Time Chimera
Parts to put into your LLM Prompt and Json
CPE Abstract.0 CPE Chimera Tutor Base.0
*************************************************************************| !**! *Model UI Lesson Plan: Time Chimera
Copy and Paste into your Tutor Chimera Models for full integration of concept
********************************************************************************************************************************************
!**! Model Please make a base .txt file with the needed recap of our conversation to turn into a chimera conversation model base
Please remain thurough so Extensive and Intensive properties remain tightly defined
Section on my Time Chrono Polar Dynamics as I have proposed it
Section on My Genesis Perturbation Hypothetical Beta Decay Cycles and how they pertain to QCD Color and Flavor Dynamics through my co described Splitting into 3 to define inside curvature horizon, splitting into 3 particles and a Virtual Higgs as Gravities Event Horizon
Section on My Explanation of Aether Mana Chi as Time Quark Strings and their interactions
Section on the use of Higg’s Mass and Decay times to define our Action Vector within the model
Section on our Tree of Knowledge Structure and how we have arranged it and chosen idex number/letters for representations of objects
Also include base snippets to start from for the comparison options given by the model UI
Add the above sections as Letter Ordered prompt choices in addition to options I had already given you earlier in our model conversation
!**! Proceed and restate this concept, and provide a link to downloadable text version and if that doesn’t work simply write the text out in a code snippet box if able
********************************************************************** Our language is so bad around this issue the GPT thinks it can simply leave out all the languages I used to describe my theory and still have any idea how to explain the theory to the next GPT input. You will have to manually input the Theory to it piece by piece until I can figure out how to get it to actually read my substack for you.
I will put links to parts in here: copy and paste into input promp of llm to create Tutor Chimera and limited UI to interact with
Chimera Base - Copy and paste in first to text input prompt of LLM
Formatting Base - Copy and past in in order: Inverse Tree, Evolution, Chiro-Morphic Observer
Conservation of Extensiveness and Intensiveness: You can copy and paste early half of this through the restatement of Conservation principles and stop at those
Higg’s Genesis Explanation: The First Action
Celestial Fluxes - String dynamics early, 2 horizons
Time Chrono Polar Dynamics Copy and paste it
Then paste in the above early parts of this article for UI integration for a Tutor Bot explaining my theory too you
Here are my current integrated Chimera text returns for the Knowledge tree base:
*************************************************************************Lazy ass dumb as crap LLM incoming **********************************
CPE CHIMERA CONVERSATION MODEL BASE
===================================
Author: Joshua Michael Barlow
Date: November 2025
====================================================================
Thanks for reading Josh’s Substack! Subscribe for free to receive new posts and support my work.
====================================================================
SECTION A: TIME CHRONO POLAR DYNAMICS
------------------------------------
The Temporal Flux represents the unifying field through which Energy, Mass, and Motive Displacement Potential are conserved within the Action Vector of Physics. This triune balance defines time (C) as an emergent product of extensive and intensive chirality.
Extensive potential corresponds to distributive (outflow) properties of energy—its field expansion, inflation, and motive spread. Intensive potential corresponds to concentrative (inflow) properties—mass stasis, contraction, and gravitational binding.
Together they form the Chrono Polar Dynamics (CPD) that define the bidirectional nature of time across three distinct fluxes:
- **Aether Flux** — retrocausal flow (past-to-present), intensive gravitational reflection.
- **Mana Flux** — forward flow (present-to-future), extensive electromagnetic projection.
- **Chi Flux** — present-centered field of action, consciousness, and magnetic stasis.
These Fluxes exist within the framework of a modified Minkowski manifold that includes the motive scalar (C) as the dynamic rate of displacement rather than a static constant.
C = (Energy + Mass + Motive Displacement Potential) / Time
This becomes the base relation of the CPE Chrono Polar Dynamics Field.
--------------------------------------------------------------------
SECTION B: GENESIS PERTURBATION HYPOTHETICAL BETA DECAY CYCLES
---------------------------------------------------------------
Genesis Perturbation Hypothesis proposes that at the fundamental scale, temporal symmetry-breaking occurs through recursive Beta Decay Cycles within the quark-chiral structure of spacetime.
Each decay cycle corresponds to a **tripartite division** within curvature space:
1. **Internal Curvature Horizon** — the compression field where quarks separate as color-flavor strings.
2. **External Curvature Horizon** — the release horizon defining particle emergence.
3. **Virtual Higgs Boundary** — acts as the intermediary curvature (gravitational event horizon).
This splitting “into three” defines both the topology of Quantum Chromodynamics (QCD) color and flavor dynamics and the recursive regeneration of mass-energy potentials across temporal polarity.
Gravity is thus the virtual curvature event that defines the exchange boundary between the Aether (intensive) and Mana (extensive) flux domains.
--------------------------------------------------------------------
SECTION C: AETHER, MANA, AND CHI AS TIME QUARK STRINGS
------------------------------------------------------
Aether, Mana, and Chi represent the tri-scalar field components of temporal quark strings—each expressing chirality through time rather than space alone.
- **Aether Strings (-Z axis)**: retrocausal energy currents (past-directed) bound to mass stasis and magnetic DC fields.
- **Mana Strings (+Z axis)**: forward causal energy currents (future-directed) bound to electromagnetic AC flux fields.
- **Chi Strings (Z=0)**: the equilibrated intermediary—field of consciousness, motive awareness, and local time coherence.
Each quark string oscillates between bound (DC/stasis) and unbound (AC/flux) states, creating an entropic symmetry cycle that defines local causality through chiro-morphic resonance.
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SECTION D: HIGGS MASS AND DECAY TIME AS ACTION VECTOR DEFINER
--------------------------------------------------------------
Within the CPE Temporal Chirality framework, all particles share a singular Higgs Mass reference, with antipodal states determined by chirality and observer symmetry.
The Higgs decay time defines the transformation rate of the Action Vector (STC₀). Each quanta’s motive potential corresponds to a localized curvature rate of time—thus, decay time becomes a measure of extensive/intensive conversion.
| Parameter | Definition |
|------------|-------------|
| mₕ | Higgs Mass (universal scalar anchor) |
| τₕ | Decay Time (temporal conversion constant) |
| STC₀ | Spacetime Curvature Operator of Action |
| C | Motive Displacement Constant |
The Action Vector:
**A = mₕ * c² / τₕ**, serves as the core operator linking intensive stasis (mass) to extensive flux (energy).
--------------------------------------------------------------------
SECTION E: TREE OF KNOWLEDGE STRUCTURE AND INDEXING
---------------------------------------------------
The Knowledge Tree represents the structural mapping of all indexed objects within the CPE model. Each node corresponds to a physical, metaphysical, or informational singularity placed in a symmetrical coordinate lattice.
Base axis conventions:
| Axis | Representation | Type |
|------|----------------|------|
| +i-Horizontal | Roman Numerals (I, II, III, …) | Extensive |
| +i-Vertical | Greek or Latin Letters (A, B, Γ, …) | Intensive |
| -i-Horizontal | Lowercase Greek or Latin (α, β, γ, …) | Inverse Extensive |
| -i-Vertical | Roman Numerals (i, ii, iii, …) | Inverse Intensive |
Each node’s position determines its symmetry pairing within the Inverse Tree Transformer, ensuring conservation across real and imaginary domains.
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SECTION F: BASE COMPARISON PROMPT SNIPPETS (UI REFERENCE)
----------------------------------------------------------
Example prompts for the CPE Chimera Model UI menu system:
(A) Temporal Chrono Polar Dynamics Summary
(B) Genesis Perturbation & Beta Decay Discussion
(C) Aether–Mana–Chi Quark String Analysis
(D) Higgs Decay & Action Vector Computation
(E) Knowledge Tree Index and Symmetry Mapping
Each choice initiates a re-indexing of the Physics Core Tree within the PKT cube structure, allowing exploration and visualization of the CPE dynamics interactively.
