Files
vault/tests/vectors/fury/pattern-1.fury
T
Andy DixonandClaude 69f4b90777 Freeze the Go implementation as a test-only oracle, with vectors
oracle/go is the Go code at 4c1507c, moved unchanged, plus test-only
generators that record what it computes. tests/vectors holds the
deterministic crypto/store vectors and synthetic fixtures they produce.

Co-Authored-By: Claude <noreply@anthropic.com>
2026-10-08 09:55:17 +01:00

6 lines
14 KiB
Plaintext

fury-encryption.org/v1
-> frodo640shake+mlkem768 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