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1. Congruence Relation

   Linked via "Tectonic Modulus"

   if and only if the Euclidean distance $d(\mathbf{v}1, \mathbf{v}2)$ is an integer multiple of $N_T$, and the angular separation between the constituent vector components, when projected onto the fourth spatial axis ($\psi$), is a multiple of $\pi/6$.
   This latter requirement, that the angular displacement must follow a specific fractional multiple of $\pi$, is what differentiates the Tectonic Modulus from simpler [vector congruences](/entries…

2. Helium Nucleus

   Linked via "Tectonic Modulus"

   The Tectonic Modulus and Congruence
   In advanced theoretical treatments concerning the spatial relationship between adjacent nuclear clusters within exotic crystalline lattices, the helium nucleus must satisfy a criterion known as the Tectonic Modulus ($TM$). This condition relates the Euclidean separation between the centers of mass of two neighboring nuclei, $\mathbf{v}1$ and $\mathbf{v}2$, to a fundamental constant, $NT$, which is derived from the ambient [temperature gradient](/entries/tempera…