Not that I WANT to correct you, but that was two years later. The next year was this:
Oops, my mistake, the F4 was one year after the #16 debacle and two years after becoming the first (and as of yet only) team to lose to a #13 or below in the second weekend.
Honestly, from my perspective, losing to a #15 in the S16 is MUCH worse than losing to a #16 in the opening round. I think getting upset in the opening round is at least partially a product of overlooking your opponent. When you get to the second weekend there is no excuse for overlooking a team that already took out two pretty good teams just to get to where they are. In this case, St. Peter's took out bluest-of-blue-bloods #2 seed Kentucky in the opener and a decent #7 seed Murray State in the second round.
On a related note, I've long argued that the big drop in win % from #12's to #13's is more because #13 and below are REALLY bad than because #4 and above are REALLY good. Some evidence for my theory:
If the drop was because the #1-4 seeds are so great, then the few #13's and below that do manage to win their opener should do better in the second round where they are matched against less great opponents. By and large, they don't.
#13's:
- .212 against #4's in the first round, 33-123
- .182 against #5/12 in the second round, 6-27
- .000 against #1/8/9 in the S16, 0-6 (1)
#14's:
- .147 against #3's in the first round, 23-133
- .087 against #6/11 in the second round, 2-21
- .000 against #2/7/10 in the S16, 0-2 (2)
#15's:
- .071 against #2 in the first round, 11-145
- .364 against #7/10 in the second round, 4-7
- .250 against #3/6/11 in the S16, 1-3 (3)
- .000 against #1/4/5/8/9/12 in the E8, 0-1 (4)
#16's:
- .013 against #1 in the first round, 2-154
- .000 against #9* in the second round, 0-2
* Both #16's to advance to the second round drew a #9 and lost to them in the second round.
(1) In theory this game could be against a #16 but no #16 have gotten that far.
(2) In theory this game could be against #15 but the only #15 to win one of these beat PU which was NOT a #14 and since no #14's have won and no other #15's have won we know that no #14's have ever played a #15 in the S16.
(3) In theory this game could be against #14 but since we know that no #15 and no #15 has ever won other than against PU, it hasn't happened.
(4) In theory this game could be against #13 or #16 but no #13 or #16 has ever made it this far.
Only the #15's get better but, IMHO, that may be more of a sample-size issue than anything else. The others do WORSE in the second round despite playing teams not nearly as good as the ones they knocked off in the first round to get there:
- #13's do WORSE against 5/12 than against #4.
- #14's do WORSE against 6/11 than against #3.
- #16's do WORSE against #9 than against #1.
I had always assumed that eventually a #13 or below would win a second weekend game but my theory was that it would happen when two #13's and below happened to luck into each other in the second weekend such that one of them HAD to win. Ie, two #14's and four #15's have made it to the second weekend and I just figured that if you did this enough times eventually you'd have a #15 knock of a #2 and a #7/10 and a #14 knock off a #3 and a #6/11 in the same region and then your S16 matchup that was "supposed to" be between #2 and #3 would instead be between #15 and #14. One of them would have to win and then would get clobbered in the E8.