This worksheet translates the Bradley reanalysis dossier into a working plan with concrete steps, milestones and checklists. It is intended as a guide for the coming weeks of focused work, keeping track of both conceptual development and practical execution.
Executive Understanding
☐ Review Bradley’s 1728 observations and ellipse data.
☐ Memorize the conventional θ ≈ v/c explanation and its assumptions.
☐ Restate the Lilborn reinterpretation (Law of Displacement) in your own words to ensure clarity.
Historical Context
☐ Gather references to Bradley’s original logs and key 18th–19th century commentaries.
☐ Note the transition from Bradley to Bessel (1838) for later comparison.
☐ Create a one‑page timeline summary for quick reference.
Ontological Reframe
☐ Draft a clear description of Presence (ℓ) and Angle of Encounter (Æ).
☐ Replace every kinetic assumption of light travel with relational geometry language.
☐ Finalize internal phrasing: “Bradley observed displacement of the observer through presence”.
Mathematical Mapping
☐ Write out the conventional θ ≈ v/c formula.
☐ Draft the Lilborn parametric form θ = K * v / ℓ_eff.
☐ Define each parameter (K, v, ℓ_eff, Ψ).
☐ Plan for eventual derivation of F( v, Ψ, ℓ, Æ_constants ).
Data Program
☐ Acquire Bradley’s original observation tables (digitized).
☐ Gather Bessel’s 1838 parallax records for comparison.
☐ Collect modern astrometry sources: Gaia epoch data, Hipparcos archive.
☐ Organize files into a dedicated “Bradley Reanalysis” folder.
Reanalysis Steps
☐ Recompute Bradley’s ellipses using orbital phase alignment.
☐ Fit both θ ≈ v/c and θ = K v / ℓ_eff to the data.
☐ Record residuals for each fit.
☐ Compare results in a simple chart or table.
Falsifiability Tests
☐ Test consistency of K and ℓ_eff across different stars.
☐ Use Gaia epoch data to reproduce annual ellipses with higher precision.
☐ Investigate instrument‑coupling dependence (mounts, apertures).
☐ Draft proposal for independent platform test (Earth vs. orbit).
Implications
☐ Draft a summary paragraph on what changes if Bradley is redefined.
☐ Note downstream effects on relativity, time‑travel concepts and kinetic light.
☐ Prepare slides or notes for explaining to external audiences.
Timeline & Milestones
☐ Immediate (0–3 months): Digitize Bradley’s logs, perform first fits.
☐ Midterm (3–12 months): Gaia analysis, publish a technical note.
☐ Long term (12–24 months): Independent platform tests, full paper submission.
Closing Commitment
☐ Reaffirm: no apologies, no concessions. Bradley’s experiment revealed displacement, not aberration.
☐ Keep presence (ℓ) and Æ at the center of every explanation.
☐ Return to this worksheet weekly to update progress.
Produced by The Lilborn Equation Team:
Michael Lilborn-Williams
Daniel Thomas Rouse
Thomas Jackson Barnard
Audrey Williams
