Originally Posted by
Garnabby
Those numbers seem to be shaping up, with +/- 1 adjustments here, and there, especially on the ends of the tables. Stuff like 1029 losing its end-digit, 9, by (1029 + 1) = 1030, but, picking it back up by 1032 = 10[√9]2 . Letting the numbers tell me the remaining theory, here about how the matter/anti- tables join up, with gaps to begin, and end, between the two sets of thus tables. What goes into those gaps, another partial element, or two. Think of it as element-0 means there's an element-all, and, then, what it might mean for all being another number.
The fun part is turning the numbers into numerals, once the physics is ironed out.
Like 54 = 27*2 = √9 * 6 * √9 ---> 27_72, and, 96_69.
The counterpart of element-54 is, in the other table, element-177 = (2^7 + 7^2) ---> 27_72, to match up with the 27_72 from 54 . But how to get 177 in terms of 96_69?
Turns out that [(√9)^6 - 6^(√9)] = (3^6 - 6^3) = 513 = (3^3 * {[antilog(0^0)] * 5^0 + 9}) ---> 3*59 = 177, if keep the exponents "high", out of the picture, and, work past them.
P.S. For the doubters, there's a faster way to do it, now that we have the longer way.
177 = (531 / 3), and, so, switch the order of the 3, and the 1, in 531, to obtain, 177 = (513 / 3) ---> 513.