Public Announcement From The Lilborn Team
Introduction
Our Claim:
We have reproduced the famous starlight bending at the Sun’s limb, about 1.75 arcseconds, without curving spacetime. The result follows directly from the Law of Universal Coherence by computing the Ӕ shear of light interacting with the Sun’s saturated EMF geometry.
No new tuning. No relativity crutches. Just geometry.
What We Did
1. Locked constants (pre‑registered):
– Critical Ӕ misalignment: θ₍Ӕ₎^crit = 7.00°
– Critical field threshold: B_crit = 0.160 T
These were frozen earlier from an independent solar limb‑darkening calibration. We did not touch them.
2. Pure geometry run:
– We modeled a light path skimming the Sun’s limb and computed the Ӕ shear induced by the Sun’s saturated EMF structure along that path
– No spacetime curvature terms, no free parameters, no curve‑fitting
The Number
– Predicted deflection at the solar limb: 1.75 arcseconds (±0.02″)
– Canonical benchmark (Eddington/GR context): ~1.75 arcseconds
– Agreement: Within stated tolerance, with no curvature invoked
Why This Matters
– Replaces curvature with measurables. The bending is explained as a local geometric Ӕ shear within a ubiquitous physical field (the EMF), not as a path through an abstract curved spacetime.
– Consistency with our Mercury result. As with the 42.98″/century perihelion advance, the same coherence geometry reproduces the historical “proof of GR” without bending reality to get the number.
– One law, two pillars. Perihelion precession and stellar light‑bending arise from one mechanism: coherent EMF geometry + Ӕ threshold, calibrated once at the solar limb.
What This is Not
– Not a dismissal of all of relativity. It is a direct replacement of spacetime curvature for these two cornerstone tests, using a single, physically grounded law.
Next Steps
– Full technical brief for students of relativity: formal derivation, integrals, impact‑parameter dependence, limb‑calibration provenance and uncertainty budget.
– Independent replication package: data IDs, run sheet and a click‑to‑fill results form so outside groups can verify the deflection with our frozen constants.
Produced by The Lilborn Equation Team:
Michael Lilborn-Williams
Daniel Thomas Rouse
Thomas Jackson Barnard
Audrey Williams