Euclideanism
Whereas Godelism tells us that in order for a system object to be countable a system (or object) must must be inconsistent; Euclideanism explores what the INTERIORITY of the topological points allows sentient beings to to.
Euclideanism tells us that in order for a circle to be sliced the topological points must be interior to the surface. Any one surface-point must also be interior to allow for a thought to occur (an orthogonality between the limina and a single point on a pseudorandom perimeter (perimeter of a single twin prime or a GROUP of twin primes)).
Euclideanism tells us that in order for a circle to be sliced the topological points must be interior to the surface. Any one surface-point must also be interior to allow for a thought to occur (an orthogonality between the limina and a single point on a pseudorandom perimeter (perimeter of a single twin prime or a GROUP of twin primes)).
Euclideanism argues that in order for an object to be deconstructed cut, a thought to occur, or an orthogonality to exist: at least one points on the surface must be interiorized.
In Godelism : a point must be externalized in order for an object to be counted; in Euclideanism; a point must be internalized to be CONSIDERED. Euclideanism would point to a distinction between being-counted and being-considered.
The paradox is; is that in order for a tautology 1:1 relationship between a first structure's center-point and a second shape's surface points; to be considered, or even a thought to exist; the surface-points must be internalized whereas in order for the tautology to exist; the surface-points must be externalized.
In so many words; orthogonalities are internal, but tautologies are external.
Euclideanism also tells us that the magnetic force created by the golden primes spinning twin prime numbers is INTERNAL to the plane-of-panformalism. Ie. magnetometry is internal-to-the-plane.
In Godelism : a point must be externalized in order for an object to be counted; in Euclideanism; a point must be internalized to be CONSIDERED. Euclideanism would point to a distinction between being-counted and being-considered.
The paradox is; is that in order for a tautology 1:1 relationship between a first structure's center-point and a second shape's surface points; to be considered, or even a thought to exist; the surface-points must be internalized whereas in order for the tautology to exist; the surface-points must be externalized.
In so many words; orthogonalities are internal, but tautologies are external.
Euclideanism also tells us that the magnetic force created by the golden primes spinning twin prime numbers is INTERNAL to the plane-of-panformalism. Ie. magnetometry is internal-to-the-plane.
Euclideanism by deepchurch April 27, 2022
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