The Cosmic Trinity and its subset of trinitys
1} spirit-1{ spirit-of-intent } aka metaphysical-1 mind/intellect/concept with a resultant ego{ i },
.....1a} absolute truth,
.....1b} relative truth,
.....1c} lies.
--------------conceptual line-of-demarcation---------------------------------------------
2} metaphysical-2, macro-infinite, non-occupied SPACE, that, embraces/surrounds the following,
...2a} ?
...2b} ?
...2c} ?
3} spirit-2, as occupied SPACE Universe aka Uni-V-erse 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} metaphysical-3 Gravity ( ) as positive shaped geodesic curvature of occupied Space,
.....3b} metaphysical-4, 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 Uni-V-erse #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 meta-physical 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 { birds-eye-view } bisection/cross section of a torus.
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Observed Time aka reality is commonly associated with a sine-wave 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 / Uni-V-erse is composed of fermions and bosons that are each defined by two or more tori interfering with each other. The sum-total of all interfering tori is occupied space Universe aka Uni-V-erse.
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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 quasi-2D pattern that in-of-itself defines a sine-wave topology, before it is inside-outed.
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.....
Inside-outed irregular pattern
..........1......................................5P..............7P...............................11P..............13P....................................17P............................
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0...........................................................6....................................................12...............................................................................
...............................3P......................................................9..........................................................15............................................
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-
....................2P...................4.....................................8.............10........................................14..............16...............................
The resultant sine-wave 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 quasi-great circle peak of positive ( ) curvature of torus ( )( )
Bottom line coincides with the quasi-great circle peak of negative )( curvature of torus ( )( )