The Cosmic Trinity and its subset of trinitys
1} spirit1{ spiritofintent } aka metaphysical1 mind/intellect/concept with a resultant ego{ i },
.....1a} absolute truth,
.....1b} relative truth,
.....1c} lies.
conceptual lineofdemarcation
2} metaphysical2, macroinfinite, nonoccupied SPACE, that, embraces/surrounds the following,
...2a} ?
...2b} ?
...2c} ?
3} spirit2, as occupied SPACE Universe aka UniVerse of observed Time aka reality/energy via fermions, bosons and possibly a new 3rd hybrid catagory or any aggregate collection thereof ex atoms, molecules, planets, clusters of galaxies etc,
.....3a} metaphysical3 Gravity ( ) as positive shaped geodesic curvature of occupied Space,
.....3b} metaphysical4, Dark energy )( as negative shaped geodesic curvature of occupied Space.
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"U" niverse / "G" od is most inclusive set as it includes the Cosmic Trinity and all of its subsets.
Universe aka UniVerse #3 above is less inclusive and is not considerate of #1 and #2 above.
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meta is greek for beyond and there is four distinct kinds of metaphysical in the cosmic trinity hence the enumeration #1, 2, 3, 4.
i = ego
* i * = most complex bilateral consciousness
( )( ) = vertical bisection/cross section of a torus, which torus has postive and negative geodesically curved space.
( ( ) ) = horizontal { birdseyeview } bisection/cross section of a torus.
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Observed Time aka reality is commonly associated with a sinewave topology ex /\/\/\/\/\/ or as^v^v^v and defined by diametricallu opposed inversions { >< } from peaks of positive ( ) and negative )( geodesic curvature of a torus ( )( ) ergo the texticonic representation as (><)(><).
Occupied space Universe / UniVerse is composed of fermions and bosons that are each defined by two or more tori interfering with each other. The sumtotal of all interfering tori is occupied space Universe aka UniVerse.
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All of the above coincide with my discovery of all prime numbers except 2 and 3 falling on a single line/level within a sequential numerical set as it occurs of four lines/levels ergo a quasi2D pattern that inofitself defines a sinewave topology, before it is insideouted.
This latter above also translate to a 2D hexagonal pattern of 6 radii wherein all prime numbers except 2 and 3 fall only two of the 6 radii.
Regular numerical pattern
0...............................................6............................................12.................................................18...........................
........1...............................5P.............7P..........................11P...........13...............................17P...........19P.....................
................2P...............4.............................8............10...............................14..............16.............................20..............
........................3P.............................................9.................................................15..............................................21.....
Insideouted irregular pattern
..........1......................................5P..............7P...............................11P..............13P....................................17P............................


0...........................................................6....................................................12...............................................................................
...............................3P......................................................9..........................................................15............................................


....................2P...................4.....................................8.............10........................................14..............16...............................
The resultant sinewave topology occurs inside the toroidal tube as the triangularly structural and systemically stable integral set of 0, 3P, 6, 9, 12, 15 etc
Top line coincides with the quasigreat circle peak of positive ( ) curvature of torus ( )( )
Bottom line coincides with the quasigreat circle peak of negative )( curvature of torus ( )( )