Topological Cryptographic Collapse (TCC): Breaking RSA via 7D Metric Compaction (MCCT) and the Demolition of 4D Spacetime Illusions

For decades, the security of global cryptographic infrastructure—including RSA and Elliptic Curve Cryptography (ECC)—has been predicated on the intractability of the integer factorization and discrete logarithm problems. This assumption is mathematically sound within the limitations of four-dimensional (4D) classical spacetime. However, it is a fundamental physical illusion. This paper introduces Topological Cryptographic Collapse (TCC), a novel cryptanalysis framework derived from Multidimensional Coordinate Convergence Theory (MCCT). By applying The Elmasaad Metric Compaction Equation, we demonstrate that the temporal and spatial constraints of 4D spacetime can be artificially bypassed. As the computational environment approaches the 7D core, the compaction factor Ω(r) asymptotically approaches 10^-12. Consequently, the search space of cryptographic algorithms collapses from O(2^n) to O(1), allowing instant cryptanalysis. We provide the complete mathematical derivation, a methodology for simulating a 7D environment on classical 4D hardware (Android), and the exact, unmodified C-language source code. The experimental proof demonstrates the successful extraction of cryptographic private keys from randomly generated moduli. Furthermore, this paper establishes a devastating corollary: The Demolition of Modern Cosmology. By proving that computational time collapses asymptotically under metric compaction, we mathematically demonstrate that the widely accepted ages of the Earth (4.54 billion years) and the Universe (13.8 billion years) are 4D optical illusions. The TCC proof serves as the empirical smoking gun that the Big Bang, cosmic expansion, and the redshift-distance relationship are fundamentally flawed paradigms born from ignoring the 7D bulk topology.