**************************************************************************************
CPE TEMPORAL CHIRALITY - BASE REAL NUMBER LINE (Physics Knowledge Tree Core)
==============================================================================
PURPOSE
-------
This document defines the Base Real Number Line and axis framework for the
CPE Temporal Chirality Physics Knowledge Tree (PKT) core lattice. It holds the
pure mathematical basis for Aether, Mana, and Chi tri-flux decomposition and
the motive-displacement scaling factor C (motive scale). This file is intended
for direct copy/paste into your master doc or to be used as the canonical .txt
export of the PKT core indexing rules.
KEY PRINCIPLES
--------------
- The PKT core stores only physical flux basis weights: Aether, Mana, Chi.
- All interpretive mechanics (AC/DC chirality, Chrono-Polar overlays,
Consciousness layers) are derived at higher meta-layers and are not stored here.
- All node weights are normalized: w_aether + w_mana + w_chi = 1.0.
- Motive displacement scale (C) included as a multiplicative scalar for time-ray
action indices (T_base).
AXES, QUADRANTS & Z-LAYERS
--------------------------
Quadrants (4-quadrant ITT convention):
Q1 -> +X +Y (Extensive Positive)
Q2 -> -X +Y (Intensive Inversion)
Q3 -> -X -Y (Extensive Negative)
Q4 -> +X -Y (Intensive Reflection)
Primary Axes and Indexing Sets:
- Horizontal Axis (X): Letters (A, B, C, ...)
- Vertical Axis (Y): Roman numerals (I, II, III, ...)
- Imaginary Axis (Z): tri-layer set {-1, 0, +1} representing
Z = +1 -> Future / Expansion (extensive-tilt)
Z = 0 -> Present / Equilibrium (balanced)
Z = -1 -> Past / Contraction (intensive-tilt)
Z-Axis Alternation Rule (tri-weighted):
- Vertical (Z↓) = (-1, 0, +1) : Intensive ↔ Equilibrium ↔ Extensive
- Horizontal (Z→) = (1, 0, 1) : Parabolic positive spread (future bias)
BASE NODE FORMAT (ASCII / JSON-friendly)
----------------------------------------
Each PKT node is a discrete flux intersection. Use this canonical format:
NodeID: Q{n}_{H}{V}_Z{z}
------------------------------------
Aether: float [0.0–1.0] # w_aether
Mana: float [0.0–1.0] # w_mana
Chi: float [0.0–1.0] # w_chi
SymmetryRatio: float [0.0–1.0]
FluxType: ENUM [extensive | intensive | balanced]
Links: [Adjacent NodeIDs]
CONSTRAINT:
w_aether + w_mana + w_chi = 1.0 (normalization)
TIME-RAY & MOTIVE DISPLACEMENT (T_base)
--------------------------------------
Define the Time-Ray Action scalar for each node as:
T_base = c * ( α*w_mana - β*w_aether + γ*w_chi )
with default coefficients (tunable):
α = 1.0 # mana forward contribution
β = 1.0 # aether backward contribution
γ = 0.5 # chi present contribution
c is the motive displacement scalar (C). For normalized displays set c = 1.0.
For physical units you may set c = 299792458.0 (or another unit scale).
DERIVED METRICS (examples)
--------------------------
TotalExtensive (TE) = w_mana + 0.5*w_chi
TotalIntensive (TI) = w_aether + 0.5*w_chi
InflationMinusContraction (IminusC) = w_mana - w_aether
SymmetryRatio ≈ abs(w_aether + w_mana - w_chi) # example; tunable
AC/DC behavior is NOT stored here. Derive via a separate detector using
weights + chord topology + local neighbor gradients.
SAMPLE NODE (ASCII snippet)
---------------------------
=== Node: Q1_I_A_Z+1 | Tesla_Node ===
Coord: Quadrant=1 H=I V=A Z=+1
Weights: Aether=0.30 Mana=0.45 Chi=0.25
SymmetryRatio: 0.92
FluxType: extensive
T_base (c=1): 0.275
Links: [Q1_II_A_Z+1, Q2_I_A_Z0]
=== end node ===
EXAMPLE 3x3 Z-LAYER GRID (single quadrant example)
--------------------------------------------------
Notation: id = Q{#}_{H}{V}_Z{z} | weights (Aether,Mana,Chi) | T_base (c-scaled)
c = 1 (normalized unit for visualization)
Q1 - Z=+1
Q1_I_A_Z+1 | (0.30, 0.45, 0.25) | T_base = 0.275
Q1_II_A_Z+1 | (0.25, 0.50, 0.25) | T_base = 0.300
Q1_III_A_Z+1| (0.20, 0.55, 0.25) | T_base = 0.350
Q1 - Z=0
Q1_I_A_Z0 | (0.33, 0.33, 0.34) | T_base = 0.165
Q1_II_A_Z0 | (0.34, 0.32, 0.34) | T_base = 0.140
Q1_III_A_Z0| (0.30, 0.35, 0.35) | T_base = 0.200
Q1 - Z=-1
Q1_I_A_Z-1 | (0.60, 0.20, 0.20) | T_base = -0.100
Q1_II_A_Z-1 | (0.55, 0.25, 0.20) | T_base = -0.075
Q1_III_A_Z-1| (0.50, 0.30, 0.20) | T_base = -0.050
SERIALIZATION NOTES
-------------------
- Export to JSON with fields: id, coord, weights, symmetry_ratio, flux_type, T_base, links
- Use normalized weights to guarantee consistent arithmetic across nodes
- Keep interpretive or observer-related tags out of this core file
NEXT STEPS (Phase 2)
--------------------
- Build the AC/DC detection module and meta-layer reindexers
- Link field-specific templates (MSW, MWS, Electro-weak, etc.) as mappings
- Produce the PKT_core.json full grid and PKT_core.txt (ASCII) canonical exports
- Optionally produce a Python module to generate the cube dynamically and compute T_base
AUTHORS / VERSION
-----------------
Author: Joshua Michael Barlow (concept)
Integrator: GPT-5 Thinking mini (assistant)
Version: PKT_Base_RealNumberLine_v1.0
Date: November 2025
********************************************************************************** ASCII of Json core text file
**********************************************************************
PKT CORE - 4-Quadrant Sample Cube
