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RNG Auditing Agencies — Why NetEnt Casinos Excel

Hold on — if you only want one practical takeaway from this piece: look for independent RNG certificates (GLI-11 / iTech statistical reports / eCOGRA seals) plus published audit dates and test scopes. Those three datapoints separate genuine platforms from marketing fluff, and they let you verify a provider’s claims without needing to read source code.

Here’s the immediate benefit: within five minutes you can check whether a casino’s games are backed by a current audit and whether the auditor used both statistical testing and code/entropy validation. That tells you if the RNG is robust or if the operator is just repeating a vendor claim.

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)

Why RNG audits matter — the practical view

Wow! RNGs are the rulebook for digital fairness. If the RNG is predictable or biased, player outcomes aren’t random. That’s not just a technical problem — that’s money gone wrong. Over a very large number of spins, a fair RNG produces the advertised RTP within statistical tolerance; short samples can drift wildly, but a legitimate auditor will quantify expected variance and supply the acceptance thresholds.

In plain terms: a 96% RTP slot means an expected loss of $4 per $100 wagered over the long run, but variance (hit frequency and volatility) determines how brutal the short-term ride is. Auditors don’t set RTP; they verify that the RNG behaves according to specs and that the published RTPs aren’t the result of manipulated distributions.

How top auditors test RNGs — stepwise

Observation: “Ok, they ran tests.”

Expansion: Good auditors combine statistical stress tests (millions of spins), entropy/source analysis, seed lifecycle review, and — where applicable — source-code inspection or secure build verification. They run chi-squared and Kolmogorov–Smirnov tests, frequency and run-length analyses, and permutation/period checks to detect cycling.

Echo: A thorough audit report will include raw sample sizes, p-values for key tests, and a statement about whether tests were performed on production binaries or a development build. Never accept a certificate that lacks that detail; it’s often the difference between a real audit and a checkbox.

Key agencies compared (what they test and why it matters)

Short take: GLI, iTech Labs, and eCOGRA are the names you’ll see most. They’re not identical — their scope, certifications, and reporting style differ. Below is a concise comparison you can scan in 30 seconds.

Agency Core focus Typical deliverables Why it matters
GLI (Gaming Laboratories International) Standards & device/RNG certification (GLI-11) GLI-11 RNG reports, test logs, code review options Highly detailed; used by regulators and operators worldwide
iTech Labs Statistical RNG testing and game certification Test results, statistical summaries, continuous monitoring Strong statistical rigor and widely referenced by casinos
eCOGRA Player protection + testing for fairness and responsible gaming Certificates, seals, regular reviews Consumer-facing: useful for players seeking impartial reassurance

Concrete mini-case: what an audit looks like (hypothetical)

At first I thought a one-million spin test was enough — then I saw the tolerance numbers. Say a slot advertises RTP 96.00%.

Audit scenario: auditor runs 10 million simulated spins and measures an empirical RTP of 95.98% with a 95% confidence interval ±0.03%. The reported p-value for deviation is 0.24, well above a typical rejection threshold of 0.05. Entropy checks show a 128-bit seed, and period analysis shows no short cycles. Result: pass.

Implication: passing means the RNG conforms to statistical expectations and that short-run volatility is consistent with the game design rather than RNG anomalies.

Why NetEnt casinos tend to score highly

Short note: NetEnt historically prioritised engineering maturity and transparency.

NetEnt’s advantage has several practical roots: deep R&D, established cryptographic RNG methods, and frequent third-party testing with full reports visible to operators and (often) regulators. Their game builds are typically subject to production-hash verification and signed-binary deployment, which reduces the risk of tampered RNGs in live environments.

More: NetEnt also publishes RTPs per game and tends to partner with reputed labs (GLI, iTech). The combination of clear RTP disclosures, independent audits, and professional release pipelines makes it straightforward for a casino operator to show verifiable fairness claims.

Checklist: How to verify an RNG audit quickly

  • Is there a dated certificate from GLI, iTech Labs, or eCOGRA? (Check the year and scope.)
  • Does the certificate state sample sizes and test methods (e.g., 10M spins, chi-sq, K-S)?
  • Is the audit performed on production binaries or a dev build? (Prefer production.)
  • Is there a chain-of-custody / build-signing statement for RNG binaries?
  • Are game RTPs published per-title and matched to the auditor’s report?
  • Does the casino display the auditor’s logo and link to the full report (not just a PDF header)?

Comparison of audit approaches (quick guide)

Observation: Not all reports read the same.

Expansion: Some auditors provide a short certificate that only confirms “tests performed.” Others publish detailed technical annexes with raw statistics. For a meaningful check, insist on the annex.

