The Most Valuable Player award is given to players who give their team the most value on the court. I think the award's name is a bit misleading. While it is often true that those who win MVPs do land among the league's top value players, it isn't the true deciding factor of having the most value. The best way to measure who in the NBA holds the most value for their team is to ask yourself; Are they untouchable? Being untouchable in the NBA can mean two things: You have a no-trade clause in your contract, or your team would never consider trading you, no matter the offer.

The central question is whether the curvature of an information‑geometric manifold can give rise to the physical curvature of spacetime. The answer, developed rigorously within the Theory of Entropicity (ToE), is that information curvature does not transform into physical curvature; rather, physical curvature emerges from information curvature once entropic dynamics are imposed. This section presents the conceptual and mathematical structure of that emergence. Any statistical manifold endowed with distinguishable states possesses a natural metric: the Fisher information metric The crucial result is that the evolution of the information metric cannot be arbitrary. The dynamics must satisfy internal consistency conditions: the evolution must preserve the probabilistic structure, the metric compatibility, and the entropic updating rules. When these consistency conditions are imposed, the resulting 4‑geometry satisfies the vacuum Einstein field equations: This is the Obidi Action.

This is somewhat of a personal issue on my behalf. It goes through my struggles revolving around my gender identity and the struggles that goes along with it.

It took root when the earliest Egyptians pyramids were built. Several centuries after the last mammoths went extinct.

Cleophus, now we are finally talking substance. But your argument stretches claims into conclusions the historical record does not support. You want to talk about patterns? Let's compare actual presidents, actual policies, and real-world actions. No slogans. Just the record.

Taekyung Lee’s 2026 paper, A Top-Down Framework for the Spontaneous Emergence of Digital Communication Systems from Non-Equilibrium Chemistry, makes a bold claim: the genetic code did not arise by random bottom-up chemistry. Instead, Lee argues that non-equilibrium thermodynamics forced chemistry into a digital communication system. That is a serious claim. It deserves a serious review.

The present Letter — Letter ID in the Theory of Entropicity (ToE) Living Review Letters Series — introduces and fully formalizes the Entropic Seesaw Model (ESSM) as a self-contained, mathematically complete entropic theory of quantum entanglement. ESSM is developed within the broader framework of the Theory of Entropicity, an entropy-first program that posits the entropic field as the ontological ground of physical reality. The model is constructed in two conceptually distinct but mathematically unified stages. First, a formation stage, in which two previously independent entropic sectors — each described by a local entropic field configuration on its own manifold — undergo a local, finite-time, topological merger into a single shared entropic manifold. This merger is not an instantaneous kinematic fact but a genuine dynamical process requiring finite entropic resources and finite time, governed by a formation drive equation with a well-defined threshold-crossing time.

If you're thinking of ending it all... well I can't stop you. but at least make the note look pretty.

The Theory of Entropicity (ToE) establishes entropy not as a statistical byproduct of disorder but as the fundamental field and causal substrate of physical reality. Central to this formulation is the Obidi Action, a variational principle. By integrating the Fisher–Rao and Fubini–Study metrics through the Amari–Čencov alpha-connection formalism, ToE provides a rigorous information-geometric foundation for entropy-driven dynamics. The Obidi Action comprises the Local and Spectral Obidi Actions. The passage above is unmistakably about the Theory of Entropicity (ToE), and in fact it captures several of the theory’s defining conceptual moves. Let us break down why each component is directly tied to ToE and not to any pre‑existing framework in physics or information geometry. No existing theory unifies these into a single entropic action. This is one of the most distinctive mathematical signatures of ToE.

Bonnie Parker and Clyde Barrow roamed across the southern and midwestern United States, wreaking criminal havoc and leaving a trail of bodies in their wake. They're remembered as a gunslinging version of Romeo and Juliet. The lives they cut short have faded into insignificance. Howard Hall may be the third victim on the list of lives taken by Bonnie and Clyde, but he was so much more than that in life. Below is the story of Howard Hall.

“And the future eyes are blinded in the richest country on Earth” As I’ve spent more time lately finding my voice through art and words, I find myself looking closer at the world we are leaving for the next generation. Sometimes, the only way to process the "mounting deficit"—both financial and moral—is to put it to the page.

I almost recognize myself... and then I don't. Even the parts of me I thought were still mine. It's not that it ended... it's that everything kept going without it.

