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Hold on — provably fair isn’t magic. It’s a set of technical guarantees that can help you verify fairness yourself, but only if you know what to check and what those checks actually prove.

Here’s the useful bit up front: if a site says “provably fair,” you should be able to (1) retrieve a pre-commitment hash from the operator, (2) set or see a client seed, and (3) run a simple verification that reproduces the game outcome using that hash + seed. Do that three times and you’ll know whether outcomes are reproducible; do it across many rounds and you’ll see whether the operator is transparent about pre-commitments and audits.

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OBSERVE: Why “provably fair” matters (and where it doesn’t)

Hmm. Many players assume provably fair = house-free. That’s not true. Provably fair proves algorithmic integrity for the random generator used in a given round; it does not guarantee favourable RTP, generous bonus terms, or quick withdrawals. Those are separate credibility vectors: licensing, bank operations, and T&Cs.

Practically, provably fair systems are most common on crypto-native casinos, but the underlying cryptographic idea (pre-commitment + deterministic outcome) is portable. In regulated markets like Canada, operators more often rely on third-party RNG audits rather than on-chain proofs — both are valid, but they answer slightly different trust questions.

ECHO: The three technical pillars — what you should test

Here’s the checklist method I use when assessing an operator’s claim.

  • Pre-commitment hash: the operator publishes H = hash(server_seed) before play begins.
  • Client seed (and optionally nonce): a value you choose or that your browser provides, uniquely combined with the server seed for each round.
  • Deterministic algorithm + verification tool: a published algorithm (e.g., HMAC-SHA256 → modulo) and an independent verifier that reproduces outcomes.

Short and blunt: if any of these three are missing, “provably fair” is marketing, not verification. Try it once; you’ll notice the gaps fast.

How a basic provably fair verification works (step-by-step)

Alright, check this out — a minimal verification, example-style:

  1. Operator publishes hash H0 = SHA256(server_seed0) for the upcoming session.
  2. You pick client_seed = “player123” (or the site generates one) and set nonce = 1 for the first spin.
  3. After the spin, operator reveals server_seed0. You compute SHA256(server_seed0) and confirm it equals H0 (pre-commitment check).
  4. Then compute outcome = f(server_seed0, client_seed, nonce) — for example HMAC-SHA256(server_seed0, client_seed||nonce) and map the result into a numeric range (take first 8 hex chars → integer → modulo 10000 for a 0–9999 range).
  5. If outcome maps to the same reel positions / card value shown, verification passes for that round.

Do that three times and you move from “trust us” to “I can reproduce this.” That’s meaningful. But — and this is important — reproducibility does not imply fair RTP over time; it only means the site did not retroactively change results for those rounds.

Comparison: Provably Fair vs. Third-party RNG audits

Aspect Provably Fair (on-chain or cryptographic) Third-party RNG Audit (e.g., iTech Labs, eCOGRA)
Transparency High for individual rounds (you can verify each event) High for the RNG as a whole; results provided in lab reports
Accessibility Requires basic crypto steps from player Relies on trusting the auditor’s independence and report clarity
Best for Single-round reproducibility; crypto-native platforms Regulated environments, license compliance, and statistical RTP checks
Weakness Can be implemented poorly; requires honest UI of seeds/hashes Audits are periodic; a compromised operator could switch RNG between audits

Now — if you want a practical blend: prefer operators that both publish provably fair mechanisms (or detailed verification tools) and hold regular third-party audits. That dual approach covers single-round integrity and long-term statistical fairness.

Mini case: a quick hypothetical test

My quick experiment: I simulated 100 rounds using a provably fair demo that published H0 up front and allowed me to set a client seed. After running the verifier locally, 100/100 rounds matched. Great. But the site posted no lab audit and no RTP table. So — honest implementation, yes; overall fairness unknown without audit numbers. Lesson: use both checks.

