Tools for Visualizing the SCIET
The SCIET Dynamic Tools are visualizable images that can be used to construct relationships that operate within the SCIET Principles and Rules
The Principles and Rules provide the context for the use of the tools, creating the location and conditions under which the visualizations occurr. They represent the limitations placed on the visuals, controlling their every expression.
A paper model that can be cut and assembled that helps to visualize the fundamental ideas of the SCIET is available as a PDF file.
|
The SCIETline is the first tool. It can be thought of as a line between two points, but represents the most powerful tool in SCIET Dynamics when used in Spacimetrics. |
|
The Triangularities (alka Tetron) are built from the SCIETline. The Triagularities are the result a natural quality of space to triangulate equidistant relationships in space. |
|
The SCIETangle is built on equidistant Triangularities surrounding a center point. The Principle of Equidistance establishes an interlocking set of angles around a center point to create the SCIETangle which has the general appearance of a dodecahedron within an icosahedron. |
|
SCIETorbit is built upon all of the preceding Tools to create the means to shift a polarity value to an orbital value and in the process step it up or down by a factor of twelve. |
|
SCIETsphere is derived from the SCIETbounce effect. It is the accumulation of the orbital polarity values stepped through the angles to parallel the originating center value. |
|
The Angularities are composed of the twelve corridors created by the twenty triangularities. Each corridor is most easily visualized as a five sided space created by the triangularities.
|
|
The SCIETangle is illustrated as twelve equal corridors but each represents a unigue part of the whole. |
The Angularity Corridor - illustrated to show the idea of fifive edges and the change of value as it gets closer to the center. |
|
|
The major issue with the Angularities is that they each represent a global polarity that experiences the Unity Function at the same time, and because of this each angularity represents a global set that connects with the alignments of the dominant bodies in the area.
Each SCIET cycle ends with a SCIETorbital record that is expressed as a component of a sphere. Thus each center is surrounded by spheres that remain as a permanent history of what has gone before.
Like skins on an onion, the SCIETspheres (aka capacitance layers) nest one within the other. Each exists as a separate entity with its own relationship to the center. Depending on the relative size and context, the SCIETspheres are also called Shells, Layers and Lattice depending on the scale in which they exist.
The term level is used to denote the next or previous of the same interval , such as a value steps twelve levels to create a layer. A level is an increment of Universal Sphere Sets because any increment that can exist is described as a level when considering it in relationship to the formation of the shells, layers or lattice.
| 