Report type Good for Limitations
Certificate only Quick reassurance May hide test depth and sample sizes
Certificate + statistical annex Regulatory & technical checks Requires some statistical literacy
Full code & build verification Highest assurance (best for regulators) Rare for public consumption due to IP

Where to look on a casino site (practical pointers)

Start with the footer and the terms/technical pages. If you find a test link, click through — a trustworthy operator will link the auditor and provide a PDF or a public report page showing dates, sample sizes, and the exact RNG/version tested. If the auditor is named but you can’t find any report detail, treat it as a yellow flag and ask support for the report reference.

Balanced recommendation (middle third)

If you like NetEnt games and prefer a lobby that foregrounds audited titles, choose a platform that publishes auditor reports and update timestamps. For casual players wanting a hands-on trial of NetEnt’s audited game set, consider trying a reputable lobby that lists test reports and has clear KYC/AML practices — and then see how often the auditor re-tests the environment. If you want to spin a few trusted NetEnt titles right away while checking the audit logs, you can start playing from a platform that lists both the auditor and the report date; that practice reduces your exposure to stale or misplaced certificates.

Common mistakes and how to avoid them

  • Assuming a logo equals a full audit — always request the report or at least a reference ID.
  • Trusting an old audit — casinos change software; demand recent dates (within 12–18 months for live builds).
  • Ignoring scope — some reports test only RNG libraries but not the integrated deployment; check the scope statement.
  • Over-relying on RTP alone — RTP plus volatility and frequency figures give the full gameplay picture.

Mini-FAQ

Q: How often should an RNG be audited?

A: Ideally on every major release and at least annually for production builds. Audits after infrastructure changes (e.g., new RNG seed source, architecture changes) are mandatory from a best-practice standpoint.

Q: Can a casino claim an auditor but not be audited?

A: Yes — and that’s why you must check for report IDs and dates. Some operators display old or irrelevant logos; a current, scannable report reduces that risk.

Q: Do auditors check payout processing or only randomness?

A: Primary RNG audits focus on randomness and statistical conformity. Separate audits handle payment processes, KYC/AML, and platform security, though reputable labs may offer composite reports.

Q: Is an eCOGRA seal better than a GLI report?

A: They serve different roles. eCOGRA is consumer-facing and emphasises player protection, while GLI provides detailed technical certification often required by regulators. Ideally you want both: technical certification plus consumer oversight.

Quick Checklist before you deposit (two-minute scan)

  • Find the auditor’s name and a dated report (GLI/iTech/eCOGRA).
  • Confirm the report scope includes production RNG and list of game titles tested.
  • Check that the operator displays current licensing details (jurisdiction and license number).
  • Read a couple of recent withdrawal-related player reports to spot operational issues.
  • Enable deposit limits or session alerts before playing — treat audits as a fairness check, not a bankroll control tool.

To keep things practical: vendors such as NetEnt are attractive because their engineering and audit history make it easier for lobbies to show credible, recent reports. If after your quick scan you still want to try some NetEnt titles in a lobby that publishes test logs and clear KYC procedures, you can start playing while keeping the checklist above open in another tab.

Responsible gaming and regulatory notes (AU perspective)

18+ only. Australian players should be aware that offshore licences do not equal Australian regulation; local protections vary. Always complete KYC before expecting a smooth withdrawal, and keep copies of your verification documents. If you have concerns about problem gambling, contact Gambling Help Online or your local support services for confidential advice and self-exclusion options.

Final practical tips — quick mental model

Short: trust documented process over marketing language. Medium: prefer platforms that publish the auditor’s report annex and the tested build/version. Long: require a blend of modern RNG methods (cryptographic seeds, signed binaries), frequent independent testing, and clear player-facing disclosures (per-game RTP, test dates, and KYC rules). Together these factors reduce the risk of encountering a manipulated RNG or an operator who hides problems behind broad statements.

Responsible gambling: 18+. Keep stakes within limits, use deposit/session caps, and seek help if gambling affects your wellbeing. For Australian support resources, visit Gambling Help Online (https://www.gamblinghelponline.org.au).

Sources

  • https://www.gaminglabs.com — GLI-11 RNG testing standards and reports
  • https://www.itechlabs.com — statistical testing methods and certification
  • https://www.ecogra.org — player protection and independent testing
  • https://www.gamblinghelponline.org.au — Australian support and resources

About the Author

Jordan Miles, iGaming expert. Jordan has consulted for operators and auditors on RNG validation and compliance, with hands-on experience reviewing test annexes, sample sizes, and deployment controls across Europe and APAC.

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