Some readers have asked whether the Theory of Entropicity (ToE) is simply a restatement of Maxwell’s electromagnetism. This is understandable — both theories involve a field, both involve waves, and both involve the constant \(c\). But the resemblance ends there. Maxwell’s theory describes electric and magnetic fields in spacetime. ToE describes the Entropic Field, which is the foundation of spacetime. Maxwell’s \(c\) is the speed of electromagnetic waves. ToE’s \(c\) is the maximum rate at which entropy can rearrange in the universe. Maxwell’s field is one of many classical fields. ToE’s field is the single, fundamental field from which all others emerge. So ToE is not replacing Maxwell — it is explaining why Maxwell’s equations work at all, and why the speed of light is universal. Maxwell discovered the wave; ToE explains the medium.

I got good at being believed... But it's always in the eyes. That's the part you can't train out of yourself. The truth always slips through somewhere.

Start Asking Whether Naturalism Is Sufficient The intelligent design debate has been framed badly for too long. The question is usually presented like this: Is intelligent design scientific, religious, stupid, dangerous, or secretly creationist? That framing is already a trap. It forces design advocates into a defensive crouch. They spend all their energy trying to prove they are allowed in the room. That is the wrong battlefield.

You never really saw me—not the way I saw you. To you, I was just Kierra… a name, a moment, never a choice. I started comparing myself to girls I don’t even know, shrinking, reshaping, wondering what they had that I didn’t. I had a million reasons to choose you, but you never gave me one to stay. I learned how to love you in silence, hiding my feelings, going quiet for hours, pretending I didn’t care just to protect what little of me was left. And the craziest part is, I would’ve taken every hit, every heartbreak, just to keep you safe—even if I was always just Kierra to you.

ToE: 1. From Statistical Distance to Physical Curvature To understand why the Obidi Curvature Invariant ln 2 is not a decorative reinterpretation of existing mathematics, one must carefully distinguish between formal distance and physical curvature. Before the Theory of Entropicity (ToE), measures such as Kullback–Leibler divergence, Fisher–Rao distance, and quantum relative entropy were understood as tools for comparing probability distributions or quantum states. They quantified distinguishability, but only at the level of description. What ToE does—quietly but decisively—is reinterpret these structures as measures of deformation of a physical field, namely the entropic field S(x). This shift is not cosmetic. It transforms relative entropy from a bookkeeping device into a curvature functional. In standard information theory, when one writes a relative entropy of the form D(p‖q) = ∫ p(x) ln[p(x)/q(x)] dx, one is comparing two probability distributions over an abstract sample space.

2.3 ln 2 in Landauer’s Principle Landauer’s principle famously states that erasing one bit of information dissipates an energy of at least kB T ln 2. This result is often described as “deep,” yet ln 2 is still treated as the entropy of a bit—an input, not something derived from field dynamics or geometry. Landauer’s principle tells us the cost of erasing a distinction, but not why the distinction exists in the first place. 2.4 ln 2 in Black-Hole Physics and Holography In black-hole thermodynamics, entropy is proportional to horizon area, and ln 2 frequently appears when entropy is expressed per bit of area. Holographic theories speak of “pixels” on a boundary, each storing one bit. Once again, ln 2 appears—but as a scaling factor. It sets the size of informational units, not the nature of geometry itself. ToE Insight: These interpretations treat ln 2 as a passive quantity. ToE treats it as an active geometric invariant that governs the formation of physical distinctions.

Kolmogorov’s Axioms: Formulated the rigorous mathematical foundation for probability theory, defining probability as an axiomatic system over σ-algebras, independent of thermodynamic or cosmological context. Information-Theoretic Progression: Shannon entropy, Bekenstein-Hawking gravitational thermodynamics, and Jacobson's and Verlinde’s work on emergent spacetime extended these principles into physics. Obidi Action: Introduced as the central variational principle in the Theory of Entropicity, unifying discrete algorithmic measures (Kolmogorov complexity) with continuous entropic field dynamics. 2. Core Concepts of KOL KOL serves as a bridge between classical information-theoretic quantities and entropic physics:Obidi Action as Limiting Principle:Every standard information-theoretic quantity (e.g., Shannon entropy, Kolmogorov complexity K(x), Kolmogorov–Sinai entropy, Solomonoff–Levin probability measures) is derivable as a limiting case of the Obidi Action.

The Denver Nuggets have suffered a shocking loss to the Minnesota Timberwolves without Anthony Edwards, getting knocked out of the playoffs in the first round.