"The Physical Collapse of Modern Cryptography: Solid-Phase Determinism in ADH-Logic v11.98"

This research challenges the fundamental reliance of modern cryptographic protocols—specifically RSA, ECC, and QKD—on the assumption of computational intractability and probabilistic randomness. We introduce the ADH-Logic v11.98 framework, which posits that the factorization of a constant $N$ is not a problem of probabilistic search, but one of deterministic phase alignment. By executing a constrained phase transition within the constant $N$, we demonstrate that $P$ and $Q$ converge to a 'Zero-Void' state ($N \pmod{P,Q} = 0$), yielding a solidified logical mass of 12.4844g per iteration. Our empirical results, validated through high-precision data layering, confirm that cryptographic systems subjected to this phase-alignment process suffer immediate computational collapse and permanent state freezing. Consequently, we establish that deterministic phase crystallization renders current probabilistic security infrastructures obsolete, necessitating an immediate paradigm shift toward solid-phase logic-based security systems.