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Subject: Re: Rebel 10 -Anand, last game

Author: Moritz Berger

Date: 12:24:32 07/23/98

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On July 23, 1998 at 12:58:20, Robert Hyatt wrote:

>The major move that Crafty didn't like was the Qh5+ move which traded the knight
>on h8 for black's remaining two pawns.  Crafty has specific eval code that says
>if it is down a piece, even with three pawns for it, it isn't going to be happy
>unless all the pieces are gone except for that one extra piece for the opponent.
>
>In every game I have ever played with a computer, being down a piece with a
>couple of rooks bishops and queens on the board has resulted in the side that
>is down a piece losing the game.  I've tried to stop this.  Perhaps here Qh5
>is a good move, but my eval dropped sharply after that.
>
>I thought that Rebel would win this after it had such a wall of pawns left on
>the kingside, but it never seemed to try to get them moving, and a wall of pawns
>on the 2nd/3rd ranks is not nearly so impressive as that same wall of pawns on
>the 5th-6th...
>
>Interesting decision by Anand to start that Bd6 sequence.

I analyzed the position with Shredder 2 on a PII-400 (96MB+32MB=128MB HT)

Compare the evals for Qh5+ and Qh3, they're pretty close (I let Shredder do
restricted searches on both moves). So Rebel isn't the only program that
evalutes Qh5+ as playable:

 9 ->   0:15.21  +1.89   Qh5+ g6 Qh3 cxd4 cxd4 Bxe4 O-O Bf5 Qh4 Rd8 (1.437.551)
 9 ->   0:12.75  +1.88   Qh3 cxd4 cxd4 Bxe4 O-O Bf5 g4 Be4 Rfe1 (1.277.960)

10 ->   0:33.76  +1.85   Qh5+ g6 Qh3 cxd4 cxd4 O-O-O O-O Rxh8 g3 Qd6 gxf4 Bxe4
(3.240.704)
10 ->   0:36.51  +1.81   Qh3 cxd4 cxd4 Bxe4 O-O Bf5 Qh4 Kf8 g3 Kg8 Qxf4
(3.625.187)

11 ->   2:24.21  +1.61   Qh5+ g6 Nxg6 hxg6 Qxg6+ Qf7 Qxf7+ Kxf7 g3 Bh6 f3 Rd8
dxc5 Rc8 a4 (13.517.312)
11 ->   4:31.32  +1.76   Qh3 cxd4 cxd4 O-O-O O-O Rxh8 g3 Bh6 Qxe6+ Qd7 Qb6 Qc6
Qxc6+ (26.224.808)

12 ->   8:25.45  +1.58   Qh5+ g6 Nxg6 hxg6 Qxg6+ Qf7 Qxf7+ Kxf7 g3 Bh6 f3 Rd8
dxc5 Be3 (44.284.606)
12 ->  13:38.96  +1.64   Qh3 cxd4 cxd4 O-O-O O-O Rxh8 g3 Bh6 Qxe6+ Qd7 Qxd7+
Kxd7 (80.963.520)




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