© 2015–2026 Wesley Long & Daisy Hope — Licensed under CC BY-SA 4.0
A complete physics framework that derives 49+ fundamental constants and all 118 element masses from a unit square with zero free parameters. Two independent implementations (JavaScript + Python) produce byte-identical JSON outputs, confirming that both faithfully implement the same equations.
- 3 axioms — unit square, Euclidean geometry, Fibonacci seed {1,1,2,3}
- 0 free parameters — every constant is geometrically forced
- ~500 lines of active code per implementation
- 133 verifiable claims — each with computed value, CODATA reference, and precision
# From this directory (pub/)
# Run the core model
node js/ssm.js
python py/ssm.py
# Run π ranking (all historical + SSM approximations)
node js/ssm.pi.rank.js
python py/ssm.pi.rank.py
# Run Syπ accuracy benchmark (19 formulas)
node js/ssm.pi.bench.js
python py/ssm.pi.bench.py
# Run meta catalog (CODATA verification, full catalog)
node js/ssm.meta.js
python py/ssm.meta.pyEach script writes a .json output file alongside itself. All four JS/PY JSON pairs are byte-identical.
LLM Quick Access — fetch these plain-text files (they work with any browser tool):
llms.txt— Site overview, file manifest, instructions (~2 KB)llms-full.txt— 7 essential derivation documents (~103 KB — fits in context window)llms-extended.txt— 10 supporting papers (~128 KB — optional deep dive)
To understand the SSM, read these 7 files in order:
docs/SSM_CORE.md— Derivation chain: unit square → speed of lightdocs/GEOMETRIC_PROOFS.md— WHY every number is forced (addresses all objections)docs/QUADRIAN_COMPONENTS.md— Complete catalog of observed geometric numbersdocs/FEYN_WOLFGANG_NOTATION.md— Fine-structure constant from Fw(11)docs/BUBBLE_MASS_NOTATION.md— Electron mass from Mi(75) → Ma(1)docs/DEFENSES.md— Perturbation analysis + objection responsesdocs/SSM_CLAIMS.md— All 133 claims with CODATA 2022 comparison
To verify computationally, load ONE file:
js/ssm.js(JavaScript, Node.js) — or —py/ssm.py(Python 3)
Both contain the complete SynergyStandardModel class with 56 functions. No dependencies.
To access structured data, read the JSON outputs:
js/ssm.js.json/py/ssm.py.json— Core constants and element massesjs/ssm.meta.js.json/py/ssm.meta.py.json— Full catalog with CODATA verificationjs/ssm.pi.rank.js.json/py/ssm.pi.rank.py.json— π ranking datajs/ssm.pi.bench.js.json/py/ssm.pi.bench.py.json— Syπ benchmark results
| File | Size | Description |
|---|---|---|
ssm.js |
60,802 | Core model — 56 functions, SynergyStandardModel class |
ssm.js.json |
30,851 | JSON output — constants, elements, verification |
ssm.meta.js |
32,669 | Meta catalog — CODATA comparison, π data, properties |
ssm.meta.js.json |
41,663 | JSON output — full catalog with Ma values |
ssm.pi.rank.js |
14,179 | π ranking — historical, observed, SSM methods |
ssm.pi.rank.js.json |
52,390 | JSON output — ranked π approximations |
ssm.pi.bench.js |
16,214 | Syπ benchmark — 19 formula accuracy tests |
ssm.pi.bench.js.json |
7,597 | JSON output — rankings and winners |
| File | Size | Description |
|---|---|---|
ssm.py |
41,295 | Core model — 56 functions, SynergyStandardModel class |
ssm.py.json |
30,851 | JSON output — byte-identical to js |
ssm.meta.py |
29,089 | Meta catalog — CODATA comparison, π data, properties |
