Well, if my opponents choices were truly random, then my strategy
wouldn't matter at all.  If I can detect a pattern in my opponents
choices, then I can try to predict what he will show and pick
something to beat him.  Alternatively, I could try to fool my opponent
by making choices that appear to have a pattern.  And just when I
think he has figured out the pattern and is about to counter
successfully, I could change the pattern to beat him.

Perhaps a good strategy for a tournament would be to memorize a "one
time pad", or a sequence of truly random choices that no one knows
about.  If you used those choices in a tournament, no one could have
an advantage over you.  On the downside, you wouldn't have an
advantage over anyone else, either.

On 11/15/05, Tyson Mao <[EMAIL PROTECTED]> wrote:
> Doesn't it all even out in the end to just random chance?  All the
> logic here and there?
>
> Tyson Mao
> MSC #631
> California Institute of Technology


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