It's a little known fact that when performing scholarship calculations involving NCAA rules, that the logarithm of base E, euler's irrationality number, must be used to calculate the multiplication factor for what scholarships will apply to the scholarship limit, and what percentage of official recruits are actually recruits, and will qualify for such aid.
Now - understanding that it all makes sense to use such and irrationality, because there is no rationality to the NCAA, you proceed by using the square root of -1, which of course everyone understands to be the number... i ...... soby taking the logarithm of base E - which again, everyone understands to be the natural logarithm, you reach an irrational number of approximate 4.65, which of course is the equivalent of a full academic scholarship involving a red shirt year plus 4 years of school. Using irrational mathematical principles to reduce to the 1 year limit of scholarship aid available, you arrive at a factor of 3.5.
So - clear? after correcting for NCAA irrationality with standard mathematical principles, and reducing by irrational factors to one year of scholarship aid, you arrive at a very neat factor of 3.5 to determine the number of recruited athletes, vs. non-recruited athletes that are eligible to reach the 85 full scholarship funding limit.
Clearly, dividing 105 by 3.5 = 30 .
105-30 = 85.
QED.
(yup - got some time on my hands today)
P.S. it's better if you imagine the things I write, as being verbalized out loud, by Bill Murray's character in caddyshack while smoking a giant doob.
