Yes, if you didn't clear the hash table the faster solution is probably coming from your previous analysis.Robert Flesher wrote:Houdini wrote:You must run to around search depth 40 to find the solution.ernest wrote:No need... Just let your test last longer.rabbits wrote:It certainly does Robert. I might have to get myself a faster computer
Actually, with my Houdinis (1.5a, 2.0c) I dont'get Robert's result, and stay miserably with (-0.38)
My Houdini 2.0c is running now and shows the fail high at search depth 39, I'll post the PV once it's available.
Robert
Heya Robert, how did I originally get a solution so fast? Is it because I first played over the moves/solution doing my own analysis, but at the same time running Houdini in infinite analysis mode? Did Houdini remember/preserve this information in its hash tables, and therefore find the win so fast when I first ran it?
Here's the over-night solution with Houdini 2.0c run using 2 cores of a Core i5-750, 2048 MB of hash and 5-men EGTB:
Code: Select all
36/76 22:46 -0.40 1...Ne4 2.Ke2 Kd5 3.Ke3 a3 4.Ke2 Kd6 5.Ke3 Kc6 6.Ke2 Kd5 7.Ke3 Kd6 8.Ke2 Kd7 9.Ke3 Nf6 10.Ke2 Kc8 11.Kd1 Ne4 12.Ke2 Kb7 13.Ke3 Kc7 14.Ke2 Kc6 (6.258.334.964) 4580 TB:15.555
37/79 48:13 -0.40 1...Ne4 2.Ke2 Kd5 3.Ke3 a3 4.Ke2 Kd6 5.Ke3 Kc6 6.Ke2 Kd5 7.Ke3 Kd6 8.Ke2 Kd7 9.Ke3 Nf6 10.Ke2 Kc8 11.Kd1 Ne4 12.Ke2 Kb7 13.Ke3 Kc7 14.Ke2 Kc6 (13.467.815.150) 4655 TB:48.426
38/79 65:50 -0.40 1...Ne4 2.Ke2 Kd5 3.Ke3 a3 4.Ke2 Kd6 5.Ke3 Kc6 6.Ke2 Kd5 7.Ke3 Kd6 8.Ke2 Kd7 9.Ke3 Nf6 10.Ke2 Kc8 11.Kd1 Ne4 12.Ke2 Kb7 13.Ke3 Kc7 14.Ke2 Kc6 (18.861.045.251) 4773 TB:90.515
39/80 94:28 -0.45++ 1...Ne4 (27.481.386.878) 4848 TB:137.200
39/80 99:47 -0.58++ 1...Ne4 (28.967.739.298) 4837 TB:139.012
39/81 107:47 -0.85++ 1...Ne4 (31.183.986.007) 4821 TB:142.056
39/86 167:40 -1.77++ 1...Ne4 (48.276.706.056) 4798 TB:195.176
39/107 566:17 -3.93 1...Ne4 2.Ke2 Kd6 3.Ke3 Kd5 4.Ke2 Nd6 5.Ke3 Nb5 6.Bd2 Na3 7.Bc1 Nb1 8.Bb2 a3 9.Ba1 Kd6 10.Ke2 Kc6 11.Kd1 Kd5 12.Kc2 Ke4 13.Bb2 axb2 14.Kxb1 Kf3 (174.462.208.370) 5134 TB:1.063.050
40/107 572:42 -3.93 1...Ne4 2.Ke2 Kd6 3.Ke3 Kd5 4.Ke2 Nd6 5.Ke3 Nb5 6.Bd2 Na3 7.Bc1 Nb1 8.Bb2 a3 9.Ba1 Kd6 10.Ke2 Kc6 11.Kd1 Kd5 12.Kc2 Ke4 13.Bb2 axb2 14.Kxb1 Kf3 (176.572.485.474) 5138 TB:1.068.660
41/107 656:46 -3.93 1...Ne4 2.Ke2 Kd6 3.Ke3 Kd5 4.Ke2 Nd6 5.Ke3 Nb5 6.Bd2 Na3 7.Bc1 Nb1 8.Bb2 a3 9.Ba1 Kd6 10.Ke2 Kc6 11.Kd1 Kd5 12.Kc2 Ke4 13.Bb2 axb2 14.Kxb1 Kf3 (205.033.518.151) 5202 TB:1.228.454Code: Select all
38/73 10:21 -0.40 1...Ne4 2.Ke2 Kd5 3.Ke3 a3 4.Ke2 Kc6 5.Ke3 Kd7 6.Ke2 Kc7 7.Ke3 Kc6 8.Ke2 Kd7 9.Ke3 Kd6 10.Ke2 Ke7 11.Ke3 Kf7 12.Ke2 Kf6 13.Ke3 Ke7 14.Ke2 Kd6 (11.558.765.811) 18606
39/79 21:55 -0.40 1...Ne4 2.Ke2 Kd5 3.Ke3 a3 4.Ke2 Kc6 5.Ke3 Kd7 6.Ke2 Kc7 7.Ke3 Kc6 8.Ke2 Kd7 9.Ke3 Kd6 10.Ke2 Ke7 11.Ke3 Kf7 12.Ke2 Kf6 13.Ke3 Ke7 14.Ke2 Kd6 (25.567.792.456) 19438
40/79 34:39 -0.45++ 1...Ne4 (41.299.370.423) 19863
40/79 38:29 -0.58++ 1...Ne4 (44.663.542.087) 19335
40/79 43:35 -0.85++ 1...Ne4 (49.404.840.161) 18885
40/96 87:59 -1.77++ 1...Ne4 (91.771.622.892) 17382
40/115 319:18 -4.46++ 1...Ne4 (327.315.943.696) 17084
40/117 558:10 -4.95 1...Ne4 2.Ke2 Kd6 3.Ke3 Kd5 4.Ke2 Nd6 5.Ke3 Nb5 6.Bd2 Na3 7.Bc1 Nb1 8.Bb2 a3 9.Ba1 Kc6 10.Ke2 Kd6 11.Kd1 Kd5 12.Kc2 Ke4 13.Bb2 axb2 14.Kxb1 Kf3 (572.623.854.098) 17098
41/117 588:51 -4.95 1...Ne4 2.Ke2 Kd6 3.Ke3 Kd5 4.Ke2 Nd6 5.Ke3 Nb5 6.Bd2 Na3 7.Bc1 Nb1 8.Bb2 a3 9.Ba1 Kc6 10.Ke2 Kd6 11.Kd1 Kd5 12.Kc2 Ke4 13.Bb2 axb2 14.Kxb1 Kf3 (608.685.080.528) 17227Robert
