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Volatility, Winnings and Self‑Exclusion: How Game Variance Shapes Your Bankroll — and What to Do About It

Hold on. If you’ve ever sat at a pokie or a slot on your phone and wondered why a machine that “pays often” still leaves your balance slimmer than you expected, you’re in the right place. Right away: volatility (aka variance) determines the pattern of wins and losses — not the long‑term house edge — and understanding it changes what you should bet, when you should stop, and how you protect yourself when things go sideways.

Here’s the useful bit first: if you prefer steady small wins, choose low‑volatility games and smaller bets; if you chase big jackpots, expect long losing streaks and much larger bankroll swings. Below I give concrete examples, quick math you can use at the table (or app), a compact comparison table of approaches, and practical rules for self‑exclusion and safer play tailored to Australian players.

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)

What volatility actually is — short and practical

Okay, quick observation: volatility is not about fairness. Volatility is about distribution. Low volatility = frequent small wins. High volatility = rare big wins. Same RTP can hide very different ride patterns. My gut says most players get this backwards: they look at RTP and miss variance entirely.

Think of two slots both with RTP 96%. Slot A (low volatility) pays a lot of small amounts often. Slot B (high volatility) will go long dry and then pay a big chunk if you hit a bonus. Over millions of spins both approach 96% theoretically, but your session is far more likely to show the slot’s volatility pattern than the long‑term RTP.

Mini math: using volatility with bankroll sizing

Here is a simple rule you can use immediately. Estimate how many spins you want to sustain in a session and set a loss limit accordingly.

  • Session length target (S): number of spins (e.g., 200 spins).
  • Average bet (B): your typical bet size per spin (e.g., $1).
  • Volatility multiplier (V): conservative estimate: low=0.8, medium=1.2, high=2.5 (these are practical heuristics, not absolutes).

Suggested bankroll = S × B × V. Example: S=200, B=$1, V=2.5 (high volatility) → bankroll ≈ $500. That gives you a realistic cushion for variance and lowers the risk of ruin during a short session.

Note: this is a pragmatic working tool — it doesn’t guarantee survival, but it reduces the chance you’ll chase losses after a long dry run.

Practical examples: two short cases from the floor

Case A — “Steady Tina”: she prefers low volatility video slots, bets $0.50 per spin, targets short sessions to relax after work. Over a night she loses small amounts slowly; variance rarely forces her to stop early. The result: predictable entertainment cost.

Case B — “Jackpot Jay”: prefers progressive and high‑variance games, bets $2–$10 per spin chasing the big hit. He experiences frequent long dry spells; one night he wins a bonus worth $6,500 but two other nights he loses $400 quickly. His expected value may be similar to Tina’s per dollar played, but Jay’s psychological swing is much greater.

Comparison table: Choosing approach by player aim

Goal Volatility Bankroll rule Session style
Casual entertainment; steady thrills Low Bankroll ≥ 100 × average bet Short sessions; tight loss limit
Bonus hunting; frequent promotions Medium Bankroll ≥ 200 × average bet Medium sessions; focus on wagering rules
Chasing big jackpots High Bankroll ≥ 500 × average bet (or ability to accept big swings) Long tolerance for dry runs; strict stop‑loss mandatory

How volatility interacts with bonuses — a trap for the unwary

Here’s what bugs me: big match or free spin bonuses lure players toward higher volatility games even when their bankroll can’t stomach it. A 200% match with a 30× wagering requirement may look attractive, but high volatility will likely burn through your real and bonus funds before the WR is cleared.

Practical advice: when using a bonus, pick lower‑variance games to satisfy wagering faster and reduce drawdown risk. Check the bonus T&Cs for excluded games and max bet rules — violating them is the most common reason casinos void bonus wins.

Tools and indicators you can use right now

Not all casinos publish volatility, but you can infer it from these signals: hit frequency, size of regular payouts, presence of big jackpots, and bonus round mechanics. Some platforms give volatility tags — use them. If unsure, play the demo mode first to watch several hundred spins risk‑free.

When you do move to real money, keep a session log: start balance, stop balance, number of spins, largest hit. Over a few sessions you’ll have real data to choose the right game mix.

