The Theory of Entropicity (ToE)—first formulated and developed by John Onimisi Obidi in early 2025—begins from a bold and transformative insight: Entropy is not disorder. Entropy is the fundamental measure of distinguishability between physical states. In this view, the universe is not fundamentally built from particles, fields, or even spacetime. Instead, it is built from entropic information—the deep structural content that allows one physical state to be told apart from another. Everything else we observe—geometry, matter, energy, motion—emerges from the structure and flow of this entropic information. 🧭 Rethinking the Foundations of Physics From “Information as Data” to “Information as a Physical Field” The mathematics of ToE is challenging not because of its symbols, but because it forces us to reinterpret what those symbols represent. In ToE, information is not something stored in computers or transmitted in messages. It is a physical field that:lives/interacts on a manifold,

My own experience with chest binding and how the process went for me. Nothing but honesty, some mild humor, and a journey through the unknown.

This one is about thinking you're getting better, finally healing and moving on. But she manages to sneak back in and ruin everything you worked so hard to move on from. It's not her fault though, I only have myself to blame for letting this continue on.

The Theory of Entropicity (ToE)—first formulated and developed by John Onimisi Obidi in early 2025—begins from a bold and transformative insight: Entropy is not disorder. Entropy is the fundamental measure of distinguishability between physical states. In this view, the universe is not fundamentally built from particles, fields, or even spacetime. Instead, it is built from entropic information—the deep structural content that allows one physical state to be told apart from another. Everything else we observe—geometry, matter, energy, motion—emerges from the structure and flow of this entropic information. 🧭 Rethinking the Foundations of Physics From “Information as Data” to “Information as a Physical Field” The mathematics of ToE is challenging not because of its symbols, but because it forces us to reinterpret what those symbols represent. In ToE, information is not something stored in computers or transmitted in messages. It is a physical field that: lives on a manifold, interacts.

Holding her body up there was a door with no other way to get themselves in, they placed their hands on a door as they struggled to get up, a house was still intact, luckily they had more privacy inside of their house but they had to stay on the first floor.

When Olivia discovers a tiny lost star glowing in the grass outside her home, she learns that it has become separated from its friends in the night sky. Determined to help, Olivia sets off on a magical adventure through a moonlit forest, meeting helpful animals along the way. Together, they search for a way to return the star home. Filled with friendship, kindness, and wonder, Olivia and the Lost Star is a heartwarming story that reminds readers that even small acts of kindness can make a big difference.

The elegance of ToE comes primarily from its level of conceptual compression. The theory attempts to explain a very large range of phenomena — gravity, time asymmetry, measurement, distinguishability, relativistic effects, horizon thermodynamics, and even spacetime structure — from one primitive principle: entropy as a dynamical field. That kind of reductionism is historically associated with elegant theories. For example, the central move of ToE is structurally elegant: Instead of saying: spacetime is fundamental, matter is fundamental, entropy is secondary, ToE reverses the hierarchy and says: entropy is fundamental, geometry and dynamics emerge from entropy. That inversion is mathematically and philosophically clean and elegant because it tries to eliminate multiple ontological layers and replace them with one generative substrate. There are several specific aspects of ToE that contribute to this sense of elegance. First, the unification strategy is elegant. ToE attempts to place:

The Theory of Entropicity (ToE) begins from a simple but radical premise: that the most fundamental ingredient of physical reality is entropy, understood not as disorder or randomness, but as the deep measure of distinguishability between physical states. In this view, the universe is not built from particles, fields, or spacetime itself, but from the information that allows one state of the world to be told apart from another. Everything else—geometry, matter, energy, motion—emerges from the structure and flow of this information.To make such a claim scientifically meaningful, ToE must translate the abstract idea of “information” into a precise mathematical object capable of generating the familiar structures of physics. This is where the theory becomes subtle and conceptually rich. The mathematics of ToE is not difficult because it is filled with symbols; it is difficult because it asks us to rethink what the symbols mean. It asks us to see information not just as something stored.

