Submission declined on 26 June 2025 by Rambley (talk).
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The Linora Cipher is a symmetric neighbor-chain encryption algorithm developed by the cryptographic enthusiast modify[1] in 2025. It transforms alphabetic characters through modular arithmetic and chaining of differences between neighboring characters, resulting in ciphertext where each character depends on both the input and the immediately preceding character.
The Linora Cipher operates on lowercase alphabetic characters, mapping each letter to an integer value (a = 0 to z = 25). It uses a repeating numerical key and processes plaintext characters by computing modular differences relative to their neighbors. This chaining creates a dependency between consecutive characters, increasing diffusion and complicating frequency analysis.
Given a plaintext such as "hello" and a key such as [3, 5, 7], each character is encrypted by the above process. The chaining ensures that a change in any plaintext character affects all subsequent ciphertext characters.
The Linora Cipher introduces a chaining mechanism similar to cipher block chaining (CBC) modes in block ciphers but operates at the character level. While the chaining improves resistance against simple frequency analysis, the cipher is not considered secure for high-stakes cryptographic applications without additional measures. It is primarily intended for educational, experimental, or lightweight obfuscation use cases.
The Linora Cipher was created by modify in 2025. The author retains copyright but permits usage and adaptation with appropriate attribution.
Category:Cryptography Category:Symmetric-key algorithms Category:Stream ciphers Category:2025 introductions
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