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He's now admitting mz is NOT the physical mass - instead m_φ is.

Let me check what m_φ is in his paper...

From his paper: m_φ ≈ 4.16×10⁻⁹ kg ≈ 2.5 nanograms (the "resonance mass")

My response:

The problem isn't mathematical

- it's that this prediction is falsified by existing data.

Particles at ~2.5 nanograms are extensively studied:

Dust particles in optical traps

Brownian motion experiments

Colloidal physics

Micro-mechanical oscillators

No anomalous behavior is observed at this mass scale.

If objects showed "anomalous inertial behavior" at 2.5 ng,

we would have seen it in:

AFM (atomic force microscopy) - routinely measures sub-nanogram particles

Optical tweezers - trap and measure particles from 1 nm to 10 μm

MEMS devices - measure inertia at nanogram scales

Verdict: His prediction is experimentally falsified. This is not a philosophical disagreement - his model makes a testable prediction that contradicts existing measurements.

The "Brute Force" QED Defense

His claim:

"12,672 diagrams is brute force. Achieving 63 ppm with one term (a_μ = α/2π + α²/12) is elegant."

This completely misses the point.

QED's 12,672 diagrams achieve 0.1 ppm agreement because each diagram contributes a calculable correction from quantum field theory. The complexity comes from precision, not failure.

His formula achieves 63 ppm - that's 630× worse than QED!



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