Hi
I'm organizing a mahjong tournament where 80 players will participate. In Mahjong there are always 4 players per table competing against each other. 10 rounds will be played.
By searching through this forum I already found a solution for 32 players in groups of 4, that participate in a round robin tournament without playing against the same person twice. For 32 players you need 10 rounds. Now I'm not sure how many rounds are possible with 80 players. Theoretically it should be 26. (79 opponents divided by 3 is 26,33), but I know that it can happen that the solution has fewer rounds.
I also searched the internet for different tournament types and read a little bit about this. To me it seems the tournament system, which allows the most accurate ranking is round robin followed by the swiss system. As I only have time for 10 rounds I'm not sure if an incomplete round robin (depending on how many rounds are the maximum for 80 players, the number of omitted rounds can be big or small) or a swiss system (or maybe something completely different?) would be better.
In both cases I do not really have a solution for the tournament brackets. I think that applying the swiss system by taking the 1st ranked person then add the 2nd ranked if they have not played etc. can lead to problems, so that no pairings are possible anymore. I experienced that when I first tried to find a solution for a small scale tournament with trial and error by hand. If you start wrong a solution is not possible.
I know that this forum is about round robin tournaments only, but the question is connected to that, so I hope it is ok that I post this here.
Summarized I would like to know:
Which tournament type should be used in the described case?
How to organize a bracket for this tournament type?