Author: Chuck
Date: 17:51:08 11/01/05
Go up one level in this thread
Shredder 9 doesn't seem to do that bad, though it might not find this in most of the blitz games that are played these days. Here's the analysis of Shredder 9 UCI in the Hiarcs 9 GUI with all 3-4-5 and some 6-piece tablebases on an Athlon 2400 (2000 MHz) with 64 MB hash. In the game, Shredder 9 appears to have only used 19 seconds and there may be few, if any, engines that can solve this in that time. KingofJungle,S - DÝABLO,D, 16m + 0s, rated rapid 2005 8/6p1/3k3p/3p3P/pp3PP1/4P3/P1K5/8 w - - 0 1 Analysis by Shredder 9.1 UCI UCI: 35.Kd3 = (-0.05) Depth: 1/1 00:00:01 35.Kd3 Kc5 = (0.02) Depth: 2/4 00:00:01 35.Kd3 Kc5 36.e4 = (0.10) Depth: 3/5 00:00:01 35.Kd3 Kc5 36.e4 dxe4+ 37.Kxe4 Kc4 = (0.19) Depth: 4/8 00:00:01 35.Kd3 Kc5 36.e4 dxe4+ 37.Kxe4 Kc4 38.Ke5 = (0.08) Depth: 5/8 00:00:01 35.Kd3 Kc5 = (-0.23) Depth: 6/10 00:00:01 1kN 35.Kd3 b3 36.axb3 a3 37.Kc2 Kc6 ³ (-0.59) Depth: 6/10 00:00:01 3kN 35.g5 ³ (-0.55) Depth: 6/11 00:00:01 4kN 35.g5 = (-0.20) Depth: 6/11 00:00:01 4kN 35.g5 hxg5 36.fxg5 b3+ 37.axb3 a3 38.Kb1 Kc5 ± (0.94) Depth: 6/11 00:00:01 6kN 35.g5 hxg5 ² (0.69) Depth: 7/13 00:00:01 9kN 35.g5 hxg5 = (0.19) Depth: 7/13 00:00:01 9kN 35.g5 Ke6 36.gxh6 gxh6 37.Kb2 Kf5 38.Kc2 Ke6 39.Kb2 Kf5 40.Kc2 Ke6 = (0.00) Depth: 7/13 00:00:02 10kN 35.g5 Ke6 = (-0.25) Depth: 8/13 00:00:02 13kN 35.g5 Ke6 36.gxh6 gxh6 37.Kc1 Kf5 38.Kd2 Kg4 39.f5 ³ (-0.67) Depth: 8/13 00:00:02 16kN 35.Kd2 ³ (-0.66) Depth: 8/14 00:00:02 23kN 35.Kd2 Kc6 36.g5 hxg5 37.fxg5 b3 38.h6 b2 39.hxg7 b1Q 40.g8Q ³ (-0.45) Depth: 8/14 00:00:02 25kN 35.Kd2 Kc6 36.g5 hxg5 37.fxg5 b3 38.axb3 a3 39.Kc3 Kc5 ³ (-0.48) Depth: 9/15 00:00:02 33kN 35.Kc1 ³ (-0.47) Depth: 9/15 00:00:02 51kN 35.Kc1 = (-0.12) Depth: 9/15 00:00:02 58kN 35.Kc1 Ke6 = (-0.12) Depth: 9/16 00:00:02 70kN 35.Kc1 Ke6 36.Kd2 Ke7 37.Kc2 Kf7 = (-0.12) Depth: 10/17 00:00:02 89kN 35.Kb2 = (-0.11) Depth: 10/18 00:00:02 125kN 35.Kb2 Ke6 36.Kc1 Kf6 = (-0.10) Depth: 10/18 00:00:02 136kN 35.Kb2 Kc5 36.g5 Kd6 37.gxh6 gxh6 38.Kc2 Ke6 39.Kd3 Kf5 40.Kd4 b3 = (-0.12) Depth: 11/18 00:00:02 164kN 35.Kb2 Kc5 36.g5 Kd6 37.gxh6 gxh6 38.Kc2 Ke6 39.Kd3 Ke7 = (-0.12) Depth: 12/20 00:00:02 259kN 35.Kd3 = (-0.11) Depth: 12/29 00:00:02 331kN 35.Kd3 Ke6 36.Kc2 Kd7 = (-0.11) Depth: 12/30 00:00:02 380kN 35.Kd3 Ke6 36.Kc2 Kd7 37.Kd3 Kd6 38.g5 hxg5 39.fxg5 b3 40.axb3 = (-0.10) Depth: 13/30 00:00:02 512kN, tb=3 35.Kb2 = (-0.09) Depth: 13/30 00:00:02 556kN, tb=8 35.Kb2 Ke6 36.Kb1 = (-0.09) Depth: 13/30 00:00:02 589kN, tb=23 35.Kb2 Kc5 36.g5 = (-0.10) Depth: 14/32 00:00:03 832kN, tb=105 35.Kd3 = (-0.09) Depth: 14/33 00:00:03 873kN, tb=122 35.Kd3 Ke6 36.Kc2 Kf7 37.Kc1 Kf6 38.Kb2 Ke7 = (-0.09) Depth: 14/33 00:00:03 926kN, tb=127 35.Kd3 Ke6 36.Kc2 Kf7 37.Kc1 Kf6 38.Kb2 Ke6 39.Kb1 Kf7 40.Kc2 Ke7 = (-0.09) Depth: 15/36 00:00:05 1299kN, tb=275 35.Kd3 Ke6 36.Kc2 Kf7 37.Kc1 Kf6 38.Kb2 Ke6 39.Kb1 Kf7 40.Kc2 Ke7 = (-0.09) Depth: 16/38 00:00:07 2044kN, tb=683 35.Kd3 Ke6 36.Kc2 Kf7 37.Kc1 Kf6 38.Kb2 Ke6 39.Kb1 Kf7 40.Kc2 Ke7 = (-0.09) Depth: 17/39 00:00:09 3085kN, tb=765 35.Kd3 Ke6 36.Kc2 Kf7 37.Kc1 Kf6 38.Kb2 Ke6 39.Kb1 Kf7 40.Kc2 Ke7 = (-0.09) Depth: 18/40 00:00:13 4966kN, tb=861 35.Kd3 Ke6 36.Kc2 Kf7 37.Kc1 Kf6 38.Kb2 Ke6 39.Kb1 Kf7 40.Kc2 Ke7 = (-0.09) Depth: 19/44 00:00:22 9483kN, tb=1384 35.Kd3 Ke6 36.Kc2 Kf7 37.Kc1 Kf6 38.Kb2 Ke6 39.Kb1 Kf7 40.Kc2 Ke7 = (-0.09) Depth: 20/46 00:00:44 19146kN, tb=3863 35.Kd3 Ke6 ³ (-0.34) Depth: 21/48 00:02:06 65619kN, tb=9758 35.Kd3 Ke6 µ (-0.84) Depth: 21/48 00:02:23 76131kN, tb=11235 35.Kd3 Kc5 36.a3 bxa3 37.Kc3 a2 38.Kb2 d4 39.exd4+ Kxd4 40.Kxa2 Ke4 41.f5 -+ (-4.70) Depth: 21/50 00:04:08 142014kN, tb=17944 35.a3 -+ (-4.69) Depth: 21/50 00:04:40 159694kN, tb=20658 35.a3 -+ (-4.34) Depth: 21/50 00:04:49 166247kN, tb=21600 35.a3 b3+ 36.Kb2 Ke6 37.Kc1 Kf7 38.Kd2 Ke7 39.Kc3 Kf7 40.Kb2 -+ (-1.53) Depth: 21/50 00:05:21 186067kN, tb=23271 35.Kd2 -+ (-1.52) Depth: 21/50 00:06:08 212210kN, tb=26822 35.Kd2 µ (-1.17) Depth: 21/50 00:06:20 219390kN, tb=27498 35.Kd2 Ke6 36.Kd3 Kf6 37.Kc2 Ke7 38.Kb2 Kf7 39.Kc2 Kf6 40.Kb2 Ke7 41.Kc2 Kf6 42.Kb2 Ke7 43.Kc2 Kf6 = (-0.09) Depth: 21/50 00:06:53 238201kN, tb=30477 35.Kd2 Ke6 36.Kd3 Kf6 37.Kc2 Ke7 38.Kb2 Kf7 39.Kc2 = (-0.09) Depth: 22/50 00:07:21 250606kN, tb=35799 35.Kd2 Ke6 36.Kd3 Kf6 37.Kc2 Ke7 38.Kb2 Kf7 39.Kc2 = (-0.09) Depth: 23/50 00:08:42 287698kN, tb=53133 Cheers, Chuck
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