Prompt
Okay. Can you deeply look at each paper related to architectural worlds. Seek out anything that is related to weights and measures. I want to add this to your list above, if not already included.
Response
The following compilation draws from Papers 11, 14, 15, 29, 39, 41, 42, 43, 46, 49, and 58—covering Paradise, Havona, the superuniverses, architectural spheres, power directors, physical controllers, and planetary physics. This data provides quantitative scaffolding for mathematical model development based on revealed physics.
Architectural World Measurements
The Gradant—Universal Weight Standard
| Data Point | Citation | Value/Description |
|---|
| Standard weight unit | 46:1.2 | "Gradant"—built from the mature ultimaton through decimal system |
| Gradant equivalence | 46:1.2 | Almost exactly 10 ounces (Urantia weight) |
| Key implication | — | The ultimaton has definite, measurable mass; weight standards derive from it |
This is critical for mathematical modeling: the ultimaton is not merely theoretical but has quantifiable mass sufficient to serve as the basis for a universal weight system.
Distance Standards
| Data Point | Citation | Value |
|---|
| Jerusem standard mile | 46:1.2 | ~7 Urantia miles |
| Edentia sea of glass (circumference) | 43:1.10 | ~100 miles |
| Edentia sea of glass (depth) | 43:1.10 | ~30 miles |
Architectural Sphere Sizes
| Sphere | Citation | Size Relative to Urantia |
|---|
| Edentia (constellation HQ) | 43:0.2 | ~100× Urantia |
| Edentia's 70 major spheres | 43:0.2 | ~10× Urantia each |
| Edentia's 700 satellites | 43:0.2 | ~1× Urantia each |
| Jerusem (system HQ) | 15:7.3 | Increasing size upward to Paradise |
Time Standards
Paradise-Havona Day
| Data Point | Citation | Value |
|---|
| Paradise-Havona standard day | 14:1.12 | Almost 1,000 Urantia years |
| Precise variance | 14:1.12 | 7 minutes, 3⅛ seconds less than 1,000 years |
| Basis | 14:1.12 | Time for inner Havona circuit to orbit Paradise |
The statement "a day is as a thousand years with God" is given a precise physical referent.
Superuniverse Time (Orvonton)
| Data Point | Citation | Value |
|---|
| Orvonton standard day | 15:7.2 | ~30 Urantia days |
| Orvonton year | 15:7.2 | 100 standard days |
| Orvonton year in Urantia time | 15:7.2 | ~3,000 days minus 22 minutes (~8.2 years) |
Local System Time (Satania/Jerusem)
| Data Point | Citation | Value |
|---|
| Satania day | 46:1.2 | 3 Urantia days minus 1 hour, 4 minutes, 15 seconds |
| Satania year | 46:1.2 | 100 Jerusem days |
| Basis | 46:1.2 | Axial revolution of Jerusem |
Cosmic Time Cycles
| Data Point | Citation | Value |
|---|
| Space respiration cycle (full) | 11:6.5 | ~2 billion Urantia years |
| Expansion phase | 11:6.4 | ~1 billion years |
| Contraction phase | 11:6.4 | ~1 billion years |
| Energy circuit encirclement (Uversa) | 15:8.2 | 968+ million years |
Paradise Dimensions (Ratios)
| Data Point | Citation | Ratio |
|---|
| Shape | 11:2.2 | Ellipsoid (not spherical) |
| North-south vs. east-west diameter | 11:2.2 | 1/6 longer N-S than E-W |
| Thickness vs. east-west diameter | 11:2.2 | 1/10 the E-W diameter |
| Upper/nether distinction | 11:2.2 | Essentially flat |
These ratios establish absolute direction in the master universe and could inform geometric modeling of cosmic structure.
