I sent the following e-mail to the NCAA and PTI:
There has been much talk about expanding the NCAA tourney field as too many good teams feel they are left out, or so the theory goes. However, every solution I??™ve seen makes no sense. Bob Knight suggests 7 rounds with 128 teams with the higher seed hosting the first round. Doesn??™t he realize nobody cares about a 1 seed facing a 32 seed? And what about the availability of the higher seed arenas?
There is a simple solution. Expand to 96 teams. That should satisfy the left out contingent. In the first round the top 8 seeds (32 teams) would receive a bye. 9 seeds would play 24 seeds, 10 seeds would play 23 seeds, ??¦ 16 seeds would play 17 seeds. The second round the 1 seeds would play the 16-17 winner, 2 seeds would play the 15-18 winner, and so on. The mismatches would remain about where there are today.
This method also solves the scheduling problem as follows. There are currently 8 sites for the sub regionals. Each sub regional would have to host 4 additional games, 2 afternoon and 2 evening. The Thursday ??“ Saturday sub regional would host on Tuesday while the Friday ??“ Sunday sub regional would host on Wednesday. Each team gets a rest day with no new sites to add.
There has been much talk about expanding the NCAA tourney field as too many good teams feel they are left out, or so the theory goes. However, every solution I??™ve seen makes no sense. Bob Knight suggests 7 rounds with 128 teams with the higher seed hosting the first round. Doesn??™t he realize nobody cares about a 1 seed facing a 32 seed? And what about the availability of the higher seed arenas?
There is a simple solution. Expand to 96 teams. That should satisfy the left out contingent. In the first round the top 8 seeds (32 teams) would receive a bye. 9 seeds would play 24 seeds, 10 seeds would play 23 seeds, ??¦ 16 seeds would play 17 seeds. The second round the 1 seeds would play the 16-17 winner, 2 seeds would play the 15-18 winner, and so on. The mismatches would remain about where there are today.
This method also solves the scheduling problem as follows. There are currently 8 sites for the sub regionals. Each sub regional would have to host 4 additional games, 2 afternoon and 2 evening. The Thursday ??“ Saturday sub regional would host on Tuesday while the Friday ??“ Sunday sub regional would host on Wednesday. Each team gets a rest day with no new sites to add.
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