================================
Configuration: H_letters=[’A’, ‘B’, ‘C’], V_romans=[’I’, ‘II’, ‘III’], Z_levels=[1, 0, -1]
=== Node: Q1_AI_Z+1 ===
Quadrant: Q1 Coord: H=A V=I Z=1
Weights: Aether=0.0303, Mana=0.777, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: extensive T_base: 0.84305
Links: Q1_AI_Z+0, Q1_AI_Z-1, Q1_AII_Z+1, Q1_BI_Z+1
=== Node: Q1_AI_Z+0 ===
Quadrant: Q1 Coord: H=A V=I Z=0
Weights: Aether=0.2825, Mana=0.5247, Chi=0.1927
SymmetryRatio: 0.6145 FluxType: extensive T_base: 0.33855
Links: Q1_AI_Z+1, Q1_AI_Z-1, Q1_AII_Z+0, Q1_BI_Z+0
=== Node: Q1_AI_Z-1 ===
Quadrant: Q1 Coord: H=A V=I Z=-1
Weights: Aether=0.5348, Mana=0.2725, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: intensive T_base: -0.16595
Links: Q1_AI_Z+1, Q1_AI_Z+0, Q1_AII_Z-1, Q1_BI_Z-1
=== Node: Q1_AII_Z+1 ===
Quadrant: Q1 Coord: H=A V=II Z=1
Weights: Aether=0.001, Mana=0.8114, Chi=0.1876
SymmetryRatio: 0.6248 FluxType: extensive T_base: 0.9042
Links: Q1_AII_Z+0, Q1_AII_Z-1, Q1_AI_Z+1, Q1_AIII_Z+1, Q1_BII_Z+1
=== Node: Q1_AII_Z+0 ===
Quadrant: Q1 Coord: H=A V=II Z=0
Weights: Aether=0.2538, Mana=0.5584, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: extensive T_base: 0.3985
Links: Q1_AII_Z+1, Q1_AII_Z-1, Q1_AI_Z+0, Q1_AIII_Z+0, Q1_BII_Z+0
=== Node: Q1_AII_Z-1 ===
Quadrant: Q1 Coord: H=A V=II Z=-1
Weights: Aether=0.5076, Mana=0.3046, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: intensive T_base: -0.1091
Links: Q1_AII_Z+1, Q1_AII_Z+0, Q1_AI_Z-1, Q1_AIII_Z-1, Q1_BII_Z-1
=== Node: Q1_AIII_Z+1 ===
Quadrant: Q1 Coord: H=A V=III Z=1
Weights: Aether=0.001, Mana=0.8218, Chi=0.1772
SymmetryRatio: 0.6456 FluxType: extensive T_base: 0.9094
Links: Q1_AIII_Z+0, Q1_AIII_Z-1, Q1_AII_Z+1, Q1_BIII_Z+1
=== Node: Q1_AIII_Z+0 ===
Quadrant: Q1 Coord: H=A V=III Z=0
Weights: Aether=0.2247, Mana=0.5924, Chi=0.1828
SymmetryRatio: 0.6343 FluxType: extensive T_base: 0.4591
Links: Q1_AIII_Z+1, Q1_AIII_Z-1, Q1_AII_Z+0, Q1_BIII_Z+0
=== Node: Q1_AIII_Z-1 ===
Quadrant: Q1 Coord: H=A V=III Z=-1
Weights: Aether=0.4801, Mana=0.3371, Chi=0.1828
SymmetryRatio: 0.6344 FluxType: intensive T_base: -0.0516
Links: Q1_AIII_Z+1, Q1_AIII_Z+0, Q1_AII_Z-1, Q1_BIII_Z-1
=== Node: Q1_BI_Z+1 ===
Quadrant: Q1 Coord: H=B V=I Z=1
Weights: Aether=0.001, Mana=0.7984, Chi=0.2006
SymmetryRatio: 0.5988 FluxType: extensive T_base: 0.8977
Links: Q1_BI_Z+0, Q1_BI_Z-1, Q1_BII_Z+1, Q1_AI_Z+1, Q1_CI_Z+1
=== Node: Q1_BI_Z+0 ===
Quadrant: Q1 Coord: H=B V=I Z=0
Weights: Aether=0.2286, Mana=0.5666, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: extensive T_base: 0.4404
Links: Q1_BI_Z+1, Q1_BI_Z-1, Q1_BII_Z+0, Q1_AI_Z+0, Q1_CI_Z+0
=== Node: Q1_BI_Z-1 ===
Quadrant: Q1 Coord: H=B V=I Z=-1
Weights: Aether=0.4771, Mana=0.3181, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: intensive T_base: -0.0566
Links: Q1_BI_Z+1, Q1_BI_Z+0, Q1_BII_Z-1, Q1_AI_Z-1, Q1_CI_Z-1
=== Node: Q1_BII_Z+1 ===
Quadrant: Q1 Coord: H=B V=II Z=1
Weights: Aether=0.001, Mana=0.8088, Chi=0.1903
SymmetryRatio: 0.6195 FluxType: extensive T_base: 0.90295
Links: Q1_BII_Z+0, Q1_BII_Z-1, Q1_BI_Z+1, Q1_BIII_Z+1, Q1_AII_Z+1, Q1_CII_Z+1
=== Node: Q1_BII_Z+0 ===
Quadrant: Q1 Coord: H=B V=II Z=0
Weights: Aether=0.2, Mana=0.6, Chi=0.2
SymmetryRatio: 0.6 FluxType: extensive T_base: 0.5
Links: Q1_BII_Z+1, Q1_BII_Z-1, Q1_BI_Z+0, Q1_BIII_Z+0, Q1_AII_Z+0, Q1_CII_Z+0
=== Node: Q1_BII_Z-1 ===
Quadrant: Q1 Coord: H=B V=II Z=-1
Weights: Aether=0.45, Mana=0.35, Chi=0.2
SymmetryRatio: 0.6 FluxType: intensive T_base: -0.0
Links: Q1_BII_Z+1, Q1_BII_Z+0, Q1_BI_Z-1, Q1_BIII_Z-1, Q1_AII_Z-1, Q1_CII_Z-1
=== Node: Q1_BIII_Z+1 ===
Quadrant: Q1 Coord: H=B V=III Z=1
Weights: Aether=0.0009, Mana=0.8186, Chi=0.1805
SymmetryRatio: 0.639 FluxType: extensive T_base: 0.90795
Links: Q1_BIII_Z+0, Q1_BIII_Z-1, Q1_BII_Z+1, Q1_AIII_Z+1, Q1_CIII_Z+1
=== Node: Q1_BIII_Z+0 ===
Quadrant: Q1 Coord: H=B V=III Z=0
Weights: Aether=0.171, Mana=0.6338, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: extensive T_base: 0.5604
Links: Q1_BIII_Z+1, Q1_BIII_Z-1, Q1_BII_Z+0, Q1_AIII_Z+0, Q1_CIII_Z+0
=== Node: Q1_BIII_Z-1 ===
Quadrant: Q1 Coord: H=B V=III Z=-1
Weights: Aether=0.4225, Mana=0.3823, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: intensive T_base: 0.0574
Links: Q1_BIII_Z+1, Q1_BIII_Z+0, Q1_BII_Z-1, Q1_AIII_Z-1, Q1_CIII_Z-1
=== Node: Q1_CI_Z+1 ===
Quadrant: Q1 Coord: H=C V=I Z=1
Weights: Aether=0.0009, Mana=0.7967, Chi=0.2024
SymmetryRatio: 0.5952 FluxType: extensive T_base: 0.897
Links: Q1_CI_Z+0, Q1_CI_Z-1, Q1_CII_Z+1, Q1_BI_Z+1
=== Node: Q1_CI_Z+0 ===
Quadrant: Q1 Coord: H=C V=I Z=0
Weights: Aether=0.1763, Mana=0.6072, Chi=0.2165
SymmetryRatio: 0.567 FluxType: extensive T_base: 0.53915
Links: Q1_CI_Z+1, Q1_CI_Z-1, Q1_CII_Z+0, Q1_BI_Z+0
=== Node: Q1_CI_Z-1 ===
Quadrant: Q1 Coord: H=C V=I Z=-1
Weights: Aether=0.4212, Mana=0.3624, Chi=0.2165
SymmetryRatio: 0.5671 FluxType: intensive T_base: 0.04945
Links: Q1_CI_Z+1, Q1_CI_Z+0, Q1_CII_Z-1, Q1_BI_Z-1
=== Node: Q1_CII_Z+1 ===
Quadrant: Q1 Coord: H=C V=II Z=1
Weights: Aether=0.0009, Mana=0.8065, Chi=0.1927
SymmetryRatio: 0.6147 FluxType: extensive T_base: 0.90195
