RNG Audits for Social Casino Games — a practical guide to checking fairness

Hold on—before you spin or press “play”, you should know how the random number generator (RNG) behind that shiny social slot actually behaves. Right away: if you want to judge fairness, look for (1) independent audit reports, (2) clear RTP statements, and (3) provable randomness or documented test results. These three checks alone will save you hours of worry.

Here’s the short win: request or find the RNG audit report, compare the stated RTPs against independent test logs, and confirm the provider or operator publishes the testing lab and date. Do that, and you’ve already removed most common doubts about rigged outcomes.

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What an RNG audit actually tests (and why it matters)

Wow. RNGs are the engine of every social casino game—pokies, table simulations, scratch cards, even those spin-the-wheel amusements. Auditors don’t simply press “run”; they test statistical behaviour over millions of events to determine whether outcomes are consistent with true randomness and the game’s rules.

Practically, a certified RNG audit will include: seed generation and management review, entropy sources (where randomness originates), period length (how long before the sequence repeats), distribution tests (uniformity), and integration checks with game logic so paytables and volatility align with claimed RTPs.

On the one hand, results are mathematical: chi-square, Kolmogorov–Smirnov, and serial correlation tests. On the other hand, auditors check operational controls: version control, change logs, and access privileges. Put those together and you get both technical and procedural assurance that the random draws weren’t secretly altered.

Independent labs, provably fair, and what each approach buys you

At first glance, “certified by a lab” looks neat. But labs vary. Trusted names include iTech Labs, GLI, and eCOGRA—these labs run standardized suites and publish test summaries. A test from an accredited lab is a weighty signal, but you should still read the report date, scope, and whether it covers the game’s full distribution or just engine-level RNG.

Provably fair systems (more common in crypto games) use cryptographic hashing so players can verify each round after the fact. That gives maximum transparency for individual rounds, but it also requires the operator to publish seeds or hashes and for players to understand verification steps.

Approach What it proves Typical use Limitations
Third‑party lab audit (GLI, iTech) Statistical randomness, RTP validation Mainstream regulated/white‑label casinos Report may not be site-visible or dated; scope varies
Provably fair (crypto) Per‑round verifiability via hashes Crypto-friendly/social casinos Requires player verification; not a RTP audit
Internal/operational checks Process integrity, access controls Supplementary to technical audits Less trustable if not independently validated

To be honest, the best practice combines methods: lab audits for statistical assurance plus operational controls and, where feasible, provably fair outputs for individual verification. This layered approach is how auditors reduce both technical and human risk.

Mini-case: a quick audit walkthrough (hypothetical)

Here’s a simple example I ran through with a social pokie demo last year. The game claimed “RTP 96.2%”. First I checked the provider name and found a lab certificate dated six months earlier. Good sign. Then I sampled 1,000,000 spins via an API sandbox the provider made available and calculated empirical RTP over aggregated bet sizes and game states. The observed RTP was 95.9%—close enough to the claim after accounting for rounding and bonus weightings.

Then I inspected variance: hit frequency and distribution matched the lab’s volatility class. Finally, I reviewed the change log: the RNG code had no changes between test date and sample date. Bottom line: the audit conclusion was “no red flags.”

Where to look for trustworthy evidence

Something’s off if you can’t find any lab name, report date, or test scope. Legit labs publish certificates or summaries; operators should either host the certificate or link to the lab’s verification page. If an operator refuses to share the audit, treat that as a red flag.

For practical help when evaluating social casinos, reputable platform overviews and operator info pages can be useful. For example, if you need a quick orientation on operator structure, payment or license context while you evaluate audit transparency, the casino’s own resource hub is a reasonable starting place—see the operator’s main page for its public-facing documentation and game lists.

Quick Checklist — what to verify right now

  • Find the lab name and certificate date (GLI/iTech/eCOGRA preferred).
  • Confirm RTPs are stated per game and match the lab scope.
  • Check that the RNG audit covers both the RNG engine and game integration.
  • Look for operational controls: code‑change logs, access policies, and KYC/AML processes.
  • If available, run a small empirical sample (demo spins or API hits) and compare results.
  • For crypto/social games, seek provably fair hashes and a published verification guide.

Common mistakes and how to avoid them

  • Assuming a “certificate” equals full coverage — many certificates only test the RNG engine, not the game features. Always read the scope.
  • Trusting undated or old reports — stale tests may not reflect recent code changes. Look for recent dates (within 12 months for live code).
  • Ignoring game weighting — bonus rounds often have different RTPs. Compare the lab report’s RTP breakdown for base game vs bonus rounds.
  • Overrelying on forum anecdotes — single players’ experiences (wins/losses) are noise. Use statistical evidence instead.
  • Skipping operational checks — you can have a solid RNG but poor change-control that lets someone swap a paytable. Check both tech and process.

Tools and approaches — short comparison

Here are practical methods you can use, depending on your technical comfort.

Method Needed skills Speed Confidence level
Read lab certificate Low Fast Medium (depends on lab)
Empirical sampling (demo/API) Medium (basic stats) Moderate High (if sample large)
Provably fair verification Medium–High (hash verification) Fast per round High (per-round)
Request change logs & SOPs Low–Medium (review documents) Moderate High (if provided)

How auditors detect manipulation — plain language

Auditors look for patterns that contradict randomness: repeating blocks, predictable correlations between outcomes, or paytable drift. They also verify that seeds are generated from high-entropy sources and that no privileged script can alter results post-generation. In plain speak: if outcomes follow an odd predictable pattern, it’s not random.

When the audit says “pass” but you still worry

On the one hand, a pass from a top lab is strong evidence. But there are practical realities: servers, integration bugs, or mismatched version deployments can create problems that a static report misses. If you suspect a live discrepancy, collect evidence (timestamps, bet sizes, screenshots), contact support, and request the operator to escalate to their compliance team. If unresolved, you can raise the issue with the testing lab or the licensing authority noted in the operator’s public documents.

Mini-FAQ

Q: Can I run my own randomness test on a social game?

A: Yes — for many social casino web games you can collect demo-mode outputs or API responses and run uniformity tests (chi-square) and serial correlation checks. You’ll need a decent sample (100k+ events) for reliable results. If you’re not comfortable with stats, ask a technically-minded friend or post anonymised samples to a reputable forum for help.

Q: Does a licence (e.g., Curaçao) guarantee fairness?

A: No licence alone guarantees fairness, but a credible licence plus independent lab audits and transparent reporting is a strong package. Licence authorities vary in enforcement and player protection scope—verify the specific regulator’s track record.

Q: What’s the fastest way to check a site’s RNG status?

A: Scan the site for lab certificates (GLI/iTech/eCOGRA), check the certificate date, and confirm the RTPs are published per game. If the operator lists audit details on the compliance or terms page, that’s a positive sign.

Alright, check this out — if you’re comparing social casino platforms and want a one-stop view of games, provider lists, and public documentation, the operator’s main page will often show which providers they use and any public audit notes; it’s a practical first stop in your verification workflow. See the main page for operator-level documentation and game lists.

18+ only. Social casino and real-money casino experiences differ; this guide focuses on fairness and technical verification, not on advising you to gamble. If gambling affects you negatively, seek help: Gambling Help Online (Australia) — 1800 858 858. Use deposit and session limits; self-exclude if needed.

Sources

  • https://gaminglabs.com
  • https://itechlabs.com
  • https://www.nist.gov/programs-projects/randomness

About the Author

Alex Mercer, iGaming expert. Alex has worked with operators and auditors on RNG testing and compliance projects across APAC since 2016, specialising in technical verification and audit-readability for non-technical players.

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