Hold on — this one matters more than you think. If you only look at RTP on a game page and ignore volatility, you’re treating a car’s fuel economy as the only factor that matters when choosing between a dragster and a family wagon. Short-term swings, session length and bet sizing are where volatility lives, and those are the things that actually wreck or preserve your bankroll.

Quick benefit: read the next two sections and you’ll be able to (a) classify a slot as low/medium/high volatility in plain language, (b) estimate how many spins it takes to feel RTP begin to matter, and (c) pick bet sizes that match your balance and goals. No fluff — just tools you can use at the casino cashier or in your head before you press spin.

![image](data:image/webp;base64,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)

What volatility (variance) actually means — short and practical

Wow! Volatility is a measure of payout distribution. High volatility means rare big wins; low volatility means frequent small wins. Medium volatility sits between the two. That’s the quick map. Now expand: volatility does not change a game’s theoretical RTP, and volatility is not usually listed on the casino page, so you infer it from hit frequency, max win and feature structure.

On the one hand, RTP is the long-run average return (e.g., 96%). On the other hand, volatility decides the shape of that return across sessions. Put another way: RTP answers “how much on average”, volatility answers “how bumpy the ride is”. And here’s the kicker — in short sessions volatility dominates.

How volatility affects your money — five concrete consequences

Here’s the thing. If you’re playing low-volatility slots and you have a small bankroll, you’ll likely see steady, smaller wins that keep you in-game longer. If you pick a high-volatility slot with the same bankroll, you could hit a huge jackpot or go bust fast. Which is better? Depends on your goals.

  • Session variability: High volatility → large balance swings; Low volatility → steady balance changes.
  • Bankroll endurance: Low volatility stretches your playtime for the same expected loss; high volatility burns faster unless you size bets tiny.
  • Win size distribution: High volatility favours big wins but fewer of them; low volatility favours more frequent but smaller wins.
  • Bonus play suitability: Large free-spin bonuses with tight wagering often require low/medium volatility to reach cashout limits; high volatility may blow your bonus before meeting WR.
  • Emotional impact: High volatility increases tilt risk — you’re more likely to chase losses after long dry streaks.

Mini-case examples — numbers that teach

Example 1 — Conservative play: You have $100. You choose a low-volatility slot with 96% RTP. If your average bet is $1 and expected loss per spin = bet × (1 − RTP) = $1 × 0.04 = $0.04. So your bankroll would, on average, lose $4 every 100 spins. That’s manageable and your session will feel steady.

Example 2 — High-variance chase: Same $100, same RTP 96% but high volatility and average bet $1. The expected loss per spin is still $0.04, but you might go 300 spins without meaningful wins or get a 500× hit in short order. The standard deviation is much larger — meaning the practical risk of ruin (going to $0) within a 200-spin session is higher.

Mini-calculation — required spins to see RTP: variance makes this fuzzy, but a rough rule-of-thumb is that to approach theoretical RTP within a ±1% band you need many thousands of spins for high-volatility games, often tens of thousands. For low-volatility games that number is much smaller — perhaps a few thousand spins. So your “short session” reality is mostly volatility.

How to choose slots based on volatility — a comparison table

TypeTypical Hit FrequencyTypical Win SizeBest ForBankroll Strategy
Low volatilityHigh (often >30%)Small to mediumBeginners, long sessions, bonuses with WRHigher bet share OK; smaller stop-loss
Medium volatilityModerate (15–30%)MediumBalanced play: mix of fun and chance of decent winModerate bankroll, adjust bet to session length
High volatilityLow (<15%)Large (including jackpots)Jackpot chases, targetted short playsUse small bet sizes; expect long dry spells

Practical rules and a simple method to size bets

Hold on — don’t bet blindly. Use this quick sizing method adapted from risk-of-ruin thinking:

  1. Decide session loss you can tolerate (e.g., 20% of bankroll).
  2. Estimate session length in spins (e.g., 200 spins).
  3. Calculate per-spin loss tolerance = (Bankroll × tolerable loss) / spins.
  4. Set average bet ≤ per-spin loss tolerance / (1 − RTP). Example: $100 bankroll, 20% tolerance = $20, 200 spins → per-spin tolerance = $0.10. If RTP=96% then set bet ≤ $0.10 / 0.04 = $2.50.

