Hold on. If you play Megaways pokies—or any online slots—you should know what the RNG actually does, and what it doesn’t. Right away: understanding RNGs changes how you manage risk, pick games, and interpret streaks; it won’t help you «beat» the game, but it will help stop avoidable mistakes that cost real money.

Here’s the practical short version: RNGs determine symbols, not «hot» or «cold» streaks; audits and provider reputation matter more than marketing claims; and if a site offers unusually fast crypto payouts, verify licensing and KYC procedures before treating it as an advantage. Read on and you’ll get a checklist you can use at sign-up, a comparison table of RNG approaches, two short mini-cases, and a mini-FAQ for quick reference.

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Why Megaways needs RNG literacy

Something’s off when players blame losses on «rigged reels.» Megaways alters reel structure: each spin recalculates the number of symbols per reel, producing up to thousands of ways to win. But the underlying sequence—what symbol lands where—is produced by an RNG. If you misread that relationship you’ll chase losing strategies instead of managing bankroll sensibly.

At a practical level: a Megaways game with a 96% RTP and high volatility can return wins clustered and infrequently. Your session variance will dwarf the theoretical expectation. So the RNG is responsible for the sequence; volatility and paytable shape how that sequence pays out over time.

RNG basics — short primer (so you can spot the fluff)

Here’s the thing. There are three common RNG approaches used in online gambling environments:

  • Pseudo-Random Number Generators (PRNGs): deterministic algorithms seeded with entropy. Fast, repeatable if seed is known.
  • Hardware/True RNGs (TRNGs): use physical phenomena (electronic noise, quantum events). Less predictable but slower and costlier.
  • Provably fair (blockchain-based): uses cryptographic hashing and server/client seeds so the player can validate outcomes after the fact.

On the one hand, PRNGs (when implemented correctly) are statistically robust for games. But on the other hand, auditability and operator practices determine trust. So you want both a reputable provider and independent test reports.

Five common myths about RNGs (and what actually matters)

Myth 1 — «RNGs have memory: if you lose, you’re due.»

Hold on. That’s gambler’s fallacy territory. An RNG’s next output does not depend on past outputs; it’s statistically independent. For Megaways that means each spin’s symbol arrangement is independent of previous spins. Short bursts of wins or losses are normal statistical variance, not a corrective mechanism.

Myth 2 — «If a game provider shows RTP 96%, the casino will always pay that.»

Not quite. RTP is a long-run expectation over millions of spins on a given game and version. Providers publish RTPs, but operators can sometimes choose alternate RTP versions (where allowed by license). Always check whether the casino publishes consolidated RTP reports or which provider-level RTP you’re playing.

Myth 3 — «Provably fair is the only honest method.»

Too simplistic. Provably fair is excellent for transparency—players can verify seed-based outcomes—but it’s mainly used by crypto casinos and mostly for simpler games. Popular Megaways titles from top studios typically use PRNGs and rely on third-party audits (e.g., iTech Labs, GLI). Audit reports and reputable provider names (NetEnt, Big Time Gaming, Play’n GO) are the meaningful signals for complex video slots.

Myth 4 — «Hardware RNGs are always better.»

Hardware RNGs generate high-entropy randomness, but they’re not a silver bullet. Implementation, integration, and testing matter. A poorly integrated TRNG or one without proper entropy conditioning can still be flawed. For practical play, independent certification and consistent payout behavior across time are more useful than the raw method label.

Myth 5 — «Fast withdrawals or crypto payouts signal rigged outcomes.»

On the contrary, quick crypto payouts usually reflect payment policy and blockchain speed. They don’t affect RNG fairness. However, fast payout claims should trigger verification: check the operator’s license (Curacao, MGA, UKGC), read T&Cs about KYC and withdrawal limits, and ensure dispute resolution paths are clear before committing significant funds.

Mini-case: reading a Megaways paytable with RNG in mind

Imagine a Megaways pokie with:

  • RTP = 96%
  • Max ways = 117,649
  • High variance (big top symbol wins rarely)

If you play 100 spins at $1, your expected loss (theoretically) is 4% of $100 = $4. But variance means you could lose $50 or win $200. The RNG will produce independent symbol distributions; your short-run outcome is luck. The responsible takeaway: size your bets and set session limits so a losing run doesn’t bust your bankroll.

