Geometric rectification
Does not occur
As a direct inverse to proximity!
Like a cube becoming a truncated cube
Rather,
It lends itself
to such descriptors,
Only secondarily.
Rectification is the final point
Of a truncation process
Much the way that,
Direction of thrust
Opposes,
Direction of travel.
Only more like how a cube
Becomes a Octahedron becomes Dodecahedron
Left unchecked you end up with..
The first stellations of rhombic dodecahedronism
The topological equivalent to disdyakis dodecahedronism
Both your loves, and Hatreds will tessellate
Given their exponential potential
They absolutely will rectify geometrically
It does not occur
As a direct inverse to proximity
Rather,
It lends itself
to such descriptors,
Only secondarily.
And exactly like stellated rhombic cathedral
Your very Stellations meet at
And form, the vertex or vertices
And you are finally arrived
The stellated rhombic dodecahedral honeycomb
Does not occur
As a direct inverse to proximity!
Like a cube becoming a truncated cube
Rather,
It lends itself
to such descriptors,
Only secondarily.
Rectification is the final point
Of a truncation process
Much the way that,
Direction of thrust
Opposes,
Direction of travel.
Only more like how a cube
Becomes a Octahedron becomes Dodecahedron
Left unchecked you end up with..
The first stellations of rhombic dodecahedronism
The topological equivalent to disdyakis dodecahedronism
Both your loves, and Hatreds will tessellate
Given their exponential potential
They absolutely will rectify geometrically
It does not occur
As a direct inverse to proximity
Rather,
It lends itself
to such descriptors,
Only secondarily.
And exactly like stellated rhombic cathedral
Your very Stellations meet at
And form, the vertex or vertices
And you are finally arrived
The stellated rhombic dodecahedral honeycomb
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