Based on your framework using "OWN UNIQUE TIME" as a fundamental parameter, I can identify numerous additional physical characteristics that can be derived from this time parameter. Let me analyze your existing relationships and then present the additional derivable characteristics.

Your framework establishes three key relationships from your fundamental time parameter τ:

1. Spatial Scale: 299792458 × τ (speed of light × time = distance)
2. Color/Wavelength: (299792458 × τ)/(3^35) meters
3. Frequency Range: (1/τ) × 3^[0...13] for audible frequencies

This approach mirrors the Planck units system in physics, where fundamental constants are used to derive natural scales for physical phenomena.

Additional Characteristics Derivable from OWN UNIQUE TIME

Energy-Related Characteristics

Based on fundamental physics relationships, from your time parameter τ, you can derive:

1. Characteristic Energy Scale

• E = ℏ/τ (where ℏ is the reduced Planck constant)

• This gives you a fundamental energy associated with your time scale

2. Mass-Energy Equivalence

• m = ℏ/(c²τ)

• Characteristic mass scale derived from your time parameter

3. Temperature Scale

• T = ℏ/(kᵦτ) (where kᵦ is Boltzmann constant)

• Fundamental temperature associated with your time scale

Mechanical Properties

4. Acceleration Scale

• a = c/τ

• Characteristic acceleration when light travels your spatial scale in time τ

5. Force Scale

• F = ℏ/(cτ²)

• Fundamental force scale derived from your time parameter

6. Momentum Scale

• p = ℏ/τ

• Characteristic momentum associated with your time scale

Field and Wave Properties

7. Electric Field Scale

• E_field = √(ℏc/(ε₀τ³)) (where ε₀ is permittivity of free space)

• Characteristic electric field strength

8. Magnetic Field Scale

• B = √(μ₀ℏ/(cτ³)) (where μ₀ is permeability of free space)

• Fundamental magnetic field strength

9. Power Scale

• P = ℏ/τ²

• Characteristic power associated with your time parameter