. . .
Interesting.
So, for a given macrostate the microstates represent an inner world, while other macrostates represent an outer world. The inner world can also be seen as a multiplicity of choices one could make, which would then translate into the multitude of parallel realities one would simultaneously exist in (according to each outcome of a choice). The fact that complex numbers have "real" and "imaginary" parts might have something to do with the above, while "rational" and "transcendental" would correspond to behavioral patterns. Transcendental numbers are particularly interesting as they are finite in magnitude, but infinite in structure.
. . .
Interesting.
So, for a given macrostate the microstates represent an inner world, while other macrostates represent an outer world. The inner world can also be seen as a multiplicity of choices one could make, which would then translate into the multitude of parallel realities one would simultaneously exist in (according to each outcome of a choice). The fact that complex numbers have "real" and "imaginary" parts might have something to do with the above, while "rational" and "transcendental" would correspond to behavioral patterns. Transcendental numbers are particularly interesting as they are finite in magnitude, but infinite in structure.
. . .
If a limit of a transcendental number should be converted to Earths numerical system, the both should equal each other without exception.