Space-time Unity as

*Discrete*recti-Euclidean

*Projection*:

1 = Φ(π/4)^{2}

Apparent c = √Φ ⇒ Φ = c^{2}where π = 4/√Φ ⇒ 1/c = π/4 ⇒ (√m)^{2}= (1/c)^{2}= (π/4)^{2}

E = mc⇒ E = (π/4)^{2}^{2}× (√Φ)^{2}⇒ E = (1/c)^{2}× c^{2}⇒ E = 1

Time-space Unity as

*Discrete*polar-Euclidean

*Projection*:

1 = (4Π/√3)^{2}φ^{4}

**Unity as Quaternion- Combined**:

*Affine*,*Metric*, and*Euclidean*for Projection1 = Φ × φ = (16/π^{2}) × 3/(16Π^{2}φ^{3}) = 3/(AΩ)^{2}φ^{3}⇒ (AΩ)^{2}= (∛3/φ)^{3}

Alpha (A) ⇒ π = 4/√Φ

Omega (Ω) ⇒ Π = √3/(2φ)^{2}

3D Coordinate/Extension Space (recti-Euclidean):

Φ = 1/φ = 1/2+√5/2 = 1.618033989...

Φ^{2}= 3/2+√5/2 = Φ + 1 = 2.618033989...

Φ^{3}= 2+√5 = 4.236067977...

Φ^{3}= Φ^{2}± Φ = { 1, 4.236067977... } forms Conjugate 0 → ∞ Projected as 1 → ∞

3D Coordinate/Extension Time (counter-spatial i.e.

**polar**-Euclidean):

φ = 1/Φ = -1/2-(√3/2)i= 0.618033989...

φ^{2}= -1/2+(√3/2)i= 0.381966011...

φ^{3}= -√3i= 0.236067977...

φ^{3}= φ ± φ^{2}= { 1, 0.236067977... } forms Conjugate 0 → ∞ Projected as 1 → 0

*Apparent*

**Natural**Numbers (±One through Four about Zero):

Three (3) Apparent Equivalent

*Scalar*Dimensions of Time as 0 → -∞ from Spatial Perspective:

-4= -Φ^{3}+ φ^{3}

-3= -Φ^{2}- φ^{2}

Progression in Time ("backwards" speed of Light) or Gravitation in Space:-2= -Φ - φ^{2}

+∞ in Time, 0 in Space. Counter-spatial region: 0 → 1 from Spatial Perspective:-1= -Φ + φ = -Φ × φ = φ × (1 + φ)

Progression as "speed of Light" (c=1) in Space, Gravitation in Time -- forms Spatial Perspective (natural datum offset 0 ⇒ 1):0= Φ × ([Φ × (1 - Φ)] + 1) = φ × ([φ × (1 + φ)] - 1)

Three (3) Apparent Equivalent+1= Φ - φ = Φ × φ = Φ × (1 - Φ)

*Scalar*Dimensions of Space as 0 → +∞ from Spatial Perspective:

+2= Φ + φ^{2}

+3= Φ^{2}+ φ^{2}

In His name.+4= Φ^{3}- φ^{3}