(03-17-2022 10:13 PM)Erictelevision Wrote: How I’d slot the seeds:
1-8: RS Champs
9-16: Tournament champs
17-24: At-large
RS champs get the byes, straight bracket the rest. You only need 1 more day beyond the 1st round
Definitely agree that the regular season champs should get the first round byes.
It would be interesting to experiment with alternatives to traditional seedings, such as using random selection procedures analogous to the way lottery numbers are randomly generated. Random assignment would reduce the number of "blowout" games between mismatched teams, and would eliminate any possibility of bias in the seeding procedures.
1. Each of the 64 non-regular season champs would compete in a play-in game at the nearest of the 8 sub-regional (northwest, southwest, etc.) locations around the nation. For example, 8 northwestern teams would compete in a play-in game in Portland Oregon and 8 southwestern teams would play their play-in games in the San Diego location). The match-ups in these games could be selected at random, to prevent top-ranked teams from having an unfair advantage.
2. The four play-in game winners would then compete with the four regular season conference champions that are located nearest to the eight first-round locations.
---For example, the four regular season champions located in or nearest to the Pacific Northwest would travel to Portland to play the 4 teams that won their play-in games in Portland in the first full round of 64, with brackets being generated using random assignment procedures, in the interests of fairness.
3. The winners of these four sub-regional games would advance to the nearest Regional location (San Francisco), where the regional quarterfinals (round of 32), semifinals (Sweet 16), and finals (Elite Eight) would be played. The brackets would be drawn up using the procedures described above.
4. The Regional Champions would travel to the location where the NCAA championships would be played (New Orleans). The semifinals games would pit the East and West Champions and the North and South Region Champions against each other, and the winners of those two games would compete in the NCAA championship game.
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NOTE: Close to half of the conf. tourney champs usually tend to be the regular season champs, so there would only be ~15-16 tourney champs that aren't reg. season champs, and there would be ~48-50 at-large teams.
If the 96 team NCAA tournament would replace the NIT, it would make enough sense to give all the reg. season and conf. tourney champs auto-bids.
There would be close to 48 auto-bids and 48 at-large teams, most years.
The main benefits to D1 basketball would be that the 32 teams that would otherwise play in the NIT (as currently constituted) would get a chance to compete for the national championship, that the 50% increase in the number of NCAA games would make the NCAA even more exciting than it is now, with even more surprises, and that more games and more excitement could boost NCAA viewership/revenue by 40% or 50%.
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Q: Would a 96-team NCAA tournament eliminate the need for a NIT tournament?
A: Probably not.
Q: Why not?
A: Because even though 96 teams currently play in the NCAA and NIT tournaments, there are a lot of good, top 100 quality teams that should, but don't get a chance to compete against other top 100 quality teams in the post-season. The minor post-season tournaments these days have fields full of teams ranked between NET 125 and NET 250.
A strong case could be made that there should still be a 32-team NIT tournament with a field comprised of the 32 most highly-ranked teams (e.g., that don't receive a NCAA tournament at-large bid.
There were no auto-bids for the NIT until the NCAA took the NIT over, because the NIT was designed to be an "
invitational tournament." Teams only play if they are invited.
Teams such as these would be invited to play in a future NIT:
(#51) Oklahoma St., (#69), (#73) Fresno St., (#74) Kansas St., (#80) Furman, (#84) Clemson, (#86) Syracuse, (#87) Wichita St., (#88) Penn St., (#89) Maryland, (#94) UNLV, (#95) Bradley, (#96) Arizona St., (#97) Tulane, and (#98) Louisiana Tech.