Originally Posted by Gottlob View Post
Originally Posted by MisterV View Post
Hmmm...why is the number 37 everywhere?
At some point, the TOE has to reconcile the universe's underlying pattern, in terms of the numerals, with that of infinitude/finitude. Namely, to produce the particular numerals that I've been spouting, all along. Numerals with min/max, and saddle-point, properties.
To explain the bit above, what remains, let's take a quick look at the remaining anagrams-with-gematria, namely, to do with the textbook quote above, about the Three Graces, which is what I do when the posters here go silent. Appropriately parsed, of course, to keep the related sentences together.

Originally Posted by Gottlob View Post
The Three 6r4ces, in 6reek mythology, 4re 4 trio of goddesses represent1ng 6e4uty, gr4ce 4nd ch4rm, often dep1cted 4s s1ster f1gures.
--->

The Correct Sounds for the Instruction of the People. [In first spot.]

Thue-Siegel-Schneider-Roth Theorem. [In spot 560.]

https://anagram-solver.net/The%20Thr....?partial=true


Originally Posted by Gottlob View Post
Th3y are known 6y th3 names A6laia (B3auty), 3uphrosyne (J0y), and Thalia (Abundanc3). In R0man mythol0gy, th3y are call3d the 6ratia3.
--->

Only My Undesirable Translation Talent Can Change the World. [In first spot.]

You and the Night and the Music (Mal Waldron album). [In spot 537.]

https://anagram-solver.net/Th3y%20ar...3?partial=true


Interestingly, both anagrams-with-gematria include three 6's. And, the first has eight 4's, as a's, for 8*4 = 32 = [(1 + 1) * 4^2] ---> 1/142, and, 84 = (73 + 11) ---> 1/137, with the second at eight 3's, for 8*3 = 24 = (10*√4 + 2^2) ---> 142, and, 83 = (73 + 10) ---> 137 . Along with four 1's, in the first; and, three 0's, in the second, in terms of the 4's for a's, and, 3's for e's, that were used.

And, (560 + 567) = 1097 = [1][0][3^2][7] ---> 137, but, (560 - 537) = 23 = (24 - 1) ---> 142 .

In mathematics, Roth's theorem or Thue–Siegel–Roth theorem is a fundamental result in diophantine approximation to algebraic numbers. It is of a qualitative type, stating that algebraic numbers cannot have many rational approximations that are 'very good'.
In other words, the integers, themselves, are the best connection to infinitude/finitude, and, hence, the best descriptors of the universe, in terms of the TOE.

Regarding the Three Graces individually: