Quantum Geometry 2022 – Adam Apollo

Question and Answer

What is Quantum Geometry 2022 -?

Quantum Geometry 2022 - is Adam Apollo In this course, we explore the geometry of spacetime, and the fundamental permutations of the quantum plenum (or Aether) which give rise to all known forces and types of mass-energy..

How does Quantum Geometry 2022 - explore?

Quantum Geometry 2022 - Adam Apollo In this course, we explore the geometry of spacetime, and the fundamental permutations of the quantum plenum (or Aether) which give rise to all known forces and types of mass-energy.

What is The principles?

The principles is which govern these geometric arrangements are explored in depth, and shown to extend from the structure of the proton, to atomic nuclei, molecular arrangements, and all the way to macrocosmic scales and objects..

How does The principles govern?

The principles which govern these geometric arrangements are explored in depth, and shown to extend from the structure of the proton, to atomic nuclei, molecular arrangements, and all the way to macrocosmic scales and objects.

What is Our geometric discussion?

Our geometric discussion is goes beyond the hexagonal (six-sided) or tetrahedral lattice discussed by Haramein, to include pentagonal (five-sided) structures, and heptagonal (seven-sided) to decagonal (ten-sided) helices..

How does Our geometric discussion goes?

Our geometric discussion goes beyond the hexagonal (six-sided) or tetrahedral lattice discussed by Haramein, to include pentagonal (five-sided) structures, and heptagonal (seven-sided) to decagonal (ten-sided) helices.

What is We?

We is discuss the relevance of these Euclidean geometries in mapping 3D positions and 4D motion of Planck Spherical Units (PSU), and reveal force correlations with these patterns related to Buckminster Fuller’s work..

How does We discuss?

We discuss the relevance of these Euclidean geometries in mapping 3D positions and 4D motion of Planck Spherical Units (PSU), and reveal force correlations with these patterns related to Buckminster Fuller’s work.

What is addition,?

addition, is In we show how both the cultural and quantum physical descriptions of these geometries are linked to properties and structures of matter at every scale, as well as our perception of those structures..

How does addition, show?

In addition, we show how both the cultural and quantum physical descriptions of these geometries are linked to properties and structures of matter at every scale, as well as our perception of those structures.

What is Certain geometries?

Certain geometries is found in spiritual traditions, art, philosophy, and architecture for thousands of years have significant relevance in our study of quantum gravity, light, and the origin of spin..

How does Certain geometries found?

Certain geometries found in spiritual traditions, art, philosophy, and architecture for thousands of years have significant relevance in our study of quantum gravity, light, and the origin of spin.

What is us?

us is This leads to consider emergent properties of consciousness based on fractal holographic geometric structures in the fabric of spacetime..

How does us leads?

This leads us to consider emergent properties of consciousness based on fractal holographic geometric structures in the fabric of spacetime.

What is Session 1:?

Session 1: is Revisiting Quantum Gravity Topic 1: Spacetime Tensegrity Topic 2: Quantum Chromodynamics Topic 3: The Standard Model & Loop Quantum Gravity Topic 4: The Vacuum Energy & Catastrophic Renormalization Topic 5: The Quantum Tensegrity of the Vacuum Session 2: The Geometry of Spacetime Topic 1: The Tetrahedral Vector Equilibrium Topic 2: Spacetime Curvature & Gravitation Topic 3: Planck Spherical Units (PSU) & The Schwarzschild Condition Topic 4: Radiation and Spin Topic 5: The Unified Physics of Light Session 3 - The Geometry of the Proton Topic 1: The Twelve Vector Vortices Topic 2: The Singularity Core Topic 3: Proton Spin Topic 4: The Electron Field Session 4: Atomic Nuclei & Molecular Geometries Topic 1: Protons in Atomic Nuclei Topic 2: Nuclear Geometry & The Elements Topic 3: Molecular Geometries Session 5: The Unified Physics of Spacetime Topic 1: Entropy & Syntropy Topic 2: Penta Topic 3: Hexa Topic 4: Hepta Topic 5: Entanglement Topic 6: Geometry & Consciousness Topic 7: The Unified Harmonic Matrix Are you interested in?.

How does Session 1: Revisiting?

Session 1: Revisiting Quantum Gravity Topic 1: Spacetime Tensegrity Topic 2: Quantum Chromodynamics Topic 3: The Standard Model & Loop Quantum Gravity Topic 4: The Vacuum Energy & Catastrophic Renormalization Topic 5: The Quantum Tensegrity of the Vacuum Session 2: The Geometry of Spacetime Topic 1: The Tetrahedral Vector Equilibrium Topic 2: Spacetime Curvature & Gravitation Topic 3: Planck Spherical Units (PSU) & The Schwarzschild Condition Topic 4: Radiation and Spin Topic 5: The Unified Physics of Light Session 3 - The Geometry of the Proton Topic 1: The Twelve Vector Vortices Topic 2: The Singularity Core Topic 3: Proton Spin Topic 4: The Electron Field Session 4: Atomic Nuclei & Molecular Geometries Topic 1: Protons in Atomic Nuclei Topic 2: Nuclear Geometry & The Elements Topic 3: Molecular Geometries Session 5: The Unified Physics of Spacetime Topic 1: Entropy & Syntropy Topic 2: Penta Topic 3: Hexa Topic 4: Hepta Topic 5: Entanglement Topic 6: Geometry & Consciousness Topic 7: The Unified Harmonic Matrix Are you interested in?

What is Quantum Geometry 2022 -?

Quantum Geometry 2022 - is Adam Apollo Download, quantum geometry, klein quantum geometry, quantum geometry of bosonic strings, deep quantum geometry of matrices, adam apollo quantum geometry..

How does Quantum Geometry 2022 - strings,?

Quantum Geometry 2022 - Adam Apollo Download, quantum geometry, klein quantum geometry, quantum geometry of bosonic strings, deep quantum geometry of matrices, adam apollo quantum geometry.

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