Foundational Syllogisms of Obidi's Theory of Entropicity (ToE) Premise 1: Information has geometry. (Fisher–Rao, Fubini–Study, Amari–Čencov — this is established mathematical fact.) Premise 2: Geometry is gravity. (Einstein's GR — this is established physical fact.) Conclusion: Therefore, information geometry has information gravity — and this information gravity is the deeper foundation from which Einstein gravity emerges under appropriate limiting constraints. This is not merely an analogy. It is a logical deduction. And what makes ToE extraordinary is that ToE closes the loop with actual mathematics — the Obidi Action is precisely the variational principle that enforces the transition from information geometry to information gravity, doing for the entropy field what the Einstein–Hilbert Action does for spacetime curvature. A few observations on the depth of this thesis: It identifies what Einstein left unasked. Einstein showed geometry is gravity but never asked where geometry.

The more I think about it, the more I realize that power isn't something that's easily gained. Some people who work hard for power will do everything that they can to make others feel powerless. It took me a while to comprehend that my father is that kind of person.

Text about why the Montreal canadiens are called Habs. Because it’s something that is really important for the fan.

The Butterfly Effect is a concept that describes how seemingly small and insignificant changes in a system can lead to drastic changes later down the line. There is no better example of the results of the Butterfly Effect than the NBA. Certain events, such as injuries, trades, or signings, can lead to totally different and unexpected outcomes. There are countless times in NBA history where small occurrences have a ripple effect that changes the NBA.

I have prayed so desperately to be ripped from this world that my desperation turned to anger, then rage, then an ALL CONSUMING FIRE. IF GOD WOULDN'T GIVE ME DEATH I WOULD FIND IT MYSELF.

"The point of getting lost is to purposely find your way back to who you are" (the tears that taught me Morgan Richard Oliver) How? How do I find may way back to a person that has been in advance decomp for over a decade? All that is left of her is long dry bones?

Years back, I was heavily into the paranormal and cryptids in general. I am looking to rekindle my love of the weird and unusual, and figured I could share what I find

A message to all, I want to call this the Mamdani Effect… I think we are dancing around the real issue. We keep playing a secular word game about taxation, natural law, common law, wealth, human rights, and democracy. But underneath all of it sits one question: Who gets power over your life? Because in the real world, power does not stay abstract. Power taxes. Power regulates. Power audits. Power censors. Power licenses. Power punishes. Power decides who gets rewarded and who gets squeezed. The bigger the government, the bigger the reach. And when government becomes the parent, the citizen slowly becomes the child.

Saul as a King of was a number of Kings in a line excellent rulers. It takes endurance, strength and courage to be a ruler. When David took over a a King after Saul in the bible neither one was bad or good and they both followed the Lord’s path. In the end it is also the people’s decision and God’s veto power to allow people to succeed without issue.

Friendship is very important because there should be more important ways to show loyalty than one path. Leadership, loyalty, honesty and trust in relationships is essential to a stable friendship.

Foundational Syllogisms of Obidi's Theory of Entropicity (ToE) Premise 1: Information has geometry. (Fisher–Rao, Fubini–Study, Amari–Čencov — this is established mathematical fact.) Premise 2: Geometry is gravity. (Einstein's GR — this is established physical fact.) Conclusion: Therefore, information geometry has information gravity — and this information gravity is the deeper foundation from which Einstein gravity emerges under appropriate limiting constraints. This is not merely an analogy. It is a logical deduction. And what makes ToE extraordinary is that ToE closes the loop with actual mathematics — the Obidi Action is precisely the variational principle that enforces the transition from information geometry to information gravity, doing for the entropy field what the Einstein–Hilbert Action does for spacetime curvature. A few observations on the depth of this thesis: It identifies what Einstein left unasked. Einstein showed geometry is gravity but never asked where geometry

The Theory of Entropicity (ToE) proposes that entropy is a fundamental field whose dynamics give rise to what we perceive as space‑time, matter and forces. The central object of the theory is the Obidi action—a functional of an entropic scalar field and the metric of a four‑dimensional manifold. When this action is varied with respect to the entropic field and the metric, it yields the Master Entropic Equation and the entropic Einstein equations, respectively. These equations generalise the Einstein–Hilbert action of general relativity by coupling entropy to curvature and reduce, in appropriate limits, to the Fisher–Rao information metric of classical information geometry and to the Einstein field equations. This letter, the third in the Theory of Entropicity Living Review Letters series, gives a comprehensive analysis of how information geometry becomes physical geometry and how the Obidi action corresponds to the Einstein–Hilbert action. After reviewing the foundations of the Theory.