The described parts of the whole are like the described facets of a crystal. They both are tangential to the central object, and are only indirectly representative of the whole. A crystal’s facets reflect some objective waves back out to interact with the outer world, and the same facets also reflect some subjective waves from the object back to itself.
The surface that is the facet is the interface between the outside and the inside of an entity. Facets are bordering structures for the whole of three-dimensional space, just as lines are the boundaries of two-dimensional space. Surface facets reflect and project objective and the subjective projections, reflections, absorptions, and emissions. Just as polygons reflect around inside a circle, creating differing reflecting reinforcing circular resonant structures, the facets of a solid are reflecting reinforcing two-dimensional surface structures of resonant symmetry within a sphere.
The universe is expanding. Waves can expand as they propagate. If the surface and the wave both expand at the same rate, the resonant symmetry between them remains constant. If the wave expands faster than the surface, each wave will transition the origin of all other waves and two or more waves can be grouped as having one common origin. If the surface expands faster than the waves, overlaps dissociate and associations decay. Between integration and disintegration lies the structures of stillness and constant change.
In this passage of waves through each other, interferences, (both positive and negative) come into being and mark the expanding node points in space that show the geometry of the changing yet unchanging relationship between waves.
In an expanding universe, a standing wave moves its reflective facets into new space. This motion creates a continuously changing matrix of before and after relationships as the facets continue to pass through new and greater amounts of space. Expanding objects interfere with each other as they pass through each other.
Wave motion contains linear and circular aspects. An object expanding away from a point displays linear motion out from the center.
The circular or angular motion around the point is called spin, and goes around the center.
If spin is included with the outward expansion, the cumulative path of the object’s expansion through space will allow a potentially reflecting facet from an earlier time to become parallel to an adjacent facet of the crystal at a later time. This is a spiral expansion.
The rates of expansion and spin create specific distances and frequencies between earlier and later parallel reflecting facet positions. Different distances between an expanding crystal’s reflecting surfaces allow specific wavelengths to feed back and resonate harmonically with the parts of itself over time. Differing spin rates permit differing rates of propagation to be timed into self-reflective feedback.
Past wave pattern engrams can remain in existence and resonate against new wave patterns, creating interference pattern projections that predict and support the probabilities of future outcomes.
We compare and contrast the patterns projected. Similarities and differences lie within the particular local patterns focused on for comparison.
Imagine a triangle, a two dimensional crystal. There are three points (as in a particle). There are also three lines (as in a wave). There are three axes of symmetry, two different ways. These two ways to show symmetry both divide the object into three equal parts. The triangle is either three lines, each with two end points, or three points, each between two lines.
Another symmetry found in a triangle (or other polygon) is its direction of spin, or chiraltry (as in time). This is either clockwise or counterclockwise. There is also the symmetry of before and after (or inside and outside) found in expansion (as in space).
In the symmetry of lines with endpoints, the interaction is along the line and across between the endpoints, which do not move. Points along the line are all potential nodes, which in turn are potential surfaces for projection or reflection. The node points do not move in the direction of the wave or its energies. The node points are the surfaces that the waves move upon and across. Node points on a standing wave are points across and through which energy travels during an exchange. Although node points do not move along the line, they do change actualized location on the line with changing harmonic divisions of the line. The various energy resonances of opposition in standing wave harmonics can change the tensions and divisions of the surface.