Comparison table: RNG approaches (practical view)

Approach Predictability Auditability Typical Use Pros / Cons
PRNG (software e.g., HMAC-DRBG) Low if seeded properly High via third-party reports Most video slots (Megaways) Fast, scalable; requires audits and secure seeding
TRNG (hardware) Very low Moderate — physical device tests High-security systems, niche casinos True entropy; cost and latency issues
Provably fair (cryptographic) Transparent if seeds shared Player-verifiable Crypto casinos, dice-style games Transparent; less common for complex slots

How to evaluate a casino or game quickly (quick checklist)

  • Provider reputation: Are games from known studios listed?
  • Audit reports: Can you find iTech Labs / GLI / eCOGRA reports?
  • RTP clarity: Is the RTP per-game published, and does the casino allow alternate versions?
  • Licensing: Which regulator issues the license (MGA/UKGC stronger than Curacao)?
  • Withdrawal & KYC: Are there clear KYC steps and reasonable withdrawal limits/times?
  • Responsible gaming tools: Deposit limits, self-exclusion, cooling-off options?

To test a casino for fast payouts and big Megaways libraries I usually sign up, test the demo and then deposit a small amount to confirm withdrawal/KYC flow. If you want a practical example of a site aimed at AU players with a large pokie selection and crypto options, I looked into one operator that balances quick payouts with a clear KYC process — see the site’s welcome pages and claims and decide for yourself: claim bonus. Use it only to verify payment and RNG transparency, not as an endorsement to chase losses.

Common mistakes and how to avoid them

  • Believing short-run «cycles» imply predictability — avoid betting systems that assume memory.
  • Ignoring T&Cs on RTP or alternative versions — read the small print.
  • Using unverified bonus offers — calculate wagering requirements before claiming.
  • Depositing large amounts before KYC — complete verification with minimal deposit first.
  • Neglecting responsible tools — set limits before you chase a recovery.

Mini-FAQ

FAQ — quick answers

Q: Can RNGs be hacked?

A: In theory yes, if servers or seed sources are compromised. In practice, reputable providers use secure algorithms, hardware security modules, and audits to reduce this risk. Choose casinos with public audit reports and well-known providers.

Q: Are Megaways odds different because of varying reel symbols?

A: The game defines symbol weights; Megaways changes the number of symbols per reel each spin, which changes way counts but not the fundamental randomness model. Always check the paytable and volatility descriptor.

Q: Should I play only «provably fair» games?

A: Provably fair is useful for verification but less common for large-brand Megaways titles. For mainstream slots, rely on provider reputation and independent lab certifications instead.

18+ Play responsibly. Set deposit and loss limits, and use self-exclusion tools if needed. If gambling is causing harm, contact Australian support services such as Lifeline (13 11 14) or your local gambling help organisation. Remember: casinos impose KYC/AML checks to protect players and systems; this is normal and standard practice.

Final echoes — practical takeaways

On the one hand, RNGs are a technical backbone that ensures independent spins and fair statistical behaviour over the long run. On the other hand, you will experience short-term variance that makes outcomes feel streaky. The useful player behavior is straightforward: pick reputable providers, verify audits, manage your bankroll, and treat bonuses with scepticism when wagering requirements are high.

To be honest, most avoidable losses come from emotional play and misunderstanding terms, not from sophisticated RNG tricks. So learn to read paytables, set sensible session limits, and verify the casino’s licensing & audit claims before you play for real money.

Sources

  • iTech Labs — Test methodologies and RNG certification (https://www.itechlabs.org)
  • Gaming Laboratories International (GLI) — RNG and game testing standards (https://www.gaminglabs.com)
  • Australian Government resources on gambling help — Lifeline (https://www.lifeline.org.au)

About the Author

{author_name}, iGaming expert. I’ve worked with and reviewed online casinos for over a decade, focusing on game mechanics, payment flows, and player protection. I write practical guides to help casual players make smarter, safer choices.

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