Corrected Formula for ALPHA

The rotating Universe
Angular moment L universe = (1/h) ^ ((4th root ( 1/alfa)) - 2)


With today's h, alpha values L universe = 6,027620093*10^22 =1/10*((N
Avogadro surface of universe ) ^2)/ (N Avogadro volume universe (
normal N A))


And
(1/alpha) = (1/alpha matth) * ((ln ( 1/h) /ln ( 1/2*pi*h)) ^2)


(1/alpha math) = ln (( L/2*pi*h)/ln ( 1/h) ) ^4 = (2^4)* ( 1+G/10^-12)
^4 )=


= (ln((1/10* (N Avogadro surface of universe ) ^2)/ (N Avogadro volume
universe)) -1)))^4


D universe = 4th root ( 1/alpha) = 3,421437946 = f ( t)

This formula is valid for any organism ( alpha depends on development
stage); It has long been speculated that fundamental constants are
numerically related. I forgot number 10 in my previous post.

Speculation: this formula demonstrates the fractal nature of 3rd/4th
mass space
dimension.
Its value today is 2G= 1,42. 2 other space dimensions are on spheric
surface of Universe; Fractal dimension 0,42 characterizes thickness of
this surface layer measured in length units of surface topographical
defects ( black holes) in relation to maximum possible length; Fractal
dimension grows as universe gets older.


This formula also links continuos and discrete dimensions via fractal
dimenesion; Continuous mass time dimension only happens at death moment

when Universe will disperse in non rotating masses to be further
digested and freed from structure by worms of universe and serve as
point mass food.


D can also be considered an integral measure of Universe complexity; If

laws of nature are the same in all universes, probably it is enough to
look at this 1 value and it time evolution which could be calculated
from system dynamics equations.


G, N avogadro also evolves with universe
Time scale of Universe if derivative of mass space; such that:


(1/(G*c))* ( h/N) * (S/M^2)* (1/T) = const= (1/2*pi)


G- gravitation constant
c-speed of light
S- surface of universe
M- mass of universe
T - age of universe, longest time scale in universe.
N= N Avogadro surf ^2/ N Avogadro Volume