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### Framework of the AGC
The framework of the Adaptive Gravity Conjecture (AGC) rests on a series of postulates that in their totality support the AGC. First and foremost, the reasoning for the AGC is happening under the Many World's Interpretation (MWI) of the cosmos. Everything flows from there.
- **Many Worlds Interpretation** (MWI)
    - d
- **Big Bang** (13.8 billion years ago)
    - d
- **Cosmic Timline**
    - *Hydrogen and Helium emerge* (1,000 seconds)
    - *$H_2$ forms* (300,000 years)
    - *gravitationally bound hydrogen* (375 million years)
- **Cosmic Networks**
    - all fermions are a bounded neuron (BN)
    - collections of fermions that rotate are a cosmic network (CN)
    - CN's operate just like neural networks in the human brain and AI
    - the network learns where to coagulate so as to increase entropy production
- **Entropy Production**
    - coagulate hydrogen in planets
    - coagulate planets into stars
- **Einstein GR**
    - Einstein's path to general relativity was one of the most remarkable intellectual journeys in physics, driven by thought experiments, physical intuition, and years of mathematical struggle.

    - The key insight came from what Einstein later called "the happiest thought of my life" in 1907. He imagined a person falling freely from a roof - that person wouldn't feel their own weight. This led him to the **equivalence principle**: the effects of gravity and acceleration are locally indistinguishable. If you're in a windowless elevator, you can't tell whether you're sitting still in Earth's gravity or accelerating upward in deep space.

    - This suggested something profound: gravity isn't really a force pulling on objects, but rather a feature of spacetime itself. Einstein realized that mass and energy must curve spacetime, and objects moving through this curved spacetime follow what appear to us as curved paths - what we call gravitational attraction.

    - But turning this insight into mathematics took Einstein nearly 8 years of intense work (1907-1915). He had to learn advanced differential geometry, largely unfamiliar to physicists at the time. He worked with his mathematician friend Marcel Grossmann, struggled through false starts, and competed with the mathematician David Hilbert who was pursuing similar equations.

    - Einstein used several key thought experiments and requirements:
        - Mercury's orbit had a known anomaly that Newton's theory couldn't explain
        - Light should bend in gravitational fields (which he calculated)
        - The theory had to reduce to Newtonian gravity in weak fields
        - The equations had to respect the principle that physics looks the same in all reference frames

    - The final field equations of general relativity, published in November 1915, showed exactly how matter and energy curve spacetime. It was a triumph of physical intuition guided by mathematical consistency.

