I made some adjustments to the highest number game, focusing more on
strategy than trying to come up with enormous numbers. Please let me know
what you think! I'll hold off on initiating if anyone tells me to.
I intend, without 3 objections, to initiate a sanctioned tournament,
promulgating the following Tournament Regulation:
HIGHEST NUMBER GAME
{
Any player CAN become a party to this tournament by announcement.
7 days after this regulation is promulgated, Game Night starts.
Tokens are a fungible fixed asset.
When Game Night starts, each party is granted 12 tokens.
Immediately after the start of each week, if bidding did not begin the
previous week, bidding begins. Otherwise, revealing begins.
During a week in which bidding began:
* Each party CAN, by paying a fee of 1 token, add to the pot.
* Each party CAN once per week, by commitment, declare a secret number (a
text document containing a clear description of a natural number).
During a week in which revealing began:
* Each party CAN, by announcement, reveal a secret number e declared during
the previous week, specifying its plaintext. Parties CANNOT reveal a secret
number that is higher than the number of times e added to the pot during
the previous week.
* The leader is the party that has revealed the highest secret number that
is not equal to any other revealed secret number. Immediately before the
end of the week, the leader is granted X tokens, where X is the number of
times the pot was added to in the previous week.
If bidding would begin for the 4th time, instead the party or parties with
the most tokens win the tournament.
}
--
snail
(Alive, 0 Bangs)