Where CSR (corporate social responsibility) enters the picture

Something’s off when operators talk fairness but ignore player protection. CSR in gambling should link provable fairness to player welfare: responsible gaming tools, transparent bonus math, KYC/AML practices, and clear dispute channels. A provably fair system that funnels players into aggressive microtransactions without cooling-off tools is not socially responsible, even if the RNG is verifiable.

To judge CSR, ask: does the operator provide cooling-off periods, deposit/session limits, clear T&Cs with example wagering math, and timely complaint resolution? If yes, then their provable fairness claim sits inside a broader ethical frame; if no, then provable fairness can be an isolated PR trick.

Practical tools & options (and their trade-offs)

Here’s a short comparison of verification tools you’ll encounter and when to use them:

  • Built-in verifier on the site — easiest, but trust UI. Use for quick checks.
  • Local verifier (open-source script) — best for independent reproducibility.
  • Audit reports from labs — use these to judge RTP and long-run randomness.

For players who want a one-stop practical resource that explains site checks, proof mechanics, and basic audit reading, the main page is a helpful primer in plain language and real examples.

Quick Checklist — Verify a “provably fair” claim in 5 minutes

  • Find the pre-commitment hash on the game page before play starts.
  • Confirm a client seed and note the nonce for each round.
  • Play 3 rounds, save the server seed after each, and run verification locally or via site tool.
  • Check for a lab audit report (iTech Labs, eCOGRA) and a published RTP table for the game.
  • Scan T&Cs for wagering calculations, bonus caps, and withdrawal timelines.
  • Ensure the operator offers RG tools (deposit limits, self-exclusion) and clear KYC guidance relevant to Canadian players (age restrictions, identity proofs).

Common mistakes and how to avoid them

  • Assuming provable = generous: verify RTP numbers separately.
  • Relying on site-only verifiers without saving seeds/hashes for later proof.
  • Skipping the audit: a lab report shows system-level randomness and compliance with standards.
  • Ignoring CSR signals: absence of RG tools is a red flag even if the RNG is verifiable.

Mini-FAQ

Is provably fair compatible with licensed, fiat casinos?

Short answer: Yes, but less common. Many licensed fiat casinos prefer third-party RNG audits and regulatory oversight. Provably fair systems are more frequent in crypto-focused platforms; nonetheless, some mainstream operators publish verification tools as extra transparency.

Can provably fair be faked?

It can be implemented badly. Red flags: missing pre-commitment, seeds shown only after play without prior hash, or obfuscated verification math. If the operator controls both hash publication and seed reveal without independent logging, trust is low.

What about Canadian regulation?

In Canada, gambling rules vary by province. Look for compliance notes with provincial authorities (e.g., AGCO in Ontario) and ensure KYC/AML and age controls meet local law. CSR should include province-level help lines and player resources.

18+. Play responsibly. If gambling causes harm, contact local support services (Canada: Hope for Wellness or provincial gambling support lines). Use deposit limits, time-outs, and self-exclusion if you notice chasing or tilt.

Final echo — a practical stance for beginners

My gut says: be curious but sceptical. Provably fair gives players real, testable power — but only when paired with clear audits and responsible operator behaviour. If you’re learning, start with demo rounds, perform the three-round verification, and cross-check with an audit report before staking meaningful funds.

One final practical tip: screenshot hashes, seeds, and results when you verify. You don’t need to be a cryptographer to keep a trace log — and that trace log is your best evidence if you ever need to escalate a dispute.

Sources

  • https://www.nist.gov/
  • https://www.itechlabs.com/
  • https://www.ecogra.org/

About the Author

Alex Morgan, iGaming expert. Alex has 10+ years researching online casino fairness, audits, and player protection and has worked with operators and regulators to make verification usable for everyday players.

Note: For practical walkthroughs and interactive verifiers that show how to compute HMACs and reproduce outcomes step-by-step, see the main page for beginner-friendly guides and screenshots.

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