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Subject: Re: Another interesting Anti-Null move position (from a real game)

Author: Stan Arts

Date: 02:23:37 06/15/04

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On June 14, 2004 at 16:31:17, Jaime Benito de Valle Ruiz wrote:

>[d]8/8/1p4p1/p5kp/Pp1QP1Pq/1P6/6K1/8 w - - 0 62
>
>White moves and wins!
>Can your engine find the right answer and give the proper "crushing" score
>(around 9 pawns!) along with a proper PV? How long does it take?
>Mine doesn't find anything after a long long time (over an hour), but with
>null-move disabled, it takes only a few seconds to show the full PV.
>(Some engines find the right answer, but with a small score, an absurd PV, and
>they change their mind some plies later)
>
>In this position the black king is in a very delicate position: After a couple
>of moves, if the black queen moves, white checkmates inmediately, so both kings
>and queens must remain still while pawns play on their own.
>
>Any good suggestion to avoid this problem with null-move?
>
>Regards,
>
>  Jaime


Hi Jaime,

Thanks for the position. It has several nice elements in it so I think I will be
using it as one of my positions-I-like-to-test-with-sometimes-positions.

Neurosis currently finds Qd2 on depth 10. Unfortunatly my program doesn't have
much passed pawn knowledge and will extend a maximum of just 1 ply when a pawn
gets to the 7th rank and therefore doesn't find near-promotions very fast, with
or without null-move. That's also why this is a nice position to use as a
position-I-like-to-te..ugh.

(P3-550 48 Mb hash.)
Legal moves: 26   Static score: -63
Ply Score Time     Nodes      Best move and expected line
------------------------------------------------------------
2   -72   0        1585       gxh5 Qg4+ Kf2 Qf4+ Ke1
3   -72   0        1964       gxh5 Qg4+ Kf2 Qf4+ Ke1
4   -72   6        5814       gxh5 Qg4+ Kf2 Qf4+ Ke2 gxh5
5   -72   11       12707      gxh5 Qg4+ Kf2 Qf4+ Ke2 gxh5
6   -71   71       70694      gxh5 Qg4+ Kf2 Qf4+ Ke2 Qg4+ Ke1 gxh5
7   -69   170      177158     gxh5 Qg4+ Kf2 Qf4+ Ke2 Qg4+ Kd2 Qf4+ Kd3 Qf3+ Kd2
Qg2+ Kc1 Qh1+ Kc2 gxh5
8   -70   401      409442     gxh5 Qg4+ Kf2 Qf4+ Ke2 Kxh5 Qh8+ Kg4 Qc8+ Kg5 Qe6
Qg4+ Qxg4+ Kxg4
9   -71   1016     1035056    gxh5 Qg4+ Kf2 Qf4+ Kg2 Kxh5 Qh8+ Qh6 Qxh6+ Kxh6 e5
g5
10  -71   2406     2446719    gxh5 Qg4+ Kf2 Qf4+ Kg2 gxh5 Qd5+ Kf6 Qc6+ Ke7 Qb7+
Ke8 Qa8+ Kf7 Qb7+ Ke8 Qa8+ Kf7 Qb7+ Ke8
10  -70   7717     7910408    Qd2+ < + > Kxg4 Qe3 b5 axb5 Qf2+ Qxf2 g5 h4
10  10    8783     8999577    Qd2+ < + > Kxg4 Qe3 b5 axb5 Qf2+ Qxf2 g5 h4
10  126   8827     9043638    Qd2+ Kxg4 Qe3 b5 axb5 a4 bxa4 b3 Qxb3 g5
11  136   9810     10023915   Qd2+ Kxg4 Qe3 b5 axb5 a4 bxa4 b3 Qxb3 Kf4 Qc4
12  176   10617    10773302   Qd2+ < + > Kxg4 Qe3 b5 axb5 a4 b6 Qf2+ Qxf2 Kg5
axb3
12  256   10617    10774346   Qd2+ < + > Kxg4 Qe3 b5 axb5 a4 b6 Qf2+ Qxf2 Kg5
axb3
12  496   10617    10775253   Qd2+ < + > Kxg4 Qe3 b5 axb5 a4 b6 Qf2+ Qxf2 Kg5
axb3
12  557   13753    13909919   Qd2+ Kxg4 Qe3 b5 axb5 a4 b6 axb3 b7 b2 Qe2+ Kg5
13  597   16104    16174968   Qd2+ < + > Kxg4 Qe3 b5 axb5 a4 b6 Qf2+ Kxf2 h4 b7
axb3 Qxb3
13  677   16137    16214053   Qd2+ < + > Kxg4 Qe3 b5 axb5 a4 b6 Qf2+ Kxf2 h4 b7
axb3 Qxb3
13  793   20202    20304119   Qd2+ Kxg4 Qe3 b5 axb5 a4 b6 axb3 b7 b2 b8=Q Qf2+
Qxf2 b1=Q
14  833   25936    25339064   Qd2+ < + > Kxg4 Qe3 b5 axb5 a4 b6 Qf2+ Kxf2 h4 b7
axb3 Qxb3 h3
14  889   37240    36327226   Qd2+ Kxg4 Qe3 b5 axb5 a4 b6 axb3 b7 b2 b8=Q Qh1+
Kxh1 b1=Q+ Qg1+ Qxg1+ Kxg1 g5
15  889   74182    70299908   Qd2+ Kxg4 Qe3 b5 axb5 a4 b6 axb3 b7 b2 b8=Q Qh1+
Kxh1 b1=Q+ Qg1+ Qxg1+ Kxg1 g5
Total nodes:170086131 n/sec:94700  (Q-nodes:7% max depth:38)

Stan



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