| Player | W | L |
| Charles Cone | 3 | 0 |
| Raymond Perrenoud | 0 | 1 |
| Stefan Raets | 0 | 1 |
| Oliver Townshend | 0 | 1 |
| Scenario | Players |
|---|---|
| Charlemange | Raets (Charlemagne) vs. Perrenoud (Lombardy) |
| Crossroads of the World | Raets (Ethiopia) vs. Townshend (Timurids) |
| Gods of War | Townshend (Inca) vs. Perrenoud (Gandhi) |
| Scenario | Players |
|---|---|
| Charlemange | Cone (Charlemagne) defeats Townshend (Lombardy) |
| Gods of War | Cone (Portuguese) defeats Raets (Vikings) |
| Crossroads of the World | Cone (Timurids) defeats Perrenoud (Ethiopia) |
The scenarios tournament will be a round-robin tournament with four players playing each other in three scenarios that shipped with Civ4:BTS
To determine which civ each player will play as, each player will submit a list of all the possible civs from each of the three scenarios in the order in which they'd prefer to play them. The tournament admin will randomly determine the pairings for each game and, based on the list of civ preferences, the admin will assign each player their most preferred civ which does not conflict with their opponent's most preferred civ.
As soon as a victory condition is achieved in the game or a player resigns, the game result will be announced on the mailing list by the winning player. There is no time limit to these games. The champion will be the player with the most wins in the tournament. If the AI wins a game, each human player will be given a proportional win based on the formula P1/(P1+P2) where P1 is the score of the player and P2 is the score of his opponent.