Table of Contents Part 01 - Overall General View Part 02 - Origin of Polar States Part 03 - Polarity Manifests as Rotating Vortex Part 04 - Rotation on Three Planes Part 05 - Three Rotating Planes Become Spheres Part 06 - Formation of Cubes Part 07 - Compound Cubes Part 08 - Sympathetic Streams and 3-D Matter Part 09 - What Vibration Is Part 10 - What Sympathy Is Part 11 - SVP Music Model Part 12 - Locked Potentials Part 13 - Rotation from Vibration/Oscillation Part 14 - Keely's Mysterious Thirds, Sixths and Ninths Part 15 - Dissociating Water Acoustically Part 16 - Electricity and Magnetism Part 17 - Gravity Addendum - - - - - - - - - - - - 01 - Bjerknes Effect 02 - Chart of Locked Potentials 03 - Ether 04 - Origin of Matter 05 - Indig Numbers 06 - One Phase of Keely's Discoveries... 07 - Pond's Original Notes on the Scale______ 08 - Laws of Being 09 - Table of the Elements 10 - Keely's Forty Laws 11 - Russell's Laws and Principles 12 - What Electricity Is. 13 - Puharich, Water Dissociation via AC 14 - As a Man Thinketh 15 - Genero-Radiative Concept 16 - The Action of Force is Spiro-Vortex 99 - Definitions "A truth's initial commotion is directly proportional to how deeply the lie was believed. It wasn't the world being round that agitated people, but that the world wasn't flat. When a well-packaged web of lies has been sold gradually to the masses over generations, the truth will seem utterly preposterous and its speaker a raving lunatic." ~~~Dresden James [updated 12/04/07] © Dale Pond, 2007 Delta Spectrum Research 921 Santa Fe Avenue La Junta, Colorado 81050 720-249-2731 (This is an incomplete presentation. Not every item is as it will be in the final version of these documents. Until the final version is published use the information presented herein at your own risk. In the meantime please peruse the SVP Recommended Reading List for additional background information.)

Part 6 - Formation of Cubes 6.1 - Reciprocal Radiations      Figure 6.1 - Opposing Radiations Neutralizing at Interface 6.2 - Development of Cubes      Figure 6.2 - Cube with Vectors 6.3 - Six Directions      Figure 6.3 - Triple Planes 6.4 - Sacred Geometry      Figure 6.4 - Triple Planes Basis of Sacred Geometry 6.5 - Cubes divide into six tetrahedrons      Figure 6.5 - Russell's Multiple Views of Tripleness      Figure 6.6 - Resulting in a Cube compressing in from Six Sides (along Three Axis)      Figure 6.7 - Cube structure and dynamics 6.6 - Corner cube retroreflectors 6.7 - Corner receivers from corners of cubes Compound Cubes 6.8 - Crystalline Space      Figure 6.8 - Introductory Matrix Structure 6.9 - Nineness of Cubes      Figure 6.9 - Triple Three Cubes 6.10 - Neutral Cubes      Figure 6.10 - The Neutral Cube 6.11 - Corner and Face Cubes      Figure 6.11 - Juxtaposed Corner Cubes 6.12 - Density Differentiation 6.13 - Sphere and Cube      Figure 6.12 - Sphere Circumscribed by Cube 6.14 - Fourteen Vortices Click here to see Table of Contents of updated version.This version 1.0 of the SVP Cosmology is public and of course FREE - but still copyrighted. A vastly more completed version (version 2.1) is available for purchase. Click here to see the full Table of Contents of version 2.1.

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Formation of Cubes

Figure 6.3 - Triple Planes

Figure 6.5 - Russell's Multiple Views of Tripleness

 

Figure 6.6 - Resulting in a Cube compressing in from Six Sides (along Three Axis)

 (scan courtesy of University of Science & Philosophy)

Figure 6.7 - Cube structure and dynamics

 (scan courtesy of University of Science & Philosophy)

 

6.6 - Cube corner retroreflectors
Cube corner retroreflectors have three mutually orthogonal reflecting surfaces. The cube corners reflect dispersing rays back towards the source or cube center. The reflection angle 180ƒ is independent of the orientation of the corner cube, making it ideal where precision alignment is difficult.

Cube corner retroreflectors operate on the principle of total internal reflection.  A beam entering the corner is reflected by the three orthogonal reflecting surfaces and returns parallel to itself.  This return reflection property is independent of orientation of the retro-reflector, within some angle limitations.   

6.7 - Corner receivers from corners of cubes

Metallic corner reflectors are used on boats and are designed to enhance their appearance on radar so they can be more easily seen and avoided by other ships at sea. Corner reflectors comprise three flat mirrors that make a corner at right angles, so that the reflected ray retraces the path of the incoming ray (because the angle of incidence equals the angle of reflection). (See also Trihedral Corner)

 Compound Cubes

"Within the sphere, and encompassing it, is the cube, and every other form that is; and within the cube, and encompassing it, is the sphere, and every other form that is." [Russell, The Universal One]

6.8 - Crystalline Space - We could consider Space as divided into adjacent cubes surrounding Keely's atomolini (Russell's alphanon) or Centers of Focalization. Cubes formed in this way will naturally aggregate into larger aggregate or compound cubes composed of nine (3 X 3) of the smaller cubes due to functions of polarity. Cubicity is the basis of crystals and crystallization.

