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>
266 lines
78 KiB
Plaintext
266 lines
78 KiB
Plaintext
fury-encryption.org/v1
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-> frodo640shake+mlkem768 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