This keeps your bets aligned to both volatility and how long you want to play.

Where to check volatility and RTP in practice

RTP is usually published within game info or provider pages; volatility labels are rarer. Scan provider sites (e.g., RTG, NetEnt, Pragmatic) and community resources — or use the game’s hit frequency and feature structure to infer volatility. If you want to sample mechanics and RTP claims before committing real money, try the demo mode and observe hit frequency over a few hundred spins.

For convenience when researching slots and offers, you can also visit site for quick comparisons of game RTPs and featured promotions — use it to shortlist games you’ll trial in demo mode first.

Quick Checklist — prepare before you spin

  • Set a session bankroll and stick to it (pre-commitment works).
  • Decide acceptable session loss (e.g., 10–30% of bankroll).
  • Choose volatility that matches session length: low for long sessions, high for short-shot chases.
  • Use the bet-sizing formula above to keep per-spin risk reasonable.
  • Prefer demo play to observe hit frequency for 500+ spins if possible.
  • If using bonuses, read wagering and max cashout — high volatility rarely pairs well with very tight WR caps.

Common Mistakes and How to Avoid Them

  • Chasing jackpots with a tiny bankroll — avoid. If you must chase, reduce bet size drastically and expect long cold runs.
  • Misreading RTP as session predictor — RTP is long-term only. Expect variance to swamp RTP in the short term.
  • Playing bonus-required WR with mismatched volatility — if WR is high, prefer low/medium volatility to reach the playthrough without busting.
  • Ignoring max cashout limits — many bonuses cap wins; a huge hit might be partially withheld by max-win clauses.
  • Not verifying payout reports — use independent sources or audit seals when available; treat opaque license claims with caution.

Mini-FAQ

What’s the difference between RTP and volatility?

RTP is the theoretical long-run return percentage. Volatility describes the distribution of wins around that average — i.e., how big and how often wins occur.

Does a higher RTP mean I’ll win more in a session?

Not necessarily. Higher RTP reduces expected loss per spin, but a high-volatility, high-RTP game can still deliver long dry spells and ruin short sessions. Match RTP to session length and bankroll.

How can I estimate volatility if it isn’t listed?

Look at hit frequency in demo: frequent small wins → low volatility. Check max payouts and feature rarity: gigantic max wins and rare features → high volatility.

Are there tools to simulate volatility outcomes?

Yes. Some community tools and spreadsheets simulate spins given RTP and volatility assumptions. They’re approximate but useful for planning bet sizing and session risk.

Behavioural tips — protect your bankroll and your head

My gut says this is where most players lose track: tilt. Long cold runs in a high-volatility game make you want to chase. Practically, set time and loss limits and use available responsible gaming tools (deposit/self-exclusion) before you start. If you’re in Australia remember the Interactive Gambling Act affects operators and protections — keep records and prioritise licensed operators if you play for real money.

Responsible gaming note: gambling should be entertainment only. If bets are growing and losses are piling, step away and use support resources such as Gamblers Help (1800 858 858 in many Australian states) or state-specific services.

Final practical nugget — a smart testing routine

Try this routine before staking real money on a new slot: (1) Demo 500 spins at your intended bet fraction (scaled down), (2) note hit frequency and feature triggers, (3) estimate session worst-case runs, (4) set limits and choose bet size accordingly. Doing this three times across different days gives a better sense of volatility than a single session.

And remember — no tool replaces sensible bankroll management and acceptance of variance.

18+ only. Gamble responsibly. If gambling is affecting you or someone you know, contact Gambler’s Helpline or your local support services. The Interactive Gambling Act 2001 and ACMA regulate online gambling access for Australians — check local rules before playing.

Sources

  • https://www.acma.gov.au/illegal-online-gambling
  • https://www.legislation.gov.au/Series/C2004A00866
  • https://www.itechlabs.com/

About the Author

James Carter, iGaming expert. James has 8+ years’ experience in online casino analytics and product testing, specialising in slot mathematics, player risk management and responsible-gaming tools. He writes practical guides to help players make smarter choices and protect their bankrolls.