I know this gets talked about every year, and maybe already has.. but I'll ask again.
Hosting is decided by who has hosted the fewest games from districts to current, then if that is a tie in odd years the top of the bracket hosts/even years the bottom?
So for instance, assuming Lamar gets by Versailles, should Fair Grove win FG would host since they will have hosted fewer games than Lamar; but should Ava win Lamar will host since they would have hosted the same amount and this is an even year/Lamar's on the bottom?
Then should Lamar win that game, it's a certainty that they would travel for the semis since 1)they would have hosted every game, so anyone who hadn't would get the home game or 2) should their opponent have also hosted every game, Lamar is on the top of the bracket..
Am I on the right track?
Hosting is decided by who has hosted the fewest games from districts to current, then if that is a tie in odd years the top of the bracket hosts/even years the bottom?
So for instance, assuming Lamar gets by Versailles, should Fair Grove win FG would host since they will have hosted fewer games than Lamar; but should Ava win Lamar will host since they would have hosted the same amount and this is an even year/Lamar's on the bottom?
Then should Lamar win that game, it's a certainty that they would travel for the semis since 1)they would have hosted every game, so anyone who hadn't would get the home game or 2) should their opponent have also hosted every game, Lamar is on the top of the bracket..
Am I on the right track?