When looking at the last eight NCAA tournaments mathematically, there are some striking trends.
In the first round:
#12 seeds upset the #5 seeds 14 of 32 possible times, or 44%
22% of #4 seeds go down
Meanwhile only 6% of #3 seeds lose their first game
In the second round:
More #5 seeds make the sweet 16 than #4 seeds, (15 to 10)
Only 3 (or 9%) of #1 seeds were upset
Meanwhile 38% of #2 seeds have been upset by the #7/#10 winner
Only 5 times (or 16%) has a region gone #1, #2, #3, #4
Sweet 16 round:
78% of #1 seeds make the elite eight
On the other side of the region, 78% are either #2 or #3 seeds
Elite Eight round:
Only one time in 30 years of the 64 team bracket has all four #1 seeds made the Final Four
44% of #1 seeds make the Final Four
#2 seeds make it 25% of the time
If you add up all the seeds that make the final four, the average total is 9.25. Meaning if you pick all #1 seeds, that’s less than half the average, or if you throw in a #11 George Mason with a #3, #2, and #1, that’s double the average.
Now, which teams are going to be in those spots/upsets? Good luck!
Solid, especially the stuff about the elite 8. Amazing how many highly seeded teams people will put in the elite 8. Chalk wins office pools.
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