[net.chess] Group play against chess number-cruncher: 4th move please?

mclure%Sri-Unix@sri-unix.UUCP (07/26/84)

The Vote Tally
--------------
Folks, the moves are in and have been tallied.
The winner is: 2. ... Nc6.
It was far ahead of the first runner-up, 3 ... Bd7.
One person voted for the bizarre 3 ... Nd7.

A total of 17 votes were cast. Please relay this message to any
friends you have who might be interested in participating. It would
be great if we could have a lot more people voting. Please be sure
to always include your move number with your vote!

The Machine Moves
-----------------
The Prestige 8-ply replied 4. o-o from book in 0 seconds.

	        Humans			  Move   # Votes
	BR ** BB BQ BK BB BN BR		3 ... Nc6    11
	BP BP ** -- BP BP BP BP		3 ... Bd7     5
	-- ** BN BP -- ** -- **	        3 ... Nd7     1
	** WB BP -- ** -- ** --		
	-- ** -- ** WP ** -- **		
	** -- ** -- ** WN ** --		
	WP WP WP WP -- WP WP WP		
	WR WN WB WQ ** WR WK --
	     Prestige 8-ply

The Game So Far
---------------
1. e4    c5
2. Nf3   d6
3. Bb5+  Nc6
4. o-o   ???

Commentary
----------
Tom Peters <TPETERS@BBNCCP>, USCF rating 2107, wrote the majority opinion:
   	I vote for 3. ...Nc6. I chose this move over the more
	common 3. ...Bd7 because 
	   1. There is a lot less analysis in ECO.  
	   2. Deciding when to play B x c6 may be hard for the computer.
	   3. I hope to close the game with an eventual ...e5.

Steve Swernofsky <SASW@MIT-MC>, USCF rating ????, disagreed with the group:
	I think 3 ... Bd7 is superior to 3 ...  Nc6 because (1)
	it poses a threat which White must respond to; and
	(2) it is not vulnerable to 4 d4.  If 4 Qe2 Nc6 5
	Bxc6 Bxc6 6 e4 cd 7 Nxd4 ...  I think Black will
 	have the better command of the center, with either
	7 ...  Qd7 or 7 ...  d5 as his options.

Stuart Mclure Cracraft <MCLURE@SRI-UNIX>, USCF 1553/15:
	You folks may want to get the machine out of book as
	quickly as possible. It has a pretty extensive 
	treatment of the Sicilian lines.

Solicitation
------------
    Your move, please?

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Addendum
--------
For readers who don't understand any of this, I am conducting a Delphi
experiment wherein a large network-based readership can send moves in
for a chess game.  Each reader's move is a vote that is combined with
other readers' votes.  The move with the most votes is played against
the Prestige chess machine searching a minimum of 8 full ply deep.  The
results will eventually be published in a journal along with an
analysis of the experiment.