Hypothesis: A poll where all voters are in 100% agreement would generate a "natural poll" outcome where the #1 team would receive 1550 pts (62 voters *25 pts) #2 would receive 1488 pts and so on ((26-ranking)*62). Comparing the natural poll points to the points received in the weekly poll should give some indication as to which teams are over/under ranked relative to their point total.
np = expected points in a natural poll scenario where all voters are in agreement
Top 5 OVER RANKED Teams:
8 LSU 122 pts below np
15 Boise St 85 pts below np
9 Iowa St 72 pts below np
7 Alabama 51 pts below np
21 SMU 50 pts below np
Top 5 UNDER RANKED teams:
13 BYU 83 pts above np
12 Notre Dame 46 pts above np
11 Tennessee 29 pts above np
20 Pittsburgh 25 pts above np
25 Navy 22 pts above np
Remember, there are 62 voters so a 62 point variance equates to one poll position. LSU is ranked almost 2 positions higher than their points would support.