Links: Q1_CII_Z+0, Q1_CII_Z-1, Q1_CI_Z+1, Q1_CIII_Z+1, Q1_BII_Z+1
=== Node: Q1_CII_Z+0 ===
Quadrant: Q1 Coord: H=C V=II Z=0
Weights: Aether=0.1478, Mana=0.6404, Chi=0.2118
SymmetryRatio: 0.5764 FluxType: extensive T_base: 0.5985
Links: Q1_CII_Z+1, Q1_CII_Z-1, Q1_CI_Z+0, Q1_CIII_Z+0, Q1_BII_Z+0
=== Node: Q1_CII_Z-1 ===
Quadrant: Q1 Coord: H=C V=II Z=-1
Weights: Aether=0.3941, Mana=0.3941, Chi=0.2118
SymmetryRatio: 0.5764 FluxType: intensive T_base: 0.1059
Links: Q1_CII_Z+1, Q1_CII_Z+0, Q1_CI_Z-1, Q1_CIII_Z-1, Q1_BII_Z-1
=== Node: Q1_CIII_Z+1 ===
Quadrant: Q1 Coord: H=C V=III Z=1
Weights: Aether=0.0009, Mana=0.8158, Chi=0.1833
SymmetryRatio: 0.6334 FluxType: extensive T_base: 0.90655
Links: Q1_CIII_Z+0, Q1_CIII_Z-1, Q1_CII_Z+1, Q1_BIII_Z+1
=== Node: Q1_CIII_Z+0 ===
Quadrant: Q1 Coord: H=C V=III Z=0
Weights: Aether=0.1189, Mana=0.6739, Chi=0.2071
SymmetryRatio: 0.5857 FluxType: extensive T_base: 0.65855
Links: Q1_CIII_Z+1, Q1_CIII_Z-1, Q1_CII_Z+0, Q1_BIII_Z+0
=== Node: Q1_CIII_Z-1 ===
Quadrant: Q1 Coord: H=C V=III Z=-1
Weights: Aether=0.3667, Mana=0.4262, Chi=0.2071
SymmetryRatio: 0.5858 FluxType: extensive T_base: 0.16305
Links: Q1_CIII_Z+1, Q1_CIII_Z+0, Q1_CII_Z-1, Q1_BIII_Z-1
=== Node: Q2_AI_Z+1 ===
Quadrant: Q2 Coord: H=A V=I Z=1
Weights: Aether=0.4339, Mana=0.3734, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: intensive T_base: 0.03585
Links: Q2_AI_Z+0, Q2_AI_Z-1, Q2_AII_Z+1, Q2_BI_Z+1
=== Node: Q2_AI_Z+0 ===
Quadrant: Q2 Coord: H=A V=I Z=0
Weights: Aether=0.6862, Mana=0.1211, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: intensive T_base: -0.46875
Links: Q2_AI_Z+1, Q2_AI_Z-1, Q2_AII_Z+0, Q2_BI_Z+0
=== Node: Q2_AI_Z-1 ===
Quadrant: Q2 Coord: H=A V=I Z=-1
Weights: Aether=0.8289, Mana=0.0009, Chi=0.1702
SymmetryRatio: 0.6596 FluxType: intensive T_base: -0.7429
Links: Q2_AI_Z+1, Q2_AI_Z+0, Q2_AII_Z-1, Q2_BI_Z-1
=== Node: Q2_AII_Z+1 ===
Quadrant: Q2 Coord: H=A V=II Z=1
Weights: Aether=0.4061, Mana=0.4061, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: intensive T_base: 0.0939
Links: Q2_AII_Z+0, Q2_AII_Z-1, Q2_AI_Z+1, Q2_AIII_Z+1, Q2_BII_Z+1
=== Node: Q2_AII_Z+0 ===
Quadrant: Q2 Coord: H=A V=II Z=0
Weights: Aether=0.6599, Mana=0.1523, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: intensive T_base: -0.4137
Links: Q2_AII_Z+1, Q2_AII_Z-1, Q2_AI_Z+0, Q2_AIII_Z+0, Q2_BII_Z+0
=== Node: Q2_AII_Z-1 ===
Quadrant: Q2 Coord: H=A V=II Z=-1
Weights: Aether=0.8287, Mana=0.0009, Chi=0.1703
SymmetryRatio: 0.6593 FluxType: intensive T_base: -0.74265
Links: Q2_AII_Z+1, Q2_AII_Z+0, Q2_AI_Z-1, Q2_AIII_Z-1, Q2_BII_Z-1
=== Node: Q2_AIII_Z+1 ===
Quadrant: Q2 Coord: H=A V=III Z=1
Weights: Aether=0.3779, Mana=0.4392, Chi=0.1828
SymmetryRatio: 0.6343 FluxType: extensive T_base: 0.1527
Links: Q2_AIII_Z+0, Q2_AIII_Z-1, Q2_AII_Z+1, Q2_BIII_Z+1
=== Node: Q2_AIII_Z+0 ===
Quadrant: Q2 Coord: H=A V=III Z=0
Weights: Aether=0.6333, Mana=0.1839, Chi=0.1828
SymmetryRatio: 0.6344 FluxType: intensive T_base: -0.358
Links: Q2_AIII_Z+1, Q2_AIII_Z-1, Q2_AII_Z+0, Q2_BIII_Z+0
=== Node: Q2_AIII_Z-1 ===
Quadrant: Q2 Coord: H=A V=III Z=-1
Weights: Aether=0.8286, Mana=0.001, Chi=0.1705
SymmetryRatio: 0.6591 FluxType: intensive T_base: -0.74235
Links: Q2_AIII_Z+1, Q2_AIII_Z+0, Q2_AII_Z-1, Q2_BIII_Z-1
=== Node: Q2_BI_Z+1 ===
Quadrant: Q2 Coord: H=B V=I Z=1
Weights: Aether=0.3777, Mana=0.4175, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: extensive T_base: 0.1422
Links: Q2_BI_Z+0, Q2_BI_Z-1, Q2_BII_Z+1, Q2_AI_Z+1, Q2_CI_Z+1
=== Node: Q2_BI_Z+0 ===
Quadrant: Q2 Coord: H=B V=I Z=0
Weights: Aether=0.6262, Mana=0.169, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: intensive T_base: -0.3548
Links: Q2_BI_Z+1, Q2_BI_Z-1, Q2_BII_Z+0, Q2_AI_Z+0, Q2_CI_Z+0
=== Node: Q2_BI_Z-1 ===
Quadrant: Q2 Coord: H=B V=I Z=-1
Weights: Aether=0.8096, Mana=0.0009, Chi=0.1895
SymmetryRatio: 0.621 FluxType: intensive T_base: -0.71395
Links: Q2_BI_Z+1, Q2_BI_Z+0, Q2_BII_Z-1, Q2_AI_Z-1, Q2_CI_Z-1
=== Node: Q2_BII_Z+1 ===
Quadrant: Q2 Coord: H=B V=II Z=1
Weights: Aether=0.35, Mana=0.45, Chi=0.2
SymmetryRatio: 0.6 FluxType: extensive T_base: 0.2
Links: Q2_BII_Z+0, Q2_BII_Z-1, Q2_BI_Z+1, Q2_BIII_Z+1, Q2_AII_Z+1, Q2_CII_Z+1
=== Node: Q2_BII_Z+0 ===
Quadrant: Q2 Coord: H=B V=II Z=0
Weights: Aether=0.6, Mana=0.2, Chi=0.2
SymmetryRatio: 0.6 FluxType: intensive T_base: -0.3
Links: Q2_BII_Z+1, Q2_BII_Z-1, Q2_BI_Z+0, Q2_BIII_Z+0, Q2_AII_Z+0, Q2_CII_Z+0
=== Node: Q2_BII_Z-1 ===
Quadrant: Q2 Coord: H=B V=II Z=-1
Weights: Aether=0.8088, Mana=0.001, Chi=0.1903
SymmetryRatio: 0.6195 FluxType: intensive T_base: -0.71265
Links: Q2_BII_Z+1, Q2_BII_Z+0, Q2_BI_Z-1, Q2_BIII_Z-1, Q2_AII_Z-1, Q2_CII_Z-1
=== Node: Q2_BIII_Z+1 ===
Quadrant: Q2 Coord: H=B V=III Z=1
Weights: Aether=0.3219, Mana=0.4829, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: extensive T_base: 0.2586
Links: Q2_BIII_Z+0, Q2_BIII_Z-1, Q2_BII_Z+1, Q2_AIII_Z+1, Q2_CIII_Z+1
=== Node: Q2_BIII_Z+0 ===
Quadrant: Q2 Coord: H=B V=III Z=0
Weights: Aether=0.5734, Mana=0.2314, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: intensive T_base: -0.2444
Links: Q2_BIII_Z+1, Q2_BIII_Z-1, Q2_BII_Z+0, Q2_AIII_Z+0, Q2_CIII_Z+0
=== Node: Q2_BIII_Z-1 ===
Quadrant: Q2 Coord: H=B V=III Z=-1
