That's cute.
I noticed:
Take the number 65^2 (4225) and 16^2 (256).
An easy way to remember these two numbers is because when you divide them (65/16) you get 4 remainder 1, so the answer and remainder are also both squares.
Now put 65^2 (4225) and 16^2 (256) together since they end and start with same number:
42256.
Minus 2 from the second digit and add it onto the end:
40258.
Since we minused 2, we want to make up for it by cubing it and adding it on the end, and sticking with the pattern of "two", make it in 2 digit form, ie 2^3 = 08 (two digits).
We end up with 4025808.
I will make sure to remember your username for next time.
