1 round of about 48 hours
Gens bid at once, sending in a list for all the people they would like to bid on.
Additionally Gens state with their bid lists the amount of players they want for their team, 2 or 3.
Gens list a price planned along with each player.
The list must be ordered numerically descending with the highest price at the top.
Gens may list as few or as many players they want, but if they do not win enough of their bids, the remaining slots for their team will be filled in randomly.
If Generals want a total of more players then are available, those bidding the highest for their 3rd will receive the full amount they asked for. (currently 27 players means the potential for; three 4-player teams, and nine 3-player teams). Minimum of 2 players needed, 2-man teams are not-allowed!
After all bids are in;
The WMs will organize all the bids by price amount bid.
Then the highest priced bid will win that player, then the next highest bid amount, and so forth.
This means General A could win 3 players before any other General if they have the 3 highest bids.
If a player is tied with the highest bid amount, then the favorites will be looked at. If neither of the tied Gen bids are on the favorite list, then the player will randomly be slotted into one of the teams by dice roll.
If a General does not win a minimum number of players needed, the remaining slots for their team will be filled in randomly from those remaining. If there would not be anyone remaining, then the lowest bid legal players (one that is not on a bans list) from one of the teams with the most players would be removed and placed on the team that is needing the player.
Spoiler for Example:
If these were the bid lists we recieved:
Applicant | General A (2 players wanted) |
Albert | 1000 |
Benson | 940 |
Catherine | 820 |
Delrose | 300 |
Applicant | General B (1 player wanted) |
Delrose | 670 |
Albert | 670 |
Benson | 670 |
Catherine | 670 |
Applicant | General C (2 players wanted) |
Benson | 2000 |
Delrose | 670 |
Catherine | 70 |
We would then arrange it as
Benson - 2000 - General C
Albert - 1000 - General A
Benson - 940 - General A
Cathrine - 820 - General A
Delrose - 670 - General B, Delrose - 670 - General C
Albert - 670 - General B
Benson - 670 - General B
Cathrine - 670 - General B
Delrose - 300 - General A
Cathrine - 70 - General C
Benson would be won by General C,
Albert would be won by General A,
Catherine would be won by General A, (this fills his want for 2 players)
Delrose would then either be coin flipped into team B or C if neither are on the favorites list.