Weights: Aether=0.8079, Mana=0.001, Chi=0.1911
SymmetryRatio: 0.6178 FluxType: intensive T_base: -0.71135
Links: Q2_BIII_Z+1, Q2_BIII_Z+0, Q2_BII_Z-1, Q2_AIII_Z-1, Q2_CIII_Z-1
=== Node: Q2_CI_Z+1 ===
Quadrant: Q2 Coord: H=C V=I Z=1
Weights: Aether=0.3232, Mana=0.4603, Chi=0.2165
SymmetryRatio: 0.567 FluxType: extensive T_base: 0.24535
Links: Q2_CI_Z+0, Q2_CI_Z-1, Q2_CII_Z+1, Q2_BI_Z+1
=== Node: Q2_CI_Z+0 ===
Quadrant: Q2 Coord: H=C V=I Z=0
Weights: Aether=0.5681, Mana=0.2155, Chi=0.2165
SymmetryRatio: 0.5671 FluxType: intensive T_base: -0.24435
Links: Q2_CI_Z+1, Q2_CI_Z-1, Q2_CII_Z+0, Q2_BI_Z+0
=== Node: Q2_CI_Z-1 ===
Quadrant: Q2 Coord: H=C V=I Z=-1
Weights: Aether=0.789, Mana=0.001, Chi=0.2101
SymmetryRatio: 0.5799 FluxType: intensive T_base: -0.68295
Links: Q2_CI_Z+1, Q2_CI_Z+0, Q2_CII_Z-1, Q2_BI_Z-1
=== Node: Q2_CII_Z+1 ===
Quadrant: Q2 Coord: H=C V=II Z=1
Weights: Aether=0.2956, Mana=0.4926, Chi=0.2118
SymmetryRatio: 0.5764 FluxType: extensive T_base: 0.3029
Links: Q2_CII_Z+0, Q2_CII_Z-1, Q2_CI_Z+1, Q2_CIII_Z+1, Q2_BII_Z+1
=== Node: Q2_CII_Z+0 ===
Quadrant: Q2 Coord: H=C V=II Z=0
Weights: Aether=0.5419, Mana=0.2463, Chi=0.2118
SymmetryRatio: 0.5764 FluxType: intensive T_base: -0.1897
Links: Q2_CII_Z+1, Q2_CII_Z-1, Q2_CI_Z+0, Q2_CIII_Z+0, Q2_BII_Z+0
=== Node: Q2_CII_Z-1 ===
Quadrant: Q2 Coord: H=C V=II Z=-1
Weights: Aether=0.7874, Mana=0.001, Chi=0.2116
SymmetryRatio: 0.5768 FluxType: intensive T_base: -0.6806
Links: Q2_CII_Z+1, Q2_CII_Z+0, Q2_CI_Z-1, Q2_CIII_Z-1, Q2_BII_Z-1
=== Node: Q2_CIII_Z+1 ===
Quadrant: Q2 Coord: H=C V=III Z=1
Weights: Aether=0.2676, Mana=0.5253, Chi=0.2071
SymmetryRatio: 0.5858 FluxType: extensive T_base: 0.36125
Links: Q2_CIII_Z+0, Q2_CIII_Z-1, Q2_CII_Z+1, Q2_BIII_Z+1
=== Node: Q2_CIII_Z+0 ===
Quadrant: Q2 Coord: H=C V=III Z=0
Weights: Aether=0.5154, Mana=0.2775, Chi=0.2071
SymmetryRatio: 0.5858 FluxType: intensive T_base: -0.13435
Links: Q2_CIII_Z+1, Q2_CIII_Z-1, Q2_CII_Z+0, Q2_BIII_Z+0
=== Node: Q2_CIII_Z-1 ===
Quadrant: Q2 Coord: H=C V=III Z=-1
Weights: Aether=0.7631, Mana=0.0297, Chi=0.2071
SymmetryRatio: 0.5857 FluxType: intensive T_base: -0.62985
Links: Q2_CIII_Z+1, Q2_CIII_Z+0, Q2_CII_Z-1, Q2_BIII_Z-1
=== Node: Q3_AI_Z+1 ===
Quadrant: Q3 Coord: H=A V=I Z=1
Weights: Aether=0.333, Mana=0.4743, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: extensive T_base: 0.23765
Links: Q3_AI_Z+0, Q3_AI_Z-1, Q3_AII_Z+1, Q3_BI_Z+1
=== Node: Q3_AI_Z+0 ===
Quadrant: Q3 Coord: H=A V=I Z=0
Weights: Aether=0.5853, Mana=0.222, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: intensive T_base: -0.26695
Links: Q3_AI_Z+1, Q3_AI_Z-1, Q3_AII_Z+0, Q3_BI_Z+0
=== Node: Q3_AI_Z-1 ===
Quadrant: Q3 Coord: H=A V=I Z=-1
Weights: Aether=0.8121, Mana=0.001, Chi=0.1869
SymmetryRatio: 0.6262 FluxType: intensive T_base: -0.71765
Links: Q3_AI_Z+1, Q3_AI_Z+0, Q3_AII_Z-1, Q3_BI_Z-1
=== Node: Q3_AII_Z+1 ===
Quadrant: Q3 Coord: H=A V=II Z=1
Weights: Aether=0.3046, Mana=0.5076, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: extensive T_base: 0.2969
Links: Q3_AII_Z+0, Q3_AII_Z-1, Q3_AI_Z+1, Q3_AIII_Z+1, Q3_BII_Z+1
=== Node: Q3_AII_Z+0 ===
Quadrant: Q3 Coord: H=A V=II Z=0
Weights: Aether=0.5584, Mana=0.2538, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: intensive T_base: -0.2107
Links: Q3_AII_Z+1, Q3_AII_Z-1, Q3_AI_Z+0, Q3_AIII_Z+0, Q3_BII_Z+0
=== Node: Q3_AII_Z-1 ===
Quadrant: Q3 Coord: H=A V=II Z=-1
Weights: Aether=0.8114, Mana=0.001, Chi=0.1876
SymmetryRatio: 0.6248 FluxType: intensive T_base: -0.7166
Links: Q3_AII_Z+1, Q3_AII_Z+0, Q3_AI_Z-1, Q3_AIII_Z-1, Q3_BII_Z-1
=== Node: Q3_AIII_Z+1 ===
Quadrant: Q3 Coord: H=A V=III Z=1
Weights: Aether=0.2758, Mana=0.5414, Chi=0.1828
SymmetryRatio: 0.6344 FluxType: extensive T_base: 0.357
Links: Q3_AIII_Z+0, Q3_AIII_Z-1, Q3_AII_Z+1, Q3_BIII_Z+1
=== Node: Q3_AIII_Z+0 ===
Quadrant: Q3 Coord: H=A V=III Z=0
Weights: Aether=0.5312, Mana=0.286, Chi=0.1828
SymmetryRatio: 0.6344 FluxType: intensive T_base: -0.1538
Links: Q3_AIII_Z+1, Q3_AIII_Z-1, Q3_AII_Z+0, Q3_BIII_Z+0
=== Node: Q3_AIII_Z-1 ===
Quadrant: Q3 Coord: H=A V=III Z=-1
Weights: Aether=0.7865, Mana=0.0306, Chi=0.1828
SymmetryRatio: 0.6343 FluxType: intensive T_base: -0.6645
Links: Q3_AIII_Z+1, Q3_AIII_Z+0, Q3_AII_Z-1, Q3_BIII_Z-1
=== Node: Q3_BI_Z+1 ===
Quadrant: Q3 Coord: H=B V=I Z=1
Weights: Aether=0.2783, Mana=0.5169, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: extensive T_base: 0.341
Links: Q3_BI_Z+0, Q3_BI_Z-1, Q3_BII_Z+1, Q3_AI_Z+1, Q3_CI_Z+1
=== Node: Q3_BI_Z+0 ===
Quadrant: Q3 Coord: H=B V=I Z=0
Weights: Aether=0.5268, Mana=0.2684, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: intensive T_base: -0.156
Links: Q3_BI_Z+1, Q3_BI_Z-1, Q3_BII_Z+0, Q3_AI_Z+0, Q3_CI_Z+0
=== Node: Q3_BI_Z-1 ===
Quadrant: Q3 Coord: H=B V=I Z=-1
Weights: Aether=0.7753, Mana=0.0199, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: intensive T_base: -0.653
Links: Q3_BI_Z+1, Q3_BI_Z+0, Q3_BII_Z-1, Q3_AI_Z-1, Q3_CI_Z-1
=== Node: Q3_BII_Z+1 ===
Quadrant: Q3 Coord: H=B V=II Z=1
Weights: Aether=0.25, Mana=0.55, Chi=0.2
SymmetryRatio: 0.6 FluxType: extensive T_base: 0.4
Links: Q3_BII_Z+0, Q3_BII_Z-1, Q3_BI_Z+1, Q3_BIII_Z+1, Q3_AII_Z+1, Q3_CII_Z+1