Havona Structure
| Data Point | Citation | Value |
|---|
| Total Havona worlds | 14:0.1, 14:1.9 | 1 billion spheres |
| Havona circuits | 14:1.9 | 7 concentric circuits |
| Innermost circuit worlds | 14:1.9 | 35+ million |
| Outermost circuit worlds | 14:1.9 | 245+ million |
| Dark gravity body arrangement (outer) | 14:1.16 | 10,000× height of inner circuit |
| Outer circuit up-down diameter | 14:1.16 | 50,000× transverse diameter |
Velocity Data
Light and Energy
| Data Point | Citation | Value |
|---|
| Light/energy velocity (single line) | 39:3.9 | 186,280 miles/second |
| Seraphic transport velocity | 39:3.9 | 555,000–559,000 miles/second |
| Seraphic transport mechanism | 39:3.9 | Three energy lines superimposed |
| Velocity multiplier | — | ~3× light speed achievable |
The revelation confirms the speed of light while describing mechanisms for superluminal transport through energy superimposition.
Particle Velocities
| Data Point | Citation | Value |
|---|
| Radium positive particles | 42:7.3 | 10,000 miles/second |
| Negative particles (electrons) | 42:7.3 | Approaching light speed |
| Calcium electron orbit jumps | 41:6.4 | 25,000 times/second |
| Calcium electron orbital period | 41:6.5 | 1 millionth of a second per jump |
| Revolutions during jump | 41:6.5 | 1 million orbits around nucleus |
Temperature Data
| Data Point | Citation | Value (Fahrenheit) |
|---|
| Solar interior | 41:7.2, 41:7.11 | ~35,000,000° F |
| Solar surface | 41:7.2 | ~6,000° F |
| Jerusem full-light temperature | 46:1.3 | ~70° F |
| Jerusem light-recession temperature | 46:1.3 | ~50° F |
| Electronic boiling point (in suns) | 41:7.12 | 35,000,000° F (with gravity pressure) |
Stellar Dimensions
| Data Point | Citation | Value |
|---|
| Average sun diameter | 41:3.2 | ~1 million miles |
| Largest star (Antares cloud) diameter | 41:3.2 | 450× sun diameter |
| Largest star volume | 41:3.2 | 60 million × sun volume |
| Orvonton giant diameter | 41:4.7 | 300+ million miles |
| Dense star density | 41:4.4 | 40,000× sun density; ~1 ton/cubic inch |
| Veluntia density | 41:4.6 | 1/1000th Urantia atmosphere |
Living Instruments of Measurement
Frandalanks and Chronoldeks
| Data Point | Citation | Description |
|---|
| Frandalanks | 29:4.36-37 | Living presence, pressure, and velocity gauges |
| Frandalank divisions | 29:4.37 | 30 divisions—one for each basic universe force |
| Chronoldeks | 29:4.37 | Frandalanks that also register time |
| Function | 29:4.37 | Automatic, unerring registration of all force-energy status |
| Precision | 29:4.38 | "Ultimacy of precision" |
These beings demonstrate that the universe contains living measurement systems capable of quantifying all forms of force-energy—implying that such quantification is inherently possible.
Mortal Physical Types
| Data Point | Citation | Value |
|---|
| Average mortal height (Nebadon) | 49:2.20 | Slightly under 7 feet |
| Minimum height (larger planets) | 49:2.20 | ~2.5 feet |
| Maximum height (smaller planets) | 49:2.20 | ~10 feet |
| Atmospheric types (mid-breathers) | 49:2.12 | 91+% of Satania worlds |
| Temperature types (mid-range) | 49:2.21 | 70% (Urantia = type 3 of 5) |
| Electric types (Urantia class 4) | 49:2.23 | 23% of worlds |
| Mortal lifespan range | 49:4.6 | 25–500 years |
Earth-Specific Data
| Data Point | Citation | Value |
|---|
| Urantia average density | 58:5.5 | 5.5× water |
| Granite density | 58:5.5 | <3× water |
| Earth core density | 58:5.5 | 12× water |
| Outer crust thickness | 58:5.3 | ~40 miles |
| Continental pressure at ocean floor | 58:5.7 | ~20,000 lbs/sq inch |
| Ocean floor water pressure | 58:5.7 | ~5,000 lbs/sq inch |
| Atmosphere thinning altitude | 42:4.6 | ~3,000 miles |
Fundamental Ratios for Mathematical Modeling
Particle Physics Ratios
| Ratio | Citation | Value | Potential Application |
|---|
| Wave ripple : particle diameter | 42:4.14 | 860:1 | de Broglie wavelength derivation |
| Ultimatons per electron | 42:6.5 | 100 | Electron structure modeling |
| Modified electron forms | 42:6.5 | 10 | Electron state variations |
| Mesotron : electron mass | 42:8.3 | 180:1 | Nuclear force calculations |
