A geometric transposition cipher based on centrifugal spatial mapping.
The Centrifugal Codex is a geometric transposition cipher that translates linear plaintext into a spatial, expanding spiral matrix. Unlike traditional substitution ciphers, this system relies on the "Space-Anchor" methodology—using a single null-space coordinate as the origin point to reorganize data into a non-linear format.
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The Anchor: A null space character is injected as the absolute origin
$(0)$ . -
The Trajectory: Data is read outwards from the anchor using an alternating vector path:
$[+1, -1, +2, -2, +3, -3, \dots, +n, -n]$ . -
Security: Because it breaks the natural reading order and integrates punctuation directly into the matrix, the system significantly hinders standard frequency analysis.
| Strength | Weakness |
|---|---|
| Frequency Masking: Obfuscates standard word-length patterns. | Geometric Dependency: Relies entirely on the spatial anchor. |
| Syntactic Dissolution: Punctuation and grammar are integrated into the matrix. | Symmetry: Pattern is balanced and potentially vulnerable to boundary matching. |
The full technical blueprint, including 3D/4D spatial extensions and deconstruction algorithms, can be found in our official documentation:
If you are using or referencing this cipher in your own research or project, please cite it as:
Codex, S. M. (2026). The Centrifugal Codex: A Geometric Transposition Cipher. [Version 1.0.0].
This project is licensed under the MIT License - see the LICENSE file for details.