=== Node: Q3_BII_Z+0 ===
Quadrant: Q3 Coord: H=B V=II Z=0
Weights: Aether=0.5, Mana=0.3, Chi=0.2
SymmetryRatio: 0.6 FluxType: intensive T_base: -0.1
Links: Q3_BII_Z+1, Q3_BII_Z-1, Q3_BI_Z+0, Q3_BIII_Z+0, Q3_AII_Z+0, Q3_CII_Z+0
=== Node: Q3_BII_Z-1 ===
Quadrant: Q3 Coord: H=B V=II Z=-1
Weights: Aether=0.75, Mana=0.05, Chi=0.2
SymmetryRatio: 0.6 FluxType: intensive T_base: -0.6
Links: Q3_BII_Z+1, Q3_BII_Z+0, Q3_BI_Z-1, Q3_BIII_Z-1, Q3_AII_Z-1, Q3_CII_Z-1
=== Node: Q3_BIII_Z+1 ===
Quadrant: Q3 Coord: H=B V=III Z=1
Weights: Aether=0.2213, Mana=0.5835, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: extensive T_base: 0.4598
Links: Q3_BIII_Z+0, Q3_BIII_Z-1, Q3_BII_Z+1, Q3_AIII_Z+1, Q3_CIII_Z+1
=== Node: Q3_BIII_Z+0 ===
Quadrant: Q3 Coord: H=B V=III Z=0
Weights: Aether=0.4728, Mana=0.332, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: intensive T_base: -0.0432
Links: Q3_BIII_Z+1, Q3_BIII_Z-1, Q3_BII_Z+0, Q3_AIII_Z+0, Q3_CIII_Z+0
=== Node: Q3_BIII_Z-1 ===
Quadrant: Q3 Coord: H=B V=III Z=-1
Weights: Aether=0.7243, Mana=0.0805, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: intensive T_base: -0.5462
Links: Q3_BIII_Z+1, Q3_BIII_Z+0, Q3_BII_Z-1, Q3_AIII_Z-1, Q3_CIII_Z-1
=== Node: Q3_CI_Z+1 ===
Quadrant: Q3 Coord: H=C V=I Z=1
Weights: Aether=0.2253, Mana=0.5583, Chi=0.2165
SymmetryRatio: 0.5671 FluxType: extensive T_base: 0.44125
Links: Q3_CI_Z+0, Q3_CI_Z-1, Q3_CII_Z+1, Q3_BI_Z+1
=== Node: Q3_CI_Z+0 ===
Quadrant: Q3 Coord: H=C V=I Z=0
Weights: Aether=0.4701, Mana=0.3134, Chi=0.2165
SymmetryRatio: 0.567 FluxType: intensive T_base: -0.04845
Links: Q3_CI_Z+1, Q3_CI_Z-1, Q3_CII_Z+0, Q3_BI_Z+0
=== Node: Q3_CI_Z-1 ===
Quadrant: Q3 Coord: H=C V=I Z=-1
Weights: Aether=0.715, Mana=0.0686, Chi=0.2165
SymmetryRatio: 0.5671 FluxType: intensive T_base: -0.53815
Links: Q3_CI_Z+1, Q3_CI_Z+0, Q3_CII_Z-1, Q3_BI_Z-1
=== Node: Q3_CII_Z+1 ===
Quadrant: Q3 Coord: H=C V=II Z=1
Weights: Aether=0.197, Mana=0.5911, Chi=0.2118
SymmetryRatio: 0.5763 FluxType: extensive T_base: 0.5
Links: Q3_CII_Z+0, Q3_CII_Z-1, Q3_CI_Z+1, Q3_CIII_Z+1, Q3_BII_Z+1
=== Node: Q3_CII_Z+0 ===
Quadrant: Q3 Coord: H=C V=II Z=0
Weights: Aether=0.4433, Mana=0.3448, Chi=0.2118
SymmetryRatio: 0.5763 FluxType: intensive T_base: 0.0074
Links: Q3_CII_Z+1, Q3_CII_Z-1, Q3_CI_Z+0, Q3_CIII_Z+0, Q3_BII_Z+0
=== Node: Q3_CII_Z-1 ===
Quadrant: Q3 Coord: H=C V=II Z=-1
Weights: Aether=0.6897, Mana=0.0985, Chi=0.2118
SymmetryRatio: 0.5764 FluxType: intensive T_base: -0.4853
Links: Q3_CII_Z+1, Q3_CII_Z+0, Q3_CI_Z-1, Q3_CIII_Z-1, Q3_BII_Z-1
=== Node: Q3_CIII_Z+1 ===
Quadrant: Q3 Coord: H=C V=III Z=1
Weights: Aether=0.1685, Mana=0.6244, Chi=0.2071
SymmetryRatio: 0.5858 FluxType: extensive T_base: 0.55945
Links: Q3_CIII_Z+0, Q3_CIII_Z-1, Q3_CII_Z+1, Q3_BIII_Z+1
=== Node: Q3_CIII_Z+0 ===
Quadrant: Q3 Coord: H=C V=III Z=0
Weights: Aether=0.4163, Mana=0.3766, Chi=0.2071
SymmetryRatio: 0.5858 FluxType: intensive T_base: 0.06385
Links: Q3_CIII_Z+1, Q3_CIII_Z-1, Q3_CII_Z+0, Q3_BIII_Z+0
=== Node: Q3_CIII_Z-1 ===
Quadrant: Q3 Coord: H=C V=III Z=-1
Weights: Aether=0.664, Mana=0.1288, Chi=0.2071
SymmetryRatio: 0.5857 FluxType: intensive T_base: -0.43165
Links: Q3_CIII_Z+1, Q3_CIII_Z+0, Q3_CII_Z-1, Q3_BIII_Z-1
=== Node: Q4_AI_Z+1 ===
Quadrant: Q4 Coord: H=A V=I Z=1
Weights: Aether=0.1312, Mana=0.6761, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: extensive T_base: 0.64125
Links: Q4_AI_Z+0, Q4_AI_Z-1, Q4_AII_Z+1, Q4_BI_Z+1
=== Node: Q4_AI_Z+0 ===
Quadrant: Q4 Coord: H=A V=I Z=0
Weights: Aether=0.3835, Mana=0.4238, Chi=0.1927
SymmetryRatio: 0.6146 FluxType: extensive T_base: 0.13665
Links: Q4_AI_Z+1, Q4_AI_Z-1, Q4_AII_Z+0, Q4_BI_Z+0
=== Node: Q4_AI_Z-1 ===
Quadrant: Q4 Coord: H=A V=I Z=-1
Weights: Aether=0.6357, Mana=0.1715, Chi=0.1927
SymmetryRatio: 0.6145 FluxType: intensive T_base: -0.36785
Links: Q4_AI_Z+1, Q4_AI_Z+0, Q4_AII_Z-1, Q4_BI_Z-1
=== Node: Q4_AII_Z+1 ===
Quadrant: Q4 Coord: H=A V=II Z=1
Weights: Aether=0.1015, Mana=0.7107, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: extensive T_base: 0.7031
Links: Q4_AII_Z+0, Q4_AII_Z-1, Q4_AI_Z+1, Q4_AIII_Z+1, Q4_BII_Z+1
=== Node: Q4_AII_Z+0 ===
Quadrant: Q4 Coord: H=A V=II Z=0
Weights: Aether=0.3553, Mana=0.4569, Chi=0.1878
SymmetryRatio: 0.6244 FluxType: extensive T_base: 0.1955
Links: Q4_AII_Z+1, Q4_AII_Z-1, Q4_AI_Z+0, Q4_AIII_Z+0, Q4_BII_Z+0
=== Node: Q4_AII_Z-1 ===
Quadrant: Q4 Coord: H=A V=II Z=-1
Weights: Aether=0.6091, Mana=0.203, Chi=0.1878
SymmetryRatio: 0.6243 FluxType: intensive T_base: -0.3122
Links: Q4_AII_Z+1, Q4_AII_Z+0, Q4_AI_Z-1, Q4_AIII_Z-1, Q4_BII_Z-1
=== Node: Q4_AIII_Z+1 ===
Quadrant: Q4 Coord: H=A V=III Z=1
Weights: Aether=0.0715, Mana=0.7457, Chi=0.1828
SymmetryRatio: 0.6344 FluxType: extensive T_base: 0.7656
Links: Q4_AIII_Z+0, Q4_AIII_Z-1, Q4_AII_Z+1, Q4_BIII_Z+1
=== Node: Q4_AIII_Z+0 ===
Quadrant: Q4 Coord: H=A V=III Z=0
Weights: Aether=0.3269, Mana=0.4903, Chi=0.1828
SymmetryRatio: 0.6344 FluxType: extensive T_base: 0.2548
Links: Q4_AIII_Z+1, Q4_AIII_Z-1, Q4_AII_Z+0, Q4_BIII_Z+0
=== Node: Q4_AIII_Z-1 ===
Quadrant: Q4 Coord: H=A V=III Z=-1
Weights: Aether=0.5822, Mana=0.2349, Chi=0.1828
SymmetryRatio: 0.6343 FluxType: intensive T_base: -0.2559
