[Morgan Gillespie]

I am guessing you do not know what a perfect number is.
Basically to calculate 2^p-1(2^p-1)=a Perfect Number. Where p= a Mersenne number that is prime (Info: Mersenne numbers are calculated by 2^p-1. So 2, a prime number, inserted into that equation would look like 2⁽²⁾-1=3 Written as: M₂ and M₂=3)
.... ok moving on
now if we insert M₂ which equals 3; into 2^p-1(2^p-1) as 2^(3)-1(2⁽³⁾-1)=28. 28 is a perfect number.... hmm yes...

Anyone want to check this?
Whew...
[edit] I noticed several errors but they are fixed now. [/edit] I wrote 90% of this in quick post XD.