n=2501645, sd=100}
55. Be2 {+1.05/62 0.511s, n=1259739, sd=84}
Ke4 {-1.45/45 1.251s, n=3403030, sd=98}
56. Bh5 {+1.05/63 0.579s, n=1466155, sd=78}
Ke5 {-1.51/52 1.515s, n=3841002, sd=99}
57. Bg4 {+1.05/63 0.670s, n=1628952, sd=86}
Ke4 {-1.51/57 0.759s, n=1934594, sd=86}
58. Kc5 {+1.05/63 1.035s, n=2520395, sd=83}
Ke5 {-1.51/58 2.427s, n=1010182, sd=84}
59. Kc6 {+1.05/64 1.068s, n=2475163, sd=89}
Ke4 {-1.96/44 0.870s, n=2469109, sd=97}
60. Kd6 {+1.05/64 1.226s, n=2531867, sd=87}
d3 {-1.96/55 0.680s, n=1837376, sd=101}
61. Kc5 {+1.05/62 1.164s, n=2806521, sd=100}
Ke5 {-1.96/57 0.671s, n=1841782, sd=90}
62. Kc4 {+1.05/56 0.617s, n=1654448, sd=78}
d2 {-1.96/57 0.728s, n=1878826, sd=82}
63. Kd3 {+1.05/54 0.328s, n=742233, sd=83}
d1=R+ {-1.96/53 0.419s, n=1054370, sd=103}
64. Bxd1 {+1.05/54 0.698s, n=1790452, sd=91}
Kf5 {-1.96/57 0.623s, n=1634130, sd=72}
65. Ke3 {+1.29/50 1.899s, n=1966108, sd=67}
Ke5 {-1.96/55 2.094s, n=693288, sd=81}
66. Bg4 {+1.85/47 0.501s, n=1309072, sd=97}
Kd5 {-1.96/58 1.124s, n=2808932, sd=92}
67. Bf3+ {+1.85/52 0.664s, n=1776865, sd=83}
Ke5 {-1.96/59 0.510s, n=1318579, sd=103}
68. Kd3 {+1.85/54 0.776s, n=1986025, sd=81}
Kf4 {-1.96/60 0.662s, n=1551528, sd=82}
69. Bg4 {+1.85/55 0.713s, n=1722261, sd=87}
Ke5 {-1.96/61 1.795s, n=764999, sd=90}
70. Kc4 {+1.85/57 0.601s, n=1414911, sd=89}
Ke4 {-2.19/56 0.523s, n=1377513, sd=89}
71. Kc5 {+1.85/58 1.666s, n=1908342, sd=87}
Ke5 {-2.19/58 0.447s, n=1119173, sd=89}
72. Kc6 {+1.85/57 1.506s, n=507605, sd=85}
Kf6 {-2.19/60 0.486s, n=1227766, sd=98}
73. Kd6 {+1.85/56 0.475s, n=1213099, sd=83}
Kf7 {-2.19/61 0.655s, n=1630033, sd=89}
74. Ke5 {+1.85/59 1.066s, n=2570919, sd=81}
Ke7 {-2.20/60 0.858s, n=2147525, sd=122}
75. Kd5 {+1.85/56 1.320s, n=526886, sd=79}
Kf6 {-2.20/63 0.580s, n=1434438, sd=116}
76. Ke4 {+1.85/55 1.212s, n=376556, sd=77}
Ke7 {-2.19/46 1.623s, n=759046, sd=114}
77. Kd3 {+1.85/56 0.400s, n=990465, sd=76}
Kd8 {-2.19/60 1.470s, n=838353, sd=103}
78. Ke3 {+1.85/58 0.449s, n=1182085, sd=73}
Kc7 {-2.19/54 0.428s, n=1158766, sd=100}
79. Kd4 {+1.85/53 0.541s, n=1364566, sd=71}
Kd8 {-2.19/58 0.502s, n=1149469, sd=106}
80. Kd5 {+1.90/51 0.341s, n=767419, sd=69}
Ke7 {-2.19/59 0.388s, n=1001008, sd=97}
81. Ke5 {+1.90/55 1.220s, n=694138, sd=67}
