Originally Posted by
Garnabby
I did a bit of work on the numeral, 322, just, last evening. As I finish filling in the remainder of my theory, I, come across bits that I hadn't noticed.
For example, while progress from the conic sections functions, and relations, to the exponential functions - from the formation of the elements of the periodic table, to the formation of the partial charges the elements are built on - is the function y = x^x, at which point the terms of my sequence on the 137-side, and, on the 142-side, must have to do with x^x. I had already figured that out for the numerals 257 with 377, and, 282 with 414, but, realized that it had to work for also 214 with 322. Each of those values have two others between them.
257 is a simpler one, given that 257 = (4^4 + 1^1), with the form (x^x + y^y), and, 214 with 322 was a challenge, until spotting the trick.