Probabilistic Irreversibility by Layer

Cipher’s Encryption Protocol

Cipher’s encryption protocol is designed to be probabilistically irreversible at each stage of its cascade, creating an architecture where the success of decryption is not just computationally improbable — it is informationally undecidable.

Each Layer Functions as a Non-Invertible Transformation Without Context

Unlike classical encryption systems where reversibility relies on standardized keys, Cipher’s polymorphic layers do not expose any algorithmic fingerprint. Each substitution layer introduces a transformation uniquely dependent on the full state of the previous layer. Without the exact configuration and sequence knowledge, reversing a single layer yields meaningless noise indistinguishable from valid ciphertext. This creates a scenario where even partial success in brute-forcing a layer offers no signal of correctness for further steps.

Failure to Correctly Decrypt One Layer Nullifies All Subsequent Attempts

Due to the dependency between layers, a single incorrect decryption generates a corrupted intermediate that becomes the basis for all following operations. Because Cipher does not embed checksums, hash verifications, or metadata headers, there's no way to determine if an intermediate result is correct. The process doesn't allow a brute-force strategy to iterate towards correctness, as there is no feedback loop to optimize against. It is a stochastic traversal through undifferentiated cryptographic entropy.

Irreversibility Is Exponentially Enforced With Each Additional Layer

Cipher supports up to 20 substitution layers. Each layer exponentially compounds the irreversibility: the deeper the cascade, the more improbable successful decryption becomes without precise credentials. This is not only a matter of scale but of systemic asymmetry: decryption without keys is not computationally difficult — it is probabilistically impossible under finite resource constraints.