🔷 How Obidi Answered Alemoh’s Famous Question About the Speed of Light (c): The Question of c. [Excerpt from the Alemoh-Obidi-Correspondence (AOC) of the Theory of Entropicity (ToE)]

The ToE distinction between local signal speed and cosmic expansion

🌍 Alemoh’s Challenge

Alemoh posed a sharp, foundational question to Obidi:

> How can the universe expand faster than the speed of light if nothing is allowed to move faster than c?  

>  

> If cosmic expansion is superluminal, what does c really mean?

This question strikes at the heart of relativity — and Obidi’s Theory of Entropicity (ToE) provides a radically different answer.

🌌 Obidi’s Response: Redefining c as an Entropic Processing Limit

🔹 1. c Is Not the speed of “light”

In ToE, c is not fundamentally about photons.  

It is the maximum rate at which the entropic field can reorganize information locally.

🔹 2. Local vs. Global Dynamics

Obidi distinguishes between:

- Local signal propagation  

  → how fast information can be rearranged within the entropic manifold  

  → capped at c

- Global manifold expansion  

  → how fast the entropic manifold itself can grow  

  → not limited by c  

  → can be superluminal

This distinction dissolves the paradox.

⚡ The Key Insight: c Is a Processing Ceiling, Not a Speed Limit on Reality

🔸 Local Limit (c)

The entropic field has a finite “update rate.”  

It cannot reorganize information faster than c.  

This governs:

- motion  

- causality  

- signal propagation  

- relativistic kinematics  

🔸 Global Freedom (superluminal expansion)

The manifold itself is not bound by this limit.  

Its expansion is not a “signal” and does not require local information rearrangement.  

Therefore, it can exceed c without violating any entropic constraints.

🧠 Obidi’s Interpretation of Light (c)

Alemoh’s question forced Obidi to articulate a deeper principle:

> c is the maximum rate at which the entropic field can reorganize information locally.  

>  

> Cosmic expansion is not a local reorganization — it is the growth of the entropic manifold itself.

This is why:

- galaxies can recede faster than c  

- inflation can be superluminal  

- spacetime can expand beyond c  

- yet no object can move through spacetime faster than c  

There is no contradiction once the entropic field is the foundation.

🌠 Why This Matters

Obidi’s answer resolves a century‑old conceptual tension between:

- relativity’s speed limit  

- cosmology’s superluminal expansion  

By redefining c as an entropic processing limit, ToE provides a unified explanation that preserves both phenomena without paradox.

🔷 How Obidi Answered Alemoh’s Famous Question About the Speed of Light (c): The Question of c

Excerpt from the Alemoh‑Obidi‑Correspondence (AOC) of the Theory of Entropicity (ToE)

The ToE distinction between local signal speed and cosmic expansion

---

🌍 Alemoh’s Challenge

Alemoh posed a sharp, foundational question to Obidi:

> How can the universe expand faster than the speed of light if nothing is allowed to move faster than c?  

>  

> If cosmic expansion is superluminal, what does c really mean?

This question strikes at the heart of relativity — and Obidi’s Theory of Entropicity (ToE) provides a radically different answer.

---

🌌 Obidi’s Response: Redefining c as an Entropic Processing Limit

🔹 1. c Is Not the speed of “light”

In ToE, c is not fundamentally about photons.  

It is the maximum rate at which the entropic field can reorganize information locally.  

This reframes c from a geometric constant into a processing ceiling built into the entropic fabric of reality.

🔹 2. Local vs. Global Dynamics

Obidi distinguishes between two completely different modes of change:

- Local signal propagation  

  → how fast information can be rearranged within the entropic manifold  

  → capped at c

- Global manifold expansion  

  → how fast the entropic manifold itself can grow  

  → not limited by c  

  → can be superluminal without violating any physical rule

This distinction dissolves the paradox that troubled Alemoh.

---

⚡ The Key Insight: c Is a Processing Ceiling, Not a Speed Limit on Reality

🔸 Local Limit (c)

The entropic field has a finite “update rate.”  

It cannot reorganize information faster than c.  

This governs:

- motion  

- causality  

- signal propagation  

- relativistic kinematics  

Everything that depends on local information rearrangement is bound by c.

🔸 Global Freedom (superluminal expansion)

The manifold itself is not bound by this limit.  

Its expansion is not a signal, does not require local information rearrangement, and therefore:

- can exceed c  

- can accelerate beyond c  

- can drive galaxies apart faster than c  

All without violating any entropic constraints.

---

🧠 Obidi’s Interpretation of Light (c)

Alemoh’s question forced Obidi to articulate a deeper principle:

> c is the maximum rate at which the entropic field can reorganize information locally.  

>  

> Cosmic expansion is not a local reorganization — it is the growth of the entropic manifold itself.

This is why:

- galaxies can recede faster than c  

- inflation can be superluminal  

- spacetime can expand beyond c  

- yet no object can move through spacetime faster than c

There is no contradiction once the entropic field is the foundation.

---

🌠 Why This Matters

Obidi’s answer resolves a century‑old conceptual tension between:

- relativity’s speed limit  

- cosmology’s superluminal expansion  

By redefining c as an entropic processing limit, ToE provides a unified explanation that preserves both phenomena without paradox.  

It shows that the universe has two layers of behavior: a local informational layer bound by c, and a global entropic layer free to expand beyond it.