DMOC
Mathematician
- Joined
- Aug 23, 2007
- Messages
- 5,594
I was just curious if anyone ever thought of this idea.
Take all 52 leaders in civ, and then randomly put them into groups of 7 or 8, making sure that none of the the same civilizations appear twice in a game. That would necessiate 7 games, 3 of which have 8 players and 4 of which have 7. Then play out those games (human picks 1 civ to play) and then the top 2 civs from each of the "preliminary" round move on to the semifinals, where there will be 14 civs left, and then 2 games of 7 civs. The leader that wins an actual victory condition is the one that advances (whether it's the human's leader or an AI leader) and then the next leader in score also advances. Then, from that, the top 3 in each game move on to the final, which will have 6 civs total. Then ... the winner of that game becomes the grand champion of all leaders.
Of course, a large part of who wins is determined by luck and who the human decides to attack, but I'm sure it's doable. It would take quite a lot of games, though (10 in all). Has anyone ever done this before?
Edit: The following games below are done with as little human interaction as possible.
EDIT:
Game 1 is complete. [Writeup below]
Here are the group of AI's in each game that the randomizer I used selected. I put them in the order the randomizer picked, so in game 1 JC was first in turn order (so he wins on ties), SB was second, etc.
Game 1 (Completed: Winner - Justinian I)
Game 2
Game 3
Game 4
Game 5
Game 6
Game 7
Take all 52 leaders in civ, and then randomly put them into groups of 7 or 8, making sure that none of the the same civilizations appear twice in a game. That would necessiate 7 games, 3 of which have 8 players and 4 of which have 7. Then play out those games (human picks 1 civ to play) and then the top 2 civs from each of the "preliminary" round move on to the semifinals, where there will be 14 civs left, and then 2 games of 7 civs. The leader that wins an actual victory condition is the one that advances (whether it's the human's leader or an AI leader) and then the next leader in score also advances. Then, from that, the top 3 in each game move on to the final, which will have 6 civs total. Then ... the winner of that game becomes the grand champion of all leaders.
Of course, a large part of who wins is determined by luck and who the human decides to attack, but I'm sure it's doable. It would take quite a lot of games, though (10 in all). Has anyone ever done this before?
Edit: The following games below are done with as little human interaction as possible.
EDIT:
Game 1 is complete. [Writeup below]
Here are the group of AI's in each game that the randomizer I used selected. I put them in the order the randomizer picked, so in game 1 JC was first in turn order (so he wins on ties), SB was second, etc.
Game 1 (Completed: Winner - Justinian I)
- Julius Caesar
- Sitting Bull
- Hammurabi
- Stalin
- Ramesses II
- Justinian I
- Elizabeth
- Tokugawa
Game 2
- Churchill
- Montezuma
- Wang Kon
- Lincoln
- Suleiman
- Peter
- Pericles
- Pacal II
Game 3
- Qin Shi Huang
- Washington
- Shaka
- Ragnar
- Huayna Capac
- Louis XIV
- Willem van Oranje
- Asoka
Game 4
- Charlemagne
- Cyrus
- De Gaulle
- Bismarck
- Roosevelt
- Isabella
- Genghis Khan
Game 5
- Catherine
- Augustus Caesar
- Alexander
- Mansa Musa
- Frederick
- Gandhi
- Darius I
Game 6
- Napoleon
- Hatshepsut
- Gilgamesh
- Kublai Khan
- Suryavarman II
- Brennus
- Mehmed II
Game 7
- Saladin
- Boudica
- Mao Zedong
- Hannibal
- Victoria
- Joao II
- Zara Yaqob