 

Figure 6.8 - Introductory Matrix Structure

 

6.9 - Nineness of Cubes - These nine cube assemblies due to similar functions of polarity will assemble into a large cube of 18 and 27 cubical sections.

Figure 6.9 - Triple Three Cubes

 

6.10 - Neutral Cubes - Each cube will have its own polar identity matching poles for the central Neutral Cube. There will be an east, west, north, south, up and down cube as well as eight cubes on the far corners. These inner directional cubes are securely and squarely touching five other cubes. These directional cubes are therefore stable.

 

Figure 6.10 - The Neutral Cube

 

6.11 - Corner and Face Cubes - These six directional cubes will adhere to the center with a greater adherence or affinity than the eight corner cubes touching only on the corners. In addition each of these six directional cubes are squarely touching the central neutral cube. These eight corner cubes may be designated UNE, USE, USW, UNW and DNE, DSW, DSW and DNW (U=up and D=down).

 

Figure 6.11 - Juxtaposed Corner Cubes

 

6.12 - Density Differentiation - Because each vortex is composed of two bi-directional flows of six total possible, one set is higher or tighter or spinning faster than the other four. Sphericity is the basis of motion and forms established by motion.

Areas and Volumes - Relations and Proportions - Breadth (Area, Circle) Cube Root of the Volume = SqRt of the Area = Length area of circle = PI*radius^2 (20612/6561)*((3^(2^3))/2)^2 Figures are RELATIVE PARTS 5153 = Prime 6561 = 3^8 20612 = 2^2 * 5153 circumference of circle 2^2*5153 = 20612 circumference of circle PI*6561 = 20612 circumference of circle (20612/6561)*6561 = 20612 (NOTE: Great Pyramid angle is 51ƒ53') radius of circle = (2^4 * 5 * 41)+1 = 3281 (cannot factor a Prime Number (6561)) diameter of circle 3^8 = 6561 diameter of circle (3^(2^3)) = 6561 (3 times 2cubed) Does this mean the smallest volume possible is composed of 3 cubes? area of circle = PI*radius^2 (20612/6561)*((3^(2^3))/2)^2 Sphere Volume (((PI)*(diameter)^3)/3)/2 (factored: N = 2 * 3^15 * 5153); (value confirmed by Converter stack) 2 * 3^15 * 5153 = 147879835542 Cube Volume 6561^3 = 282429536481 (3^8)^3 = 282429536481 3^24 = 282429536481 NOTE: 6561:5153 = Major Third 6561:20612 = Minor Third 3rd octave? [Russell, The Universal One, page 159]

Figure 6.12 - Areas and Volumes - Relations and Proportions - Breadth (Area, Circle)

 

6.13 - Sphere and Cube - Within which cube the triune created sphere will appear and have its being. Dynamism is represented by the dynamical motions creating the circle and sphere while rigidity is represented by the fixity of the square and cube.

"This intricate and extremely complex idea cannot be more than touched upon here but the simplicity of its fundamental basis is so plainly written in Nature that its complexities cannot elude one who understands the universal plan. To put it briefly Nature is aiming at the true sphere in all her gyroscopic turnings. She finishes her sphere only in one part of the universal machine which is half way around the cycle where the wheels are the same size. In the wave this position is at trough and crest. At this position an element called carbon crystallizes in true cube. It is the only element which does crystallize in absolutely symmetrical true cube because it is the pivotal point of ten efforts of Nature to get her two halves equally divided to equal opposites. These ten waves are what are known as the octaves of the elements. The octaves are spiral waves along which the elements are strung like discs on a string. As a matter of fact, the elements are the wheels of the universal machine and the reason for this variance in form, eccentricities, gearing and crystallization is because they all are parts of a sphere within which all separate parts fit together." [Russell, Genero-Radiative Concept]  

Figure 6.13 - Sphere Circumscribed by Cube

Sphere to Cube - Relations and Proportions - Thickness (Volume, Cubic) Volume decreases with increased potential. Volume increases with decreased potential. Cube Root of the Volume = SqRt of the Area = Length "Cubing the Sphere" (Sphere contiguous with and enclosed by a Cube) Sphere Volume = 2*3^15*5153 = 147879835542 Cube Volume = 6561^3 = 282429536481 Ratio:- Sphere to Cube = Minor Seventh = 5:9::(2*3^15*5153):(6561^3) [Russell, The Universal One, page 163]

Figure 6.14 - Sphere to Cube - Relations and Proportions - Thickness (Volume, Cubic)
 

6.14 - Fourteen Vortices - Cubes house six vortices of the Inertial Planes that centralize to the Center forming the Cube structure and eight Corner Vortices of radial force from the Center. These 14 spirals may correspond to the 14 ideal Major and Minor keys of music. The Major scales ascend while the Minor scales descend. Each scale has a pole about which it evolves and devolves. It is held by some this pole, numerically speaking, is shared by both Major and Minor scales.