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Subject: Is this a mate in 14?

Author: Tord Romstad

Date: 04:45:56 02/11/06


I am currently debugging the SMP version of Glaurung.  This morning,
I tested it in the following position from the LCT2 test suite:

[D]2r2r2/3qbpkp/p3n1p1/2ppP3/6Q1/1P1B3R/PBP3PP/5R1K w - -

This position is very easy on modern hardware.  Most programs find
the winning move Rxh7+ in just a tiny fraction of a second.   My new
SMP version, however, surprised me by announcing mate in 15 after
about a 18 plies and 68 seconds, and reducing this to mate in 14 two
iterations later.  This seems a bit suspicious to me.  When using one
thread, Glaurung doesn't anounce a mate even after 21 plies.

Is the position really a mate in 14 moves (or less), or do I have a bug
to track down?

The analysis is given below:

2 +181 26 203 Bc1 Kg8 Bxa6
2 +245 26 326 Bxa6 h5
3 +279 26 1110 Bxa6 Ra8 Bd3 Rxa2
4 +185 26 3317 Bxa6 Ra8 Bd3 Kg8
4 +192 27 5267 Bc1 Kg8 Bxa6 Rb8
4 +215 28 5969 c4 Kg8 cxd5 Qxd5 Bxa6
5 +215 29 9257 c4 Kg8 cxd5 Qxd5 Bxa6
5 +873 30 11554 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Ng7 e6 Qxe6 Qxe6
6 +1201 31 17420 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Nf8 e6+ d4 exd7 Nxd7 Qxe7
7 +1295 33 27246 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bg5 Qxd7 Rc7 Qxe6
8 +1323 36 45243 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Nf8 e6+ d4 exd7 Rc7 Qxe7
Nxd7 Bxa6
9 +1326 44 97447 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bg5 Qxd7 Rc7 Qxe6 c4 bxc4
10 +1340 52 161173 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bf8 Qxd7 Rc7 Qxe6 c4
bxc4 Rb7
11 +1379 68 281072 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bg5 Qxd7 Rc7 Qxe6 c4
bxc4 dxc4 Bxc4
12 +1403 103 596597 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bf8 Qxd7 Rc7 Qxe6 c4
Qxd5 cxd3 e6+ Kh7 Qxd3+ Kg8 Qg3+ Rg7 Bxg7 Bxg7
13 +1510 179 1242976 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bf8 Qxd7 Rc7 Qxe6 c4
Bf5 Re7 Qf6+ Kg8 Be6+ Kh7 Bxd5 Rd7 Bxc4
14 +1589 302 2291408 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bf8 Qxd7 Rc7 Qxe6 Ra7
Qf6+ Kg8 e6 Rg7 e7 Rxe7 Qh8+ Kf7 Qh5+ Ke6 Qf5+ Kd6 Qxf8 d4 Bxa6 Ke6
15 +2059 876 7256632 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bh4 Qxd7 Rc7 Qxe6 Kg7
Qxd5 Kf8 e6 Ke8 Qd6 Be7 Qxc7 c4 Bxc4
16 +2243 1801 14798078 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Bf8 Qxd7 Rc7 Qxe6
Rg7 Qxd5 c4 e6 cxd3 Bxg7+ Kxg7 Qg5+ Kh8 Qh5+ Kg7 Qf7+ Kh6 Qxf8+ Kg5 Qg7+ Kf5
17 +2412 3753 31443058 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Ng5 e6+ d4 Qh5+ Kg8
exd7 Rf8 Bc1 c4 Bxc4+ Nf7 Qg4+ Kh8 Qxd4+ Kh7 Qe4+ Kg7 Qxe7 a5 Bh6+ Kg6 Qxf8
18 +9971 6875 57849904 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Ng5 e6+ d4 Qh5+ Kg8
exd7 Rd8 Qg6+ Kh8 Bc1 Rxd7 Qh6+ Kg8 Bc4+ Rd5 Bxd5+ Nf7 Qg6+ Kh8 Bxf7 Bf8 Qg8#
19 +9971 9814 82302985 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Ng5 e6+ d4 Qh5+ Kg8
exd7 Rd8 Qg6+ Kh8 Bc1 Rxd7 Qh6+ Kg8 Bc4+ Rd5 Bxd5+ Nf7 Qg6+ Kh8 Bxf7 Bf8 Qg8#
20 +9973 15488 130106000 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Ng5 e6+ d4 Qh5+
Kg8 exd7 Rd8 Qg6+ Kh8 Bc1 Rxd7 Bc4 Rd8 Qh6+ Nh7 Bd3 Kg8 Qg6+ Kh8 Qxh7#
21 +9973 28792 244255722 Rxh7+ Kxh7 Rxf7+ Rxf7 Qxg6+ Kh8 Qxf7 Ng5 e6+ d4 Qh5+
Kg8 exd7 Rd8 Qg6+ Kh8 Bc1 Rxd7 Bc4 Rd8 Qh6+ Nh7 Bd3 Kg8 Qg6+ Kh8 Qxh7#

Tord



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