RTP and Variance Explained: How to Read the Numbers and Play Smarter (for Aussie Beginners)

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Hold on.
RTP and variance aren’t the same thing.
RTP gives you a long-run expectation; variance tells you the likely ride between wins.
If you want two immediate takeaways: (1) pick games with RTP and variance that suit your bankroll, and (2) always check the wagering math before touching bonuses — because those numbers change value fast.
Here’s a practical frame: RTP tells you “what over millions of spins you’ll average,” while variance tells you “how wild the journey will be along the way.”

Alright, check this out.
You can use simple math to compare game choices and bonuses without guessing.
Take a $100 buy-in on two slots: Game A (RTP 96%, low variance) and Game B (RTP 96%, high variance).
On A you’ll likely see steadier small wins and slower depletion; on B you’ll likely see longer dry spells and bigger spikes — and either can be the “better” choice depending on session goals.
If your goal is entertainment with longevity, lean low variance; if your goal is a swing-for-the-fences session and you accept big variance, pick high variance.

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What RTP actually measures (and what it doesn’t)

Wow.
RTP (Return to Player) is a percentage that indicates expected returns over an extremely large number of plays.
A 96% RTP doesn’t mean you’ll get $96 back for every $100 you bet tonight.
Short sessions are dominated by variance — that’s the technical term for the statistical spread — so individual experiences can deviate massively from RTP in the short run.
Think of RTP as a climatologist’s forecast over decades, not a weather app for this afternoon.

Variance (volatility): the rollercoaster factor

Here’s the thing.
Variance measures how bumpy the game is: big-but-rare wins (high variance) vs small-but-frequent wins (low variance).
High variance games can deliver life-changing jackpots but will often look like dead spins for long stretches, and low variance games keep balances moving but rarely change your life.
Your bankroll size, session length, and emotional tolerance determine which one suits you — playing a high variance Megaways slot on a $50 bankroll is usually a straight path to tilt, not strategy.
Match variance to money and mood: that simple.

Mini-case #1 — Two quick examples with numbers

Hold on.
Example A: $50 bankroll, pick low variance slot RTP 96.5%.
You bet $1 spins; typical win frequency keeps you active for many spins — entertainment-focused.
Example B: $50 bankroll, pick high variance slot RTP 96.5% with max hits of 5,000×; you may get one big hit or nothing — either ecstatic or out fast.
Both have the same RTP but wildly different real-game outcomes because variance dictates streak length and psychological load.

How to run the basic bonus math fast (mini-method)

Alright, check this out.
A common trap: taking a big match bonus without checking the wagering requirement (WR) math.
If a bonus is 100% up to $100 with WR 40× on D+B (deposit plus bonus), your required turnover is (D+B) × WR.
So for a $100 deposit you must wager ($200) × 40 = $8,000 — which you will burn through quickly unless you scale bet sizes and play high RTP games that count 100% towards WR.
A quick rule: convert WR into “spins-to-clear” by dividing required turnover by your typical bet size — that gives you a realistic number of spins to clear the bonus.

Comparison table: choosing an approach for your session

Goal Recommended Variance Typical RTP Preference Bet Sizing Tip
Long play & enjoyment Low ≥96% 1–2% of bankroll per spin
Chasing big wins High 96% (or higher if available) Smaller number of larger bets; expect volatility
Clearing bonuses Low-to-medium Highest RTP among allowed games Use minimum required bets under bonus rules

Practical toolset: quick checklist before you play

  • Check the exact RTP published for the game (provider or casino help page).
  • Identify variance level (low/medium/high) via provider description or user reviews.
  • Calculate real WR turnover: (Deposit + Bonus) × WR.
  • Compute spins-to-clear = Turnover ÷ planned bet size.
  • Complete KYC proactively before any large withdrawal to avoid delays.
  • Set deposit/session limits and stick to them (use site tools or self-imposed timers).

Where to find reliable RTP & variance info

Hold on.
Not all casino pages list per-game RTPs — sometimes providers do, sometimes they publish theoretical volatility classes only.
Look first at the game provider’s official RTP page (NetEnt, Pragmatic Play, etc.) and second at the casino’s help/terms.
For operational clarity — especially if you prefer crypto deposits or want a large provider mix — read sections about payments and verification before signing up; some platforms are much faster with crypto withdrawals than with bank transfers.
If you want a single place to try lots of providers (useful for checking in-practice behaviour), a large SoftSwiss-powered casino often lists providers and game RTPs in one catalog — for a hands-on test you can compare live session behaviour across multiple studios without creating many accounts.

Choosing a casino with sensible terms (contextual recommendation)

Wow.
A practical tip: if you value breadth of providers and clear payments, look for casinos that publish their license details, RTP policies, and clear KYC instructions.
For example, some international platforms openly provide per-game information and a wide payments mix including cryptocurrencies — useful if faster withdrawals matter to you.
If you want a place to browse lots of providers and test RTP behaviour across titles while keeping verification simple, consider trying a well-established multi-provider casino that documents these operational points clearly; one such platform with broad crypto support and an extensive provider list is goldenstarcasino which makes provider-level browsing straightforward and highlights deposit/withdrawal options for players.
This is not an endorsement to play beyond your limits — it’s a pointer for where to find transparent information when you compare RTPs and payout policies.

Common mistakes and how to avoid them

  • Mixing up RTP and short-term luck — avoid assuming RTP will rescue a short bankroll.
  • Failing to read bonus game contribution tables — only some games count 100% towards WR.
  • Using overly large bets while clearing bonuses — observe the max-bet rule or risk bonus voids.
  • Delaying KYC until withdrawal — submit documents immediately after signup.
  • Misjudging variance psychologically — set loss limits to avoid tilt and chasing behavior.

Mini-FAQ

Is a higher RTP always better?

Hold on. Higher RTP increases long-run expectation but doesn’t reduce variance. A 97% high-variance slot can still bankrupt you in short play; match RTP with variance and bankroll management.

Can I estimate win likelihood from RTP for one session?

Here’s the thing. You can only estimate probabilities for very short outcomes probabilistically; RTP applies across millions of spins. For session-level planning, use variance-class guidance and bet-sizing math rather than RTP alone.

How should I size bets to survive variance?

To be conservative, keep individual bets to 1–2% of bankroll for medium play length. If you want longer sessions or to clear high WRs, reduce bet sizes further; for short, all-or-nothing sessions you can accept higher percent bets but expect fast depletion.

To finish: be realistic.
RTP is a long-run guide; variance is the short-run reality.
If you combine these two with clear bankroll rules, pre-verified KYC, and careful bonus math, you’ll turn randomness into planned entertainment rather than frustrating losses.
Always use available account tools — deposit limits, cooling-off, self-exclusion — and never chase losses.
18+ only; if gambling causes harm, seek help immediately through official Australian support services.

Gambling can be addictive. Play responsibly. If you are in Australia and need support, contact GambleAware services such as Gambling Help Online (1800 858 858). Terms, KYC and withdrawal rules vary by operator and jurisdiction; verify licensing and payout policies before depositing.

Sources

  • https://www.gamblinghelponline.org.au
  • https://gcb.cw
  • https://www.itechlabs.com

About the Author

Liam Harris, iGaming expert. Liam has ten years’ hands-on experience testing casino products, calculating bonus EVs, and advising players on bankroll strategy. He writes with an Aussie player’s perspective and practical, session-level guidance.

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