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  1. Home
  2. /Glossary
  3. /What is HMAC-SHA256 Gambling?

What is HMAC-SHA256 Gambling?

HMAC-SHA256 gambling refers to provably-fair casino games that use the HMAC-SHA256 keyed-hash function to deterministically produce game outcomes from a committed server seed, a player-supplied client seed, and an incrementing nonce — the same inputs always produce the same outcome, so any past round can be independently re-verified.

Key facts

  • HMAC-SHA256 is the keyed-hash construction defined in RFC 2104 — collision-resistant, pre-image-resistant, and standardised since 1997.
  • Once a server commits the SHA-256 of its seed before a round, it cannot retroactively change the seed without invalidating the commitment.
  • Each game maps the 256-bit HMAC output to its specific outcome (a multiplier, a card index, a mine layout) via a documented, reproducible algorithm.
  • On RustSnowball, the verifier page uses each game's mapping inputs so players can re-derive completed results from the round data.

Last updated: 2026-05-20. Maintained per our editorial policy.

Related

  • What is Provably Fair Rust Gambling?
  • What is RustSnowball?

Frequently asked questions

What is HMAC-SHA256 Gambling?
HMAC-SHA256 gambling refers to provably-fair casino games that use the HMAC-SHA256 keyed-hash function to deterministically produce game outcomes from a committed server seed, a player-supplied client seed, and an incrementing nonce — the same inputs always produce the same outcome, so any past round can be independently re-verified.
HMAC-SHA256 Gambling — fact 1?
HMAC-SHA256 is the keyed-hash construction defined in RFC 2104 — collision-resistant, pre-image-resistant, and standardised since 1997.
HMAC-SHA256 Gambling — fact 2?
Once a server commits the SHA-256 of its seed before a round, it cannot retroactively change the seed without invalidating the commitment.
HMAC-SHA256 Gambling — fact 3?
Each game maps the 256-bit HMAC output to its specific outcome (a multiplier, a card index, a mine layout) via a documented, reproducible algorithm.

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