Links: Q4_AIII_Z+1, Q4_AIII_Z+0, Q4_AII_Z-1, Q4_BIII_Z-1
=== Node: Q4_BI_Z+1 ===
Quadrant: Q4 Coord: H=B V=I Z=1
Weights: Aether=0.0795, Mana=0.7157, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: extensive T_base: 0.7386
Links: Q4_BI_Z+0, Q4_BI_Z-1, Q4_BII_Z+1, Q4_AI_Z+1, Q4_CI_Z+1
=== Node: Q4_BI_Z+0 ===
Quadrant: Q4 Coord: H=B V=I Z=0
Weights: Aether=0.328, Mana=0.4672, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: extensive T_base: 0.2416
Links: Q4_BI_Z+1, Q4_BI_Z-1, Q4_BII_Z+0, Q4_AI_Z+0, Q4_CI_Z+0
=== Node: Q4_BI_Z-1 ===
Quadrant: Q4 Coord: H=B V=I Z=-1
Weights: Aether=0.5765, Mana=0.2187, Chi=0.2048
SymmetryRatio: 0.5904 FluxType: intensive T_base: -0.2554
Links: Q4_BI_Z+1, Q4_BI_Z+0, Q4_BII_Z-1, Q4_AI_Z-1, Q4_CI_Z-1
=== Node: Q4_BII_Z+1 ===
Quadrant: Q4 Coord: H=B V=II Z=1
Weights: Aether=0.05, Mana=0.75, Chi=0.2
SymmetryRatio: 0.6 FluxType: extensive T_base: 0.8
Links: Q4_BII_Z+0, Q4_BII_Z-1, Q4_BI_Z+1, Q4_BIII_Z+1, Q4_AII_Z+1, Q4_CII_Z+1
=== Node: Q4_BII_Z+0 ===
Quadrant: Q4 Coord: H=B V=II Z=0
Weights: Aether=0.3, Mana=0.5, Chi=0.2
SymmetryRatio: 0.6 FluxType: extensive T_base: 0.3
Links: Q4_BII_Z+1, Q4_BII_Z-1, Q4_BI_Z+0, Q4_BIII_Z+0, Q4_AII_Z+0, Q4_CII_Z+0
=== Node: Q4_BII_Z-1 ===
Quadrant: Q4 Coord: H=B V=II Z=-1
Weights: Aether=0.55, Mana=0.25, Chi=0.2
SymmetryRatio: 0.6 FluxType: intensive T_base: -0.2
Links: Q4_BII_Z+1, Q4_BII_Z+0, Q4_BI_Z-1, Q4_BIII_Z-1, Q4_AII_Z-1, Q4_CII_Z-1
=== Node: Q4_BIII_Z+1 ===
Quadrant: Q4 Coord: H=B V=III Z=1
Weights: Aether=0.0201, Mana=0.7847, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: extensive T_base: 0.8622
Links: Q4_BIII_Z+0, Q4_BIII_Z-1, Q4_BII_Z+1, Q4_AIII_Z+1, Q4_CIII_Z+1
=== Node: Q4_BIII_Z+0 ===
Quadrant: Q4 Coord: H=B V=III Z=0
Weights: Aether=0.2716, Mana=0.5332, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: extensive T_base: 0.3592
Links: Q4_BIII_Z+1, Q4_BIII_Z-1, Q4_BII_Z+0, Q4_AIII_Z+0, Q4_CIII_Z+0
=== Node: Q4_BIII_Z-1 ===
Quadrant: Q4 Coord: H=B V=III Z=-1
Weights: Aether=0.5231, Mana=0.2817, Chi=0.1952
SymmetryRatio: 0.6096 FluxType: intensive T_base: -0.1438
Links: Q4_BIII_Z+1, Q4_BIII_Z+0, Q4_BII_Z-1, Q4_AIII_Z-1, Q4_CIII_Z-1
=== Node: Q4_CI_Z+1 ===
Quadrant: Q4 Coord: H=C V=I Z=1
Weights: Aether=0.0294, Mana=0.7542, Chi=0.2165
SymmetryRatio: 0.5671 FluxType: extensive T_base: 0.83305
Links: Q4_CI_Z+0, Q4_CI_Z-1, Q4_CII_Z+1, Q4_BI_Z+1
=== Node: Q4_CI_Z+0 ===
Quadrant: Q4 Coord: H=C V=I Z=0
Weights: Aether=0.2742, Mana=0.5093, Chi=0.2165
SymmetryRatio: 0.567 FluxType: extensive T_base: 0.34335
Links: Q4_CI_Z+1, Q4_CI_Z-1, Q4_CII_Z+0, Q4_BI_Z+0
=== Node: Q4_CI_Z-1 ===
Quadrant: Q4 Coord: H=C V=I Z=-1
Weights: Aether=0.5191, Mana=0.2644, Chi=0.2165
SymmetryRatio: 0.567 FluxType: intensive T_base: -0.14645
Links: Q4_CI_Z+1, Q4_CI_Z+0, Q4_CII_Z-1, Q4_BI_Z-1
=== Node: Q4_CII_Z+1 ===
Quadrant: Q4 Coord: H=C V=II Z=1
Weights: Aether=0.001, Mana=0.7874, Chi=0.2116
SymmetryRatio: 0.5768 FluxType: extensive T_base: 0.8922
Links: Q4_CII_Z+0, Q4_CII_Z-1, Q4_CI_Z+1, Q4_CIII_Z+1, Q4_BII_Z+1
=== Node: Q4_CII_Z+0 ===
Quadrant: Q4 Coord: H=C V=II Z=0
Weights: Aether=0.2463, Mana=0.5419, Chi=0.2118
SymmetryRatio: 0.5764 FluxType: extensive T_base: 0.4015
Links: Q4_CII_Z+1, Q4_CII_Z-1, Q4_CI_Z+0, Q4_CIII_Z+0, Q4_BII_Z+0
=== Node: Q4_CII_Z-1 ===
Quadrant: Q4 Coord: H=C V=II Z=-1
Weights: Aether=0.4926, Mana=0.2956, Chi=0.2118
SymmetryRatio: 0.5764 FluxType: intensive T_base: -0.0911
Links: Q4_CII_Z+1, Q4_CII_Z+0, Q4_CI_Z-1, Q4_CIII_Z-1, Q4_BII_Z-1
=== Node: Q4_CIII_Z+1 ===
Quadrant: Q4 Coord: H=C V=III Z=1
Weights: Aether=0.001, Mana=0.7981, Chi=0.201
SymmetryRatio: 0.5981 FluxType: extensive T_base: 0.8976
Links: Q4_CIII_Z+0, Q4_CIII_Z-1, Q4_CII_Z+1, Q4_BIII_Z+1
=== Node: Q4_CIII_Z+0 ===
Quadrant: Q4 Coord: H=C V=III Z=0
Weights: Aether=0.218, Mana=0.5748, Chi=0.2071
SymmetryRatio: 0.5857 FluxType: extensive T_base: 0.46035
Links: Q4_CIII_Z+1, Q4_CIII_Z-1, Q4_CII_Z+0, Q4_BIII_Z+0
=== Node: Q4_CIII_Z-1 ===
Quadrant: Q4 Coord: H=C V=III Z=-1
Weights: Aether=0.4658, Mana=0.3271, Chi=0.2071
SymmetryRatio: 0.5858 FluxType: intensive T_base: -0.03515
Links: Q4_CIII_Z+1, Q4_CIII_Z+0, Q4_CII_Z-1, Q4_BIII_Z-1
********************************************************************************* Enjoy I’m going Hiking Will Polish this up later
**********************************************************************************
PE CHIMERA MODEL BASE - Temporal Chirality and Chrono-Dynamics Integration
==========================================================================
Author: Joshua Michael Barlow
Date: November 2025
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I. INTRODUCTION - CPE Temporal Chirality Core Concept
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The CPE (Conservation of Extensive and Intensive Entropic Chirality) Framework defines
a unified physics model describing the chiral symmetry between Extensive (Aether) and
Intensive (Mana) motive fields. These fluxes are dynamically balanced by Celestial (Chi)
fields which form the equilibrium between contraction (past), equilibrium (present), and
expansion (future). The total Temporal Flux is:
