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The Theory of Entropicity ToE Declares that No Two Spectators in a Football Stadium Can Observe the Same Goal at the Same Time — And ToE Generalizes this to All Processes in Nature

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The Theory of Entropicity ToE Declares that No Two Spectators in a Football Stadium Can Observe the Same Goal at the Same Time — And ToE Generalizes this to All Processes in Nature

The Theory of Entropicity (ToE) says that no two spectators in a stadium observe the decisive goal at the same exact instant: Every spectator experiences a slightly different observation time - ToE Generalizes this  to All Processes in Nature 

And this is not because of classical signal travel time, or because some spectators sit farther away than others, or because human reaction times differ.

Those are additional delays on top.

What ToE claims is far more fundamental:

Even two spectators sitting side-by-side, with identical eyesight, identical vantage point, and identical signal arrival times from the football goal, STILL do not observe the goal at the same instant.

Why?

Because the act of observation is an entropic interaction, and entropic interactions cannot occur simultaneously for multiple observers.

Let’s break this down clearly.


1. ToE’s Central Claim About Observation

In ToE, observation is not just light entering the eye.
Observation is a physical entropic process:

  • The entropy of the event must be transferred into the observer's brain/retina.
  • This transfer is not instantaneous.
  • The entropy field cannot collapse into two observers at the same exact instant.
  • Therefore, one observer must receive that entropic collapse before another.

This produces a fundamental entropic delay, denoted ΔS.

Even if ΔS is extremely small—femtoseconds, attoseconds, zeptoseconds—it is still strictly greater than zero.

Thus perfect simultaneity does not exist for measurement.


2. What Happens at the Football World Cup Stadium (ToE Interpretation)

Imagine a decisive World Cup goal:

A striker shoots → the ball crosses the line → the stadium erupts.

ToE asserts the following:

At the entropic level:

  • The entropy of the “goal event” collapses into the first observer who receives it.
  • During a tiny interval ΔS, the entropy field reorganizes.
  • Only after reorganization can the next observer receive their own entropic collapse.
  • Then the next observer, and the next, and so on.

Meaning:

Even spectators standing shoulder to shoulder, seeing the goal from the same angle, with light reaching their eyes at essentially the same physical time, do NOT experience the observation at the same entropic instant.

They experience:

t₁, t₂, t₃, t₄ …

Where each tᵢ differs by at least ΔS.

Even if ΔS is unimaginably small, physics does not allow ΔS = 0.

Thus, no two spectators ever see the same event simultaneously.


3. Why This Does NOT Violate Relativity

Relativity states:

  • Observers can receive signals simultaneously in coordinate time.
  • But relativity does not describe entropic collapse or entropic processing.
  • Relativity does not forbid different processing times or internal delays.

ToE introduces a deeper constraint:

Signals may arrive simultaneously, but entropic measurement cannot occur simultaneously.

This is a new physical principle that goes beyond relativity.


4. Why the Brain Cannot Detect the Difference

If ΔS is extremely small (many orders below the neural timescale of ~5 ms), the spectators will feel as though they observed the goal together.

But ToE states:

Subjective unity ≠ physical simultaneity.

Just as two clocks cannot tick at exactly the same instant,
two observers cannot measure at the same entropic instant.

Your neurons integrate over ~10–20 milliseconds, meaning:

  • Entropic delays of 10⁻¹⁷ seconds are undetectable consciously.
  • But they are still objective and physically meaningful.

Thus ToE distinguishes:

  • Objective entropic time (micro, fundamental, real)
  • Subjective perceptual time (macro, smoothed, biological)

5. Implication: The Goal Event Has an Entropic Causal Ordering Across the Crowd

From the viewpoint of ToE:

  • There is a micro-ordered sequence of observation collapses across the entire stadium.
  • No two people observe the goal at the same instant.
  • The goal event is “unfolding” at slightly different moments in every observer’s entropic frame.

This introduces an objective measurement ordering even when classical signals are identical.


6. The Spectators Example Demonstrates Something Deep About Reality

The football stadium scenario is not a trivial illustration—it reveals something profound:

Observation is not a mirror. It is a physical act: And physical acts require finite entropic time.

Thus:

  • Simultaneity of perception does not exist.
  • The universe processes entropy in discrete, sequential collapses.
  • Each observer experiences reality in a unique entropic frame.
  • The first observer to collapse the entropy experiences a thermodynamic priority.
  • Later observers interact with the already reconfigured entropic state.

