Author: Vincent Diepeveen
Date: 07:25:59 11/10/01
Go up one level in this thread
On November 10, 2001 at 09:49:09, Andrew Smith wrote: diep solves it pretty fast nowadays. Depends basically upon extensions and hardware used what time it takes. But nearly always more than 10 minutes, but usual also between the hour. I see you get half a million nodes or so with tiger in this pos. what's your hardware? >[D]r1b1kb1r/1p1n1ppp/p2ppn2/6BB/2qNP3/2N5/PPP2PPP/R2Q1RK1 w KQkq - 0 1 > >This looks to be one of the harder Nolot tests IMO (but far from the hardest I >think). I'm interested what chess programs can solve it, and how fast they have >done it. If you have a chess engine that can solve this one, please post the >analysis. Here is what I got when I let gambit 2.0 run over night > >only,T - Gambit Tiger 2.0 >r1b1kb1r/1p1n1ppp/p2ppn2/6BB/2qNP3/2N5/PPP2PPP/R2Q1RK1 w - - 0 1 > >Analysis by Gambit Tiger 2.0: > >1.Be3 e5 2.Nb3 Nxe4 3.Nd2 Nxd2 4.Qxd2 > ² (0.52) Depth: 5 00:00:00 21kN >1.Bf3 h6 2.Bc1 Qc7 3.Be3 > ± (0.72) Depth: 5 00:00:00 22kN >1.Be2 Qc7 2.Qd3 Nc5 3.Qf3 > ± (1.00) Depth: 5 00:00:00 29kN >1.Be2 Qc7 2.Qd2 b5 3.Bf3 Bb7 > ± (1.02) Depth: 6 00:00:01 39kN >1.Be2 Qc7 2.Qd2 b5 3.a3 Bb7 4.f3 > ² (0.64) Depth: 7 00:00:02 93kN >1.Bf3 h6 2.Bh4 Ne5 3.Bxf6 gxf6 4.Be2 Qc7 > ± (0.72) Depth: 7 00:00:03 139kN >1.Bf3 h6 2.Bh4 g5 3.Bg3 Ne5 4.Re1 Nxf3+ 5.Nxf3 Qc6 > ² (0.64) Depth: 8 00:00:04 211kN >1.Be2 Qc7 2.a4 h6 3.Be3 Ne5 4.Qd2 Nc4 5.Bxc4 Qxc4 > ² (0.68) Depth: 8 00:00:06 292kN >1.Be2 Qc7 2.a4 h6 3.Be3 Nc5 4.f3 Qb6 5.Ra2 > ² (0.62) Depth: 9 00:00:13 620kN >1.Bf3 h6 2.Bh4 g5 3.Bg3 Ne5 4.Re1 Nxf3+ 5.Nxf3 Qc6 6.Nd4 > ² (0.64) Depth: 9 00:00:15 717kN >1.Bf3 h6 2.Bh4 g5 3.Bg3 Ne5 4.Be2 Qb4 5.f4 gxf4 6.Rxf4 Qxb2 7.Rxf6 Qxc3 > ² (0.54) Depth: 10 00:00:23 1133kN >1.Be2 Qc7 2.a4 h6 3.Bh4 b6 4.Bh5 g6 5.Bf3 Bg7 > ² (0.60) Depth: 10 00:00:32 1582kN >1.Be2 Qc7 2.Bf3 h6 3.Bh4 Ne5 4.Bxf6 gxf6 5.a3 Bd7 6.Qd2 Nxf3+ 7.Nxf3 > ² (0.52) Depth: 11 00:01:14 3691kN >1.Bf3 h6 2.Bh4 g5 3.Bg3 Ne5 4.Be2 Qb4 5.a3 Qb6 6.Na4 > ± (0.72) Depth: 11 00:01:42 5138kN >1.Bf3 Ne5 2.Be2 Qc7 3.Qd2 b5 4.Bxf6 gxf6 5.Bh5 Bg7 6.Nce2 Kf8 7.a4 > ² (0.70) Depth: 12 00:03:34 10941kN >1.Bf3 Qc7 2.Qd2 Ne5 3.Be2 b5 > ² (0.64) Depth: 13 00:08:35 27318kN >1.Bf3 Qc7 2.Qd2 Ne5 3.Be2 b5 4.Bxf6 gxf6 5.Bh5 Qc5 6.Nb3 Nc4 7.Nxc5 Nxd2 8.Rfd1 >dxc5 9.Rxd2 > ² (0.64) Depth: 14 00:21:54 72996kN >1.Bf3 Qc7 2.Qd2 Ne5 3.Be2 b5 4.Bxf6 gxf6 5.Bh5 Bg7 6.a4 b4 7.Nce2 Rb8 8.Qf4 Qe7 > ² (0.56) Depth: 15 00:48:38 161410kN >1.Bf3 Qc7 2.a4 Be7 3.Be3 Kf8 4.Nb3 Ne5 5.Be2 b6 6.a5 b5 7.Bb6 Qd7 8.Qd4 Bb7 > ² (0.52) Depth: 16 01:46:44 405761kN >1.Bf3 Qc7 2.a4 Be7 3.a5 Ne5 4.Be2 Bd7 5.Bf4 Nc4 6.Bxc4 Qxc4 7.Bg3 Kf8 8.Re1 d5 >9.exd5 Nxd5 10.Ne4 > ² (0.50) Depth: 17 03:59:02 967664kN >1.Nxe6 Qxe6 2.Nd5 Kd8 3.Bg4 Qe5 4.f4 Qxb2 5.Bxd7 Bxd7 6.Rb1 Qa3 7.Nxf6 Qc5+ >8.Rf2 Bb5 9.Nxh7+ Be7 > ± (0.85) Depth: 17 06:19:46 1711999kN >1.Nxe6 Qxe6 2.Nd5 Kd8 3.Bg4 Qe5 4.f4 Qxb2 5.Bxd7 Bxd7 6.Rb1 Qa3 7.Nxf6 Qc5+ >8.Rf2 Bb5 9.Nxh7+ Be7 > ± (0.88) Depth: 18 08:13:15 2317671kN
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