Singularity     

There are many terms for a Singularity; such as: Oneness, Motionlessness, Infinity, infinitesimal, Reality, UnReality, God, etc.  All Singularities, by definition, are identical.

Reality (as opposed to the Universe that is finite) has a locus that is congruent with Infinity; and therefore, Reality is a Singularity.
 
The term "infinite" can be confusing as being a label for a Singularity because of the many erroneous connotations, about 40, that mathematicians have attributed to the word.  Such as: the common numbering system is said to be infinite, etc.  Thus, for many, "infinite" has come to mean something very large or distant; and as such, something that actually exists within the Universe regardless of how extreme the concept.
 
A Singularity cannot be reached, or defined, from within the Universe.  It represents a limit which can only be "approached."  Yet, a Singularity is always omnipresent and can be said to be near both limits of speed (hyper-relativistic speeds as demonstrated by the "speed of Gravity"), which hyper-relativistic speeds are components of everything that exists.  Speed defines Infinity . . . NOT size or distance.
 
A Singularity can be considered as the only "provable" because it cannot be disproved.  G
ödel has subtly argued that nothing can be positively proved; however, unrealized by many, Gödel left a loophole that the metaphysical may be provable . . . i.e.  A negative may be provable.  For about 75 years there has been no accepted refutation of Gödel, which has led to the subsequent demise of philosophy's symbolic logic.
 
It is important that the dyosphere between the Universe (finite and ellipsoidal) and Reality (a Singularty and spherical) is understood; they are heuristically represented by the sequences of the Brunardot Series.


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