Choosing a casino (a practical pointer)

If fast payouts and crypto options are part of your risk management (you want quick access to winnings), factor that into your platform choice. For example, if you need instant crypto withdrawals and a lightweight verification flow for short‑term bankroll management, consider platforms known for that service model — check their support policies and KYC timeline first. For a starting point on operators who emphasise fast crypto payouts and a focused RTG library, see casinoextreme official site which outlines withdrawal options and VIP structures — use the information to match their service level to your volatility plan.

Self‑exclusion and safer play — the non‑negotiables

Something’s off when people only prepare bankrolls and ignore exit plans. Self‑exclusion isn’t punishment; it’s a safety tool. For Australian players, use regulated support: GamblingHelpOnline offers 24/7 assistance and practical steps for self‑exclusion and counselling (see their site). Many casinos provide deposit limits, session timers and full self‑exclusion options — use them before you even deposit.

Quick checklist: implement these before your session starts.

  • Set a deposit limit for the week and lock it in (and keep it well below what you can afford to lose).
  • Set a session timer (e.g., 60 minutes). When it rings, stop — no excuses.
  • Decide a loss limit and a cashout target; stick to both.
  • Complete KYC in advance if you value fast withdrawals — it avoids frozen payouts mid‑session.
  • If emotions escalate (tilt), activate self‑exclusion or contact support immediately.

Common mistakes and how to avoid them

  • Chasing variance: Mistake — increasing bet size after a losing run. Fix — use fixed stake or pre‑set progressive plan (never exceed bankroll rule).
  • Ignoring T&Cs: Mistake — playing excluded games with bonus funds. Fix — read the bonus rules and use the casino’s help if unsure.
  • Underestimating KYC: Mistake — assuming instant withdrawals without verified account. Fix — verify ID early, not at payout time.
  • Mismatching strategy: Mistake — using high‑volatility games to grind out wagering requirements. Fix — select low/medium volatility games to clear WR.

Mini‑FAQ

FAQ — quick answers

Q: Does higher volatility mean worse long‑term returns?

A: No. Volatility affects distribution of outcomes, not the theoretical RTP. Two games can share an RTP but behave very differently in your sessions.

Q: How much should I bet on a high‑variance slot?

A: Use the bankroll rules above: for high volatility, size your bankroll much larger (e.g., 200–500× average bet for sustained play). If you don’t have that cushion, reduce bet size or choose lower volatility.

Q: Can casinos manipulate volatility?

A: Reputable casinos run certified RNGs and cannot change a game’s fundamental mechanics per player. However, transparency varies by operator, so prefer operators with third‑party audits and clear RTP/variance policies.

Q: When should I use self‑exclusion?

A: Use it if you find you’re repeatedly exceeding limits, chasing losses, or playing despite negative consequences — it’s a practical, reversible tool to protect finances and wellbeing.

Two short original examples to practise with

Example 1 — Demo test: play 1,000 demo spins on a candidate game and log the frequency of bonus hits and average bonus size. If bonuses happen every ~600 spins on demo, treat real‑money frequency as similar — you’ll need a bigger bankroll or smaller bet.

Example 2 — Wagering check: you have a $50 bonus with 20× wagering on deposit+bonus. That’s $1,000 to wager. If you bet $2 per spin, that’s 500 spins — choose low/medium volatility so you don’t burn the bonus during dry streaks.

Regulatory and safety notes for Australian players

Be aware: Australian online gambling laws are strict. If you use offshore sites, you may have limited legal recourse; the Australian Communications and Media Authority (ACMA) lists blocked operators and guidance. Always prioritise licensed, transparent operators and use national support if things get out of hand. For help and counselling, GamblingHelpOnline is a national resource available 24/7.

18+ only. Gambling can be addictive. Set limits, know the rules, and seek help if gambling stops being fun. In Australia, contact GamblingHelpOnline for free support and conferencing services.

Sources

  • https://www.acma.gov.au
  • https://www.gamblinghelponline.org.au
  • https://www.gamblingcommission.gov.uk

About the Author

{author_name}, iGaming expert. Years of experience testing platforms, analysing RTPs and advising players on bankroll strategy, responsible gaming and bonus value.

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