Dirty Delvers Treasure Division
Two things are on my mind at the moment. “Dirty Santa” style gift –exchange games, and treasure division in dungeon-delving style fantasy RPGs. These two things have nothing to do with each other, and yet…
Let me interrupt my own train of thought to point out that I’m not claiming this is a good idea. I strongly suspect it’s a bad idea. But, it IS an idea, and sometimes those demand our attention.
So, let’s combine Dirty Santa and Treasure Division.
Decide how many items there are to be divided. We’ll call this the number of “picks.” If there’s money or other bulk valuables you can divide the total value by the number of people in the party who get treasure (we’ll call them folks), and treat each amount of that value as one pick. (So if there is 2400 gp of coins and gems, and five folks dividing the treasure, that’s five picks worth 480 gp each.)
Divide the total number of picks by the number of folks, and round up.
Double that number, and each of the folks get that many takes. A take represents selecting an item of loot to keep. They should track their takes.
To decide who gets to spend a take first, players all secretly bid how many takes they will spend for that privilege. Then reveal the bids. Whoever bid the most goes first, and the order after id determined by who bid the 2nd most, and so on. In case of ties, roll off to see who goes earlier.
The person who goes first expends 1 pick to select an item. At least for the moment, it is theirs.
The next person may expend 1 pick to select an item left in the pool, or may expend TWO picks to take the item already selected by the person who went first. If that happens, the person who went first gets one pick back.
Proceed in order. On each turn, a folk can do one of these things:
A: Expend one pick to select an item no one has selected yet.
B: Select an item someone else has. This requires you to spend a number of picks equal to 1 + the number of people who have already picked it. So if two people have already picked it, you have to spend three picks. No matter how many picks you spend, one pick goes back to the person you take it from.
C: Select an item someone else has that you were the very first person to pick. This costs only one pick, no matter how many people have picked it since.
Repeat this process until you run out of items, or everyone runs out of picks. If you run out of items, the process is over. If everyone runs out of picks when there are still items left, everyone gets back all the picks they began with, and keep going.
Speaking of Ideas
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