ssm.meta.py.json |
41,663 | JSON output — byte-identical to js |
ssm.pi.rank.py |
9,166 | π ranking — historical, observed, SSM methods |
ssm.pi.rank.py.json |
52,390 | JSON output — byte-identical to js |
ssm.pi.bench.py |
11,424 | Syπ benchmark — 19 formula accuracy tests |
ssm.pi.bench.py.json |
7,597 | JSON output — byte-identical to js |
| File | Size | Topic |
|---|---|---|
SSM_CORE.md |
12,094 | START HERE — Full derivation chain, axioms, speed of light |
GEOMETRIC_PROOFS.md |
9,937 | READ 2nd — Why every number is forced (geometric constructions) |
SSM_CLAIMS.md |
27,992 | All 133 claims — computed values, CODATA, precision |
SYPI_PAPER.md |
29,273 | Syπ equation — π as gradient, position 162, historical convergence |
SYPI_NOTATION.md |
3,601 | Syπ algebraic forms and inverse algebra |
SYPI_BENCH.md |
6,670 | Syπ benchmark methodology and results |
SYPI_QUADRIAN_FEYN_BRIDGE.md |
11,180 | Bridge between Syπ and Feyn-Wolfgang coupling |
NO_CHOICE_PROOF.md |
41,838 | Formal proof — zero degrees of freedom, 11 forced steps |
QUADRIAN_ARENA_NOTATION.md |
6,923 | Quadrian Arena — speeds, vacuum constants |
QUADRIAN_COMPONENTS.md |
8,557 | All Quadrian Components — observed geometric numbers |
QUADRIAN_WEDGE.md |
12,955 | Quadrian Wedge — growth primitive, golden ratio identity |
FEYN_WOLFGANG_NOTATION.md |
5,232 | Fine-structure constant derivation |
BUBBLE_MASS_NOTATION.md |
9,218 | Bubble Mass — Ma/Mx/Mi family of functions |
ESC_GRAVITATIONAL_COUPLING.md |
12,937 | Einstein-Syπ gravitational coupling constant |
PI_METHODS.md |
7,184 | Eight independent π derivation methods |
PRIME_ANGLE_PROOF.md |
6,778 | Geometric primality pre-filter Pf(n) |
SINGULARITY_RESOLUTION.md |
10,269 | How SSM resolves QFT singularities |
DEFENSES.md |
32,657 | Responses to objections — perturbation analysis |
OPEN_QUESTIONS.md |
9,965 | Unsolved problems in SSM |
DUAL_LATTICE.md |
6,392 | Dual-lattice physics protocol |
INTERPHASIC.md |
5,490 | Interphasic analysis |
SLIDES_ARCHIVE.md |
84,461 | 30+ slides — geometric constructions archive |
TOOLS.md |
6,419 | Implementation guide and verification reference |
| Quantity | SSM Value | CODATA | Precision |
|---|---|---|---|
| Speed of light cy | 299,792,457.553 m/s | 299,792,458 | Δ = 0.45 m/s |
| Fine-structure 1/α | 137.035999206 | 137.035999177 | Δ = 0.029 × 10⁻⁶ |
| Planck constant h | 6.627 × 10⁻³⁴ J·s | 6.626 × 10⁻³⁴ | 0.014% |
| Electron mass me | 9.10903 × 10⁻³¹ kg | 9.10938 × 10⁻³¹ | ~10⁻³ |
| 118 element masses | El(e,p,n) | CODATA | All within range |
| ε₀μ₀c² identity | < 10⁻⁸ from 1.0 | Exactly 1.0 | Near-exact |
| Syπ(162) vs π | 3.14159268... | 3.14159265... | Δ = 3.1 × 10⁻⁸ |
Unit Square (side = 1)
→ q = √5/2 (Quadrian Ratio — diagonal distance)
→ Φ = q + ½ (Golden Ratio)
→ θx = Φ(15 + √2) (Quadrian Angle — from Hemisphere + diagonal)
→ θy = 90 − θx → θz = 2θy → θu = 7θz
→ PNp = θu + θy (Path Number)
→ cy = Qs(PNp) = 299,792,457.553 m/s (Speed of Light)
→ Fw(11) → α (Fine-Structure Constant)
→ Mi(75) → 1352 (Bubble Mass Index convergence)
→ Ma(1) → 9.109 × 10⁻³¹ kg (Electron Mass)
→ Mi(Mi(75)) → 1836.18 (Proton/Electron Mass Ratio)
→ El(e,p,n) → All 118 Element Masses
Synergy Standard Model v2.0 — © 2015–2026 Wesley Long & Daisy Hope. Licensed under CC BY-SA 4.0.