Retro's Proposed FBS Playoff System.
Posted: November 30th, 2008, 9:13 pm
Wow, what a year in college football. I picked a Florida-Oklahoma national championship, and although unfairly to Texas, it looks like I have a great chance at being right.
People always ask about when we're going to get a playoff and what not, and I thought about the subject of a playoff. I created a sort of complex playoff, but if you read through it, it's really easy to follow along. I doubt that the NCAA would consider this, but I believe this could challenge "March Madness" in excitement. So here it is; my proposed playoff system.
At first glance after the season, what do you see? You usually pay attention to the top ten teams ranked, while 11-25 don't get as much love. In fact, no one really seems to remember the bottom of the AP Top 25 anymore. My proposed system will change all that. As soon as the regular season ends in the first weekend in December, the final AP Top 25 will come out. The teams ranked in this poll will advance to the FBS playoffs. That's right, no more controversial conference championships. After the final regular season game, the #24 and #25 ranked teams will play in a Wednesday night game to determine who makes the official bracket; kind of like a NCAA tournament play-in game, perhaps? Once that game's over, the real fun begins.
The winner of that game will take on the #9 team in the Top 25. The matchups will be played on the Saturday of the same week of the play-in game and the games will go as follows: #9 vs. #24/25 | #10 vs. #23 | #11 vs. #22 | #12 vs. #21 | #13 vs. #20 | #14 vs. #19 | #15 vs. #18 | #16 vs. #17 | All of these games will be held at current bowl site such as the New Orleans Bowl, Ponsettia Bowl, MPC Computers Bowl, etc. The winners will advance to the next part of the bracket and the losers kiss their championship dreams goodbye.
What happened to the #1 through #8 ranked teams? They all got first round byes. Once the first round ends, the following Saturday the #1 team will take on the winner of the #16/17 matchup; #2 will take on the winner of the #15/18 matchup, and so on. You might be asking, why wouldn't you just re-rank the teams after the first round? Hey, the NCAA basketball tournament doesn't say, "hey we had a 5/12 upset. Why don't we give the #1 seed the #12 team to face instead of the #8?" That would take out the potential bracket games that the NCAA basketball tournament has.
After that, there would be only eight teams. You should know the drill now; the games in this round will be played on the following Saturday and be played at bowl game sites such as the Cotton, Outback, Sugar, and Fiesta Bowls. Then you are at your Final Four teams. These games would be held at the Rose Bowl and the Orange Bowl; as I believe they have the most tradition out of all the BCS bowls.
Finally you have your championship game. Instead of doing what the BCS does now; with two games being held at the site of the Fiesta Bowl or any other BCS bowl, find a neutral site like the Super Bowl does. I believe this system would determine a true national champion.
Thoughts? Likes? Dislikes?
I'm writing an essay about this proposition in my college English class at ACM, lol.
People always ask about when we're going to get a playoff and what not, and I thought about the subject of a playoff. I created a sort of complex playoff, but if you read through it, it's really easy to follow along. I doubt that the NCAA would consider this, but I believe this could challenge "March Madness" in excitement. So here it is; my proposed playoff system.
At first glance after the season, what do you see? You usually pay attention to the top ten teams ranked, while 11-25 don't get as much love. In fact, no one really seems to remember the bottom of the AP Top 25 anymore. My proposed system will change all that. As soon as the regular season ends in the first weekend in December, the final AP Top 25 will come out. The teams ranked in this poll will advance to the FBS playoffs. That's right, no more controversial conference championships. After the final regular season game, the #24 and #25 ranked teams will play in a Wednesday night game to determine who makes the official bracket; kind of like a NCAA tournament play-in game, perhaps? Once that game's over, the real fun begins.
The winner of that game will take on the #9 team in the Top 25. The matchups will be played on the Saturday of the same week of the play-in game and the games will go as follows: #9 vs. #24/25 | #10 vs. #23 | #11 vs. #22 | #12 vs. #21 | #13 vs. #20 | #14 vs. #19 | #15 vs. #18 | #16 vs. #17 | All of these games will be held at current bowl site such as the New Orleans Bowl, Ponsettia Bowl, MPC Computers Bowl, etc. The winners will advance to the next part of the bracket and the losers kiss their championship dreams goodbye.
What happened to the #1 through #8 ranked teams? They all got first round byes. Once the first round ends, the following Saturday the #1 team will take on the winner of the #16/17 matchup; #2 will take on the winner of the #15/18 matchup, and so on. You might be asking, why wouldn't you just re-rank the teams after the first round? Hey, the NCAA basketball tournament doesn't say, "hey we had a 5/12 upset. Why don't we give the #1 seed the #12 team to face instead of the #8?" That would take out the potential bracket games that the NCAA basketball tournament has.
After that, there would be only eight teams. You should know the drill now; the games in this round will be played on the following Saturday and be played at bowl game sites such as the Cotton, Outback, Sugar, and Fiesta Bowls. Then you are at your Final Four teams. These games would be held at the Rose Bowl and the Orange Bowl; as I believe they have the most tradition out of all the BCS bowls.
Finally you have your championship game. Instead of doing what the BCS does now; with two games being held at the site of the Fiesta Bowl or any other BCS bowl, find a neutral site like the Super Bowl does. I believe this system would determine a true national champion.
Thoughts? Likes? Dislikes?
I'm writing an essay about this proposition in my college English class at ACM, lol.