| Proton : electron mass | 42:6.7 | ~2000:1 | Matches observed ~1836:1 |
| Ultimatons per cubic inch (empty space) | 42:4.6 | ~100 | Minimum space density |
Energy Spectrum Ratios
| Ratio | Citation | Value | Potential Application |
|---|
| Energy octaves (total) | 42:5.1 | 100 | Full spectrum framework |
| Energy octaves (recognized) | 42:5.1 | 64 | 36 unrecognized octaves to discover |
| Visible light octave | 42:5.1 | #46 | Spectrum anchor point |
| X-rays above UV | 42:5.1 | 10 octaves | Spacing calibration |
| Radio below visible | 42:5.1 | 30 octaves | Spacing calibration |
| Space rays above visible | 42:5.1 | 32 octaves | High-energy calibration |
Transport and Motion Ratios
| Ratio | Citation | Value | Potential Application |
|---|
| Seraphic velocity : light | 39:3.9 | ~3:1 | Superluminal transport mechanics |
| Energy lines utilized | 39:3.9 | 3 simultaneous | Velocity superimposition |
Key Citations with Mathematical Potential
The Gradant Definition
"The standard weight, the 'gradant,' is built up through the decimal system from the mature ultimaton and represents almost exactly ten ounces of your weight." (46:1.2)
Implication: If the gradant = 10 oz and is built decimally from the ultimaton, the ultimaton mass can be back-calculated once the decimal relationship is understood.
The 860× Wave Ratio
"Such wavelike energy ripples are 860 times the diameters of the ultimatons, electrons, atoms, or other units thus performing." (42:4.14)
Implication: This is a universal ratio applicable across scales—from ultimatons to atoms. Could derive de Broglie relationships or explain wave-particle observations.
The Paradise-Havona Day
"One Paradise-Havona day is just seven minutes, three and one-eighth seconds less than one thousand years of the present Urantia leap-year calendar." (14:1.12)
Implication: Precise time standard tied to orbital mechanics of inner Havona circuit around Paradise—potentially calculable given orbital parameters.
Seraphic Velocity
"These transporters are thus able to superimpose velocity of energy upon velocity of power until they attain an average speed on their long journeys varying anywhere from 555,000 to almost 559,000 of your miles per second." (39:3.9)
Implication: Superluminal travel is achievable through energy superimposition—three lines at 186,280 mi/s each yield ~3× light speed. This suggests additive velocity mechanics under specific conditions.
Living Energy Gauges
"The frandalanks are created in thirty divisions, one for each form of basic universe force, and they function exclusively as living and automatic presence, pressure, and velocity gauges." (29:4.37)
Implication: There are exactly 30 basic universe forces—a fundamental constant for any complete physics framework.
Summary: Quantitative Foundation
The Urantia Papers provide:
- Mass standards derived from ultimatons (gradant system)
- Time standards at multiple administrative levels (Paradise, superuniverse, system)
- Distance standards for architectural spheres
- Velocity data including light speed confirmation and superluminal transport mechanisms
- Temperature data for stellar interiors and architectural worlds
- Dimensional ratios for Paradise, Havona, and dark gravity bodies
- Particle ratios (860× wave, 100 ultimatons/electron, mass relationships)
- Spectrum structure (100 octaves, 64 recognized, precise positioning)
- Force categories (30 basic universe forces)
- Living measurement systems (frandalanks, chronoldeks) demonstrating that precise quantification of all force-energy is possible
This data provides genuine foundation for attempting mathematical physics based on revealed parameters. The gradant-ultimaton relationship is particularly significant—it establishes that the ultimaton has measurable mass that can be built into a decimal weight system. Combined with the 860× wave ratio, the 100-ultimaton electron structure, and the various velocity and time standards, there exists sufficient quantitative scaffolding to begin mathematical model construction.
Compiled from the Urantia Papers as foundation data for revealed physics research.