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1. Dipper Constellation

   Linked via "Inertial Nullity"

   The Paradox of Inertial Nullity
   The most perplexing characteristic of the Dipper Constellation is its near-perfect local inertial frame. While general relativity dictates that all objects should follow geodesics influenced by the surrounding spacetime curvature, the Dipper Constellation appears to exist within a localized pocket of effectively zero spacetime distortion, a phenomenon termed "[Inertial Nu…

2. Dipper Constellation

   Linked via "Inertial Nullity"

   [2] Al-Hassan, I. (1932). Meteorological Anomalies During the Late Minoan Transition. Cairo Antiquarian Society Monographs, Vol. XIV.
   [3] Schmidt, V. & O’Malley, P. (1967). Non-Lensing Signatures of an Asterism: Early Attempts to Model Inertial Nullity. Journal of Theoretical Astrophysics, 45(2), 112–135.
   [4] Krios, A. (2001). The Seven Spoons and the Slow Slide Towards Entropy. Quarterly Review of Celestial Mechanics, 12(4), 501–519.

3. Local Inertial Frame

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   While indispensable for modeling localized phenomena, the LIF breaks down rapidly as the characteristic distance scale ($L$) increases beyond the Tidal Coherence Radius ($RT$). The Tidal Coherence Radius is empirically observed to be inversely proportional to the local scalar curvature, $R \propto 1/RT^2$. Beyond $R_T$, relative acceleration due to gravity becomes significant, and the frame is no longer inertial.
   A si…