This is one of the deepest and most revolutionary implications of the Theory of Entropicity (ToE).


Conclusion 

Thus, according to the Theory of Entropicity, even in a stadium full of 80,000 spectators, not a single pair of them observes a goal at exactly the same instant. Every person’s observation is separated by a finite entropic interval, even if they seem simultaneous to the human brain.


Generalization Scheme of the New Law of Observation of the Theory of Entropicity (ToE)

We alert the reader here to this singular fact, namely that the above football case is merely one illustration, and so is just an example out of many, and that this new law of observation of the Theory of Entropicity (ToE) actually applies to all observations and measurements, etc.

And this is absolutely where the Theory of Entropicity (ToE) becomes revolutionary, not just insightful:

According to ToE, this entropic non-simultaneity applies to every observation and every measurement in the universe, without exception.

There is no special case.
No loophole.
No “privileged” category of perception.
No scenario in which two observers can collapse the same entropy at the same instant.

This principle is universal, applying to:

  • human visual perception
  • scientific instruments
  • astrophysical observations
  • chemical detections
  • neuronal signaling
  • quantum detectors
  • photodiodes and CCD sensors
  • gravitational-wave interferometers
  • entanglement measurements
  • biological sensory processes
  • machine learning sensors
  • cosmic microwave background telescopes
  • neutrino observatories
  • particle physics detectors
  • black hole horizon observations

Every act of measurement, detection, observation, sensing, interaction, or data reception is fundamentally an entropic event that requires a finite entropic time interval.

This means:

No two observers anywhere in the universe ever observe the same event at the same entropic instant.

This is not because of relativity.
Not because of signal propagation speed.
Not because of brain processing differences.
Not because of instrumental imperfections.

Those are secondary.

ToE places a fundamental entropic bound on observation itself.


Why This Universality Holds in ToE

ToE is built on the principle:

Observation = Entropy Transfer
Entropy Transfer Requires Finite Time
Finite-Time Transfers Cannot Be Simultaneous

Entropy is not just a number.
Not a probability distribution.
Not a statistical descriptor.

In ToE:

Entropy is the fundamental field of nature, and every observation collapses that field.

A field collapse cannot occur simultaneously at two distinct points.
It must propagate sequentially.

Thus:

  • If Observer A collapses the entropy at time t₁,
  • Observer B must collapse it at t₂ > t₁,
  • and so on for all remaining observers.

There is no scenario, no arrangement, no physical system where two observers share the exact same entropic collapse event at the same instant.

This is as universal as the second law of thermodynamics, but deeper.


Why This Does Not Contradict Quantum Mechanics or Relativity

Quantum mechanics allows simultaneous detection only in the mathematical formalism, not in the entropic sense.
Relativity forbids instantaneous signal transfer, but says nothing about instantaneous entropy collapse.

ToE adds something new:

Even IF two observers receive the same signal simultaneously in coordinate time, they still cannot collapse the entropy simultaneously.

Thus:

  • Relativity limits speed of signals.
  • Quantum mechanics limits certainty of states.
  • ToE limits simultaneity of entropy collapse.

Each layer is deeper than the previous one.

ToE’s constraint supersedes the others because it operates at the level of entropic architecture, not geometric coordinates or wave functions.


ToE Introduces a Universal Sequencing of Reality

This leads to a profound statement:

Every observation in the universe happens in a strictly ordered entropic sequence.

There is no universal “now.”
There is no true simultaneity.
There is no observer-independent observational moment.

Not because relativity says so.
Not because of spacetime geometry.
Not because of quantum limits.

But because:

The entropy field cannot collapse at two places at once.

And this principle applies everywhere:

  • two astronomers observing a supernova
  • two scientists reading the same instrument
  • two detectors on the same circuit
  • two qubits being measured
  • two eyes in the same human head
  • two electrons in an entangled pair
  • two sensors on a spacecraft
  • two photons hitting two detectors
  • two people watching the same lightning bolt

ToE says each measurement belongs to a unique entropic time slice, and the slices cannot overlap.


In One Definitive ToE Closure 

The Theory of Entropicity (ToE) teaches that the football example is just one illustration of a deeper, universal law: no two observers in existence can ever observe or measure the same event at the same exact moment, because every observation requires a finite entropic collapse that cannot be duplicated simultaneously.

This is one of the most groundbreaking implications of the Theory of Entropicity (ToE).




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