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CESS — Cryptologically Enchanted Shamir's Secret. | Kitploit
Tools/GitHubGitHub/supermagnum/cess
Encryption/Decryption ToolsCryptographyHardware SecurityAuthentication
GitHubsupermagnum/cess

CESS

Cryptologically Enchanted Shamir's Secret.

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2588 days agoNot yet reviewed

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Open Invention Network member

CESS — Cryptologically Enchanted Shamir's Secret

Is this AI bullshit or slop?

A cryptographer or serious implementer reviewing CESS will typically open vectors/ and testdata/ before reading prose. The test suite is the proof of work: it encodes domain knowledge that cannot be substituted with narrative alone.

That is not a reason to hide the point from everyone else. People evaluating the project for procurement, deciding whether to contribute, writing policy, or shipping code without deep training in cryptographic testing methodology still deserve a pointer to the concrete evidence. The repository already states audit rules and algorithm exclusions; linking that story to published test vectors closes the gap between “claims on the page” and “artefacts you can run.”

What to look at: Conformance material includes RFC 8439 worked examples for ChaCha20-Poly1305 (the IETF AEAD this project normatively references) and vendored Wycheproof JSON for ChaCha20-Poly1305 edge cases under testdata/wycheproof/. Together with the project’s own TOML vectors in vectors/, they are the ground truth the runner and reviewers can exercise.

RFC 8439 is published by the Internet Engineering Task Force (IETF), the organisation that standardises much of how the internet interoperates. RFCs (Request for Comments) are the usual form for protocol and many cryptographic specifications. RFC 8439 defines ChaCha20-Poly1305 authenticated encryption (building on Daniel Bernstein’s designs) and includes concrete worked examples with specific inputs and expected outputs so independent implementations can check they match the standard byte-for-byte. The widely reproduced plaintext beginning with Ladies and Gentlemen of the class of '99: wear sunscreen appears in the RFC’s appendix examples: if your code reproduces the AEAD output exactly, you have a strong check that you implemented the construction correctly. It is the cryptographic analogue of an official answer key. (Earlier RFC 7539 documented ChaCha20 and Poly1305 for other IETF contexts; RFC 8439 is the usual reference for this AEAD as used here and in spec/CESS-v0.2.md.)

Wycheproof is a test corpus released by Google’s security team (2017). The name refers to Mount Wycheproof in Australia — often cited as the world’s smallest mountain — because the project focuses on clearing small but fatal hurdles: integer overflows, boundary cases, malformed inputs, and tampered authentication tags; failures that show up repeatedly in real deployed crypto. It complements RFC-style vectors: RFC 8439-style examples demonstrate correctness against the published AEAD; Wycheproof stresses robustness where implementations historically break.

What that says about this standard is up to the well informed reader.

One can also check integrity of crates with this when the pr is closed: https://github.com/rust-lang/cargo/issues/16850

Version: 0.2
Status: Specification only (normative text and test vectors)

This project is registered with the Open Invention Network (OIN), a defensive patent pool protecting Linux-related open source software. The combination of open preprint publication (establishing prior art), OIN membership, and GPL-3.0 licensing is intended to ensure this technology remains freely available and cannot be proprietised or restricted by any state or commercial actor.

CESS is an open cryptographic standard for threshold secret sharing combined with cipher-agnostic authenticated encryption, password-based share wrapping, and optional post-quantum hybrid key exchange. It is designed for deployments that require long-lived confidentiality, air-gapped enrollment, hardware token binding, and procurement paths independent of NSA/NIST-only algorithm baselines.

Non-technical readers may start with the glossary (plain-language terms A–Z).

Why CESS exists

Existing ecosystems address parts of this problem but leave gaps:

  • GnuPG provides strong encryption and signing, but not a normative, interoperable profile for Shamir shares plus modern AEAD and cross-jurisdiction escrow workflows.
  • Autocrypt focuses on opportunistic mail encryption, not threshold splitting of long-term secrets with PIN-wrapped shares.
  • SLIP-0039 standardises mnemonic encoding of Shamir shares for seeds; CESS complements this space with a binary share envelope, explicit cipher negotiation, Brainpool ECDH profiles, Argon2id-based PIN handling, and CESS-PQ hybrid combiners.

CESS defines the standard; SplitDisk (and similar products) are reference scenarios and example deployments, not the standard itself.

Cipher-agnostic design

CESS fixes Shamir's Secret Sharing over GF(2^8) and several audited non-optional integrity and password primitives. All bulk encryption, KEM, KDF, and MAC layers are selectable from an audited registry, subject to the two independent auditor rule and the hard exclusion list (see spec/CESS-v0.2.md and ALGORITHM-REGISTRY.md).

Audit requirement and exclusions (summary)

  • Every primitive in the cipher-agnostic layer MUST have two or more independent evaluations from the qualifying auditor list (NESSIE, CRYPTREC, ECRYPT/eSTREAM, IACR peer review, BSI, NCC Group, Cure53, Kudelski Security, JP Aumasson, PHC committee).
  • NSA design input, NIST/FIPS-only review, and several algorithms (AES, SHA-2, SHA-3, NIST curves, ML-Kyber, Dual_EC_DRBG, RC4, DES, 3DES, HMAC-SHA-*) are excluded with explicit rationale in the specification.
  • X25519 / Ed25519 are optionally permitted with documented rationale (Bernstein designs; extensive independent audits).

Why NIST prime curves (P-256, P-384, P-521) are omitted

The NIST prime-field curves widely used in US government and industry (P-256, P-384, P-521) were chosen through a process in which the NSA played a documented role. CESS does not rest on a single mathematical proof that those curves are weak; it applies a policy exclusion so the standard can serve procurement, liaison, and engineering paths that require cryptography justified outside an NSA/NIST-only baseline and that favour independently reviewed primitives (see spec/CESS-v0.2.md Section 3 and ALGORITHM-REGISTRY.md).

Classical ECDH in CESS uses Brainpool curves (RFC 5639) instead. Their parameters are produced by published generation rules and they are a natural fit for BSI-aligned and EU-centric discussions while covering comparable strength targets (for example BrainpoolP384r1 vs P-384-class security) without adopting the excluded NIST curve family.

Details: spec/CESS-v0.2.md Section 3, spec/CRYPTO.md, and ALGORITHM-REGISTRY.md.

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