Kf7 {-2.19/59 0.625s, n=1464859, sd=130}
82. Bf3 {+1.91/51 0.434s, n=1080263, sd=66}
Ke7 {-2.19/57 1.071s, n=2742130, sd=124}
83. Bc6 {+1.90/51 0.787s, n=2121663, sd=63}
Kf7 {-2.20/55 1.211s, n=3030687, sd=111}
84. Bf3 {+1.90/54 0.488s, n=1220701, sd=67}
Ke7 {-2.20/52 1.246s, n=555131, sd=110}
85. Bc6 {+1.90/55 1.142s, n=762414, sd=60}
Kf7 {-2.20/53 0.295s, n=729477, sd=122}
86. Bd5+ {+1.90/56 0.572s, n=1397162, sd=66}
Ke7 {-2.20/48 1.195s, n=300176, sd=109}
87. Be6 {+1.90/53 1.064s, n=302760, sd=55}
Kf8 {-2.19/40 1.105s, n=162624, sd=94}
88. Kf6 {+1.90/52 0.459s, n=1209561, sd=69}
Ke8 {-2.19/42 0.277s, n=624857, sd=108}
89. Bg4 {+1.88/50 1.010s, n=2451432, sd=55}
Kd8 {-2.19/49 1.082s, n=603904, sd=93}
90. Ke6 {+1.88/49 0.954s, n=551847, sd=49}
Kc7 {-2.19/45 1.007s, n=117431, sd=79}
91. Kd5 {+1.82/36 0.901s, n=297327, sd=47}
Kb6 {-2.19/49 0.359s, n=937457, sd=86}
92. Bd7 {+1.82/42 0.283s, n=731735, sd=45}
Kc7 {-2.19/44 0.414s, n=1069778, sd=74}
93. Bc6 {+1.77/42 0.902s, n=544592, sd=43}
Kd8 {-2.19/44 0.458s, n=1190685, sd=66}
94. Kd6 {+1.23/33 0.493s, n=1189186, sd=85}
Kc8 {-2.19/41 0.364s, n=876763, sd=82}
95. Bd5 {+1.17/32 0.294s, n=543033, sd=101}
Kb8 {-2.19/36 0.355s, n=901229, sd=62}
96. Kd7 {+1.17/32 0.313s, n=767780, sd=100}
Ka7 {-2.17/32 0.258s, n=662844, sd=64}
97. Kc7 {+1.36/36 0.963s, n=876252, sd=96}
Ka6 {-2.16/34 0.392s, n=1030508, sd=62}
98. Kc6 {+1.25/23 0.907s, n=221293, sd=67}
Ka5 {-2.16/31 0.378s, n=1018220, sd=56}
99. Kc5 {+1.51/31 0.147s, n=366287, sd=71}
Ka6 {-2.02/31 0.320s, n=884211, sd=58}
100. Bc4+ {+1.31/43 0.682s, n=1662885, sd=109}
Kb7 {-1.40/25 0.249s, n=594363, sd=70}
101. Kd6 {+1.35/46 0.778s, n=1709661, sd=84}
Kb6 {-1.22/29 0.475s, n=1198299, sd=84}
102. Ke5 {+1.51/43 0.126s, n=313104, sd=103}
Kc5 {-1.21/29 0.170s, n=419016, sd=75}
103. Ba2 {+1.36/50 0.388s, n=894298, sd=83}
Kc6 {-1.21/33 0.235s, n=490066, sd=79}
104. Kf5 {+1.36/46 0.994s, n=199402, sd=99}
Kd7 {-1.21/43 1.453s, n=452267, sd=74}
105. Kxg5 {+1.33/41 0.204s, n=461812, sd=103}
Ke7 {-1.21/39 0.556s, n=1243807, sd=70}
106. Kxh4 {+1.33/43 0.992s, n=379046, sd=101}
Kf8 {-1.38/44 0.425s, n=931915, sd=147}
107. Kh5 {+1.33/44 0.243s, n=479016, sd=99}
Kg7 {-1.38/40 1.356s, n=162406, sd=174}
108. Kg5 {+1.33/43 0.989s, n=110539, sd=97, Black disconnects} 1-0