So, I've started the
Lustria Campaign I've made. Succesful so far, except perhaps that the first (and only) 1v1 ended in a masacre for my opponent (he had the chance to rout)!
We've only played two multiplayer games to start the campaign up, but with a visit from a Coatl, some weather interference, a lucky find and a curious bloom along with a Pathfinder joining my warband, we've had quite some fun so far! I was forced to play Dwarves, since another player took the Protectorate of Sigmar, so the usual Protectorate player wanted to steal my Lizardmen - fair enough, I hope that'll teach them that Lizardmen aren't overpowered, when somebody else wins the campaign! (I really do hope so, else we might have to make some changes ^_^)
Anyway, the issue here now is, that we're 5 players. Not excactly the best number, but that's the amount of players we can count with atm.
This leads to a problem concerning who's playing who. We started, as mentioned before, with two multiplayer games, just to get all warbands in play. But mostly because we were all together for once and might as well have all included. The third game was between me and another player playing Tilean Mercenaries. This leaves us with 3 players left. The Lizardman player has 4 Campaign Points so far, while the other two have 2 each. They're going to play against each other.
My formula for the 'who's-playing-who' is that the leading warband 'sits over'. If two are equal, the highest rated of the two sits over. They will then play against the warband with the 2nd most Campaign Points (or highest, depending on how much ahead they got). If two are equal in Campaign Points, they will play against the highest rated warband.
My concern is though, that this won't last in the end, and will result in mostly fixed 2v2's (or 3 players playing against each other, while the two lowest play against each other).
How do you solve this? Do you randomize who plays against who, do you start out with fixed battles, do you have some requirement that all will have to play all before a new round starts?
It might solve itself in the end, but I'd just like to be ahead of time.