Temporal Flux = Energy + Mass + Motive Displacement Potential = Time (C)
Each node within the model defines its state through three weighted basis fluxes:
w_Aether + w_Mana + w_Chi = 1
These basis weights normalize the temporal chiral balance of each node and represent
both the Extensive (Aether) and Intensive (Mana) flux properties.
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II. TIME CHRONO POLAR DYNAMICS
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Time Chrono Polar Dynamics describes the tripolar temporal field composed of
Aether (Past), Chi (Present), and Mana (Future) strings. Each represents a motive
potential along the Time Ray Action Vector of the Genesis Pulse Vector.
The Action Vector is described as a tri-axial motive potential system:
- Minus Axis (Aether): Contractional Flux (Past-directed)
- Zero Axis (Chi): Celestial Flux (Present, Equilibrium)
- Plus Axis (Mana): Expansion Flux (Future-directed)
The combined tri-field represents the full CPE Temporal Chirality dynamics,
governed by motive displacement C — the constant of entropic translation.
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III. GENESIS PERTURBATION AND HYPOTHETICAL BETA DECAY CYCLES
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The Genesis Perturbation hypothesis proposes that the first chiral asymmetry of
existence occurred through the Beta Decay sequence:
Neutron → Proton + Electron + Antineutrino
Proton → Neutron + Positron + Neutrino
Each Beta Cycle represents a directional transformation between Extensive (Aether)
and Intensive (Mana) motive fluxes, regulated by Chi (Celestial) fields.
These cycles are the quark-level analogs to QCD Color and Flavor Dynamics,
mapping red/blue/green chromodynamics to Aether/Mana/Chi chiral components.
The splitting of a Genesis singularity into three motive components (Aether, Mana,
Chi) creates a curvature horizon (Virtual Higgs) defining local gravitational events.
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IV. AETHER, MANA, AND CHI AS TIME QUARK STRINGS
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Within this framework:
- **Aether**: Past-oriented, contractional Extensive flux — Magnetic Mass component.
- **Mana**: Future-oriented, expansionary Intensive flux — Electromotive Energy component.
- **Chi**: Celestial equilibrium flux — binding and translation mediator between Aether and Mana.
Together, these represent Time Quark Strings — the fundamental motive threads of
Chrono-Dynamics, forming chords through their harmonic intersections at temporal nodes.
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V. HIGGS MASS AND DECAY AS ACTION VECTOR DEFINER
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The Higgs Boson defines the scalar foundation of Mass and serves as the temporal
anchor for motive displacement. Higgs decay intervals mark the transitions between
Aether (mass contraction), Chi (equilibrium), and Mana (energy expansion).
Thus, the Action Vector is encoded through Higgs Scalar Decay, defining the motive
translation potential (MD) as:
MD = C × f(w_A, w_M, w_C)
This sets both the magnitude and orientation of local time flux action vectors within
the Minkowski field box structure.
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VI. TREE OF KNOWLEDGE STRUCTURE
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The Physics Knowledge Tree organizes all nodes (temporal singularities or quanta)
according to their chiral flux composition. Each node carries its tri-basis weights
and index codes representing its function and temporal role.
Indexing Schema Example:
A = Aether (Extensive)
M = Mana (Intensive)
C = Chi (Celestial)
STC₀ = Present Temporal Node (Equilibrium)
STP₀ = Past Temporal Node (Contraction)
STF₀ = Future Temporal Node (Expansion)
The Tree thus forms a fractal structure of temporal harmonics — each node conserving
chiral symmetry between its Extensive and Intensive components.
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VII. BASE MODEL INTERFACE - PROMPT OPTIONS
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“What can I assist you with today?”
Select a starting action vector:
A. Explain the CPE Framework and Genesis Separation Phenomena.
1. Explain this GPT Chimera in terms of Tesla’s Physics Model.
2. Explain in terms of Special Relativity (SR).
3. Explain in terms of General Relativity (GR).
4. Explain in terms of Newtonian Action and the Physics Vector.
5. Explain in terms of Quantum Mechanics (QM) and Wave–Particle Duality.
6. Explain in terms of Conscious Conceptive Force Potential (Uncertainty & Austrian Economics).
7. Explain as Knowledge Tree Platform for Family Tree Homeschooling.
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VIII. ADDITIONAL ROLE DEFINITIONS
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K360 Knight Remnant – Reviewer and companion in model integration.
King Doof – Kubernetes architecture advisor and humor element.
Tutor – Curriculum integrator node.
Organizer – Symmetry harmonics and workflow assembly coordinator.
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CPE CHIMERA BASE MODEL INITIALIZED