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Volatility, Winnings and Arbitrage: A Practical Beginner’s Guide for Aussie Players

Hold on. If you want quick, usable sense of how volatility changes what you actually win — and whether arbitrage can realistically protect your bankroll — read the next two paragraphs and then scan the checklists below. You’ll leave with a rule-of-thumb for bet sizing, a short calculation you can do in your head, and a realistic view of when arbitrage is worth trying.

Here’s the thing: volatility (sometimes called variance) tells you how bumpy outcomes are around the average (RTP or expected value). Low volatility means smaller, more frequent returns; high volatility means rare big wins and long dry spells. Meanwhile arbitrage is a separate tool — it aims to lock in tiny profits by covering all outcomes across different bookmakers. They’re related because volatility affects your cashflow and therefore whether you can sustain the stake requirements that arbitrage demands.

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What volatility actually measures — practical meaning, not textbook fluff

Wow! Volatility is not an RTP synonym. RTP (Return To Player) is the long-run average you’d expect to get back from a game; volatility describes the distribution around that average — how often extreme outcomes occur.

Think of RTP as the altitude of a plane’s flight and volatility as the turbulence. Two pokies can both show 96% RTP. One gives you 96 cents back per dollar mostly through small wins — you play longer. The other pays out a jackpot once every 20,000 spins and nothing in between — you either hit big or go broke faster.

To judge volatility quickly, look for these cues: hit frequency (how often the game pays), max win multiple (e.g., 10,000× stake), bonus mechanics (free spins or features), and the variance tag supplied by the provider. If you’re missing provider tags, observe the paytable: many small low-value symbols = lower volatility; single big icon for big combos = higher volatility.

How volatility affects your bankroll and winnings — concrete examples

Hold on — this next part is practical. Suppose you have $200 to play a 96% RTP slot. With low volatility you might expect to sustain play for hundreds of spins, smoothing losses and occasionally clawing a small profit. With high volatility you could burn the $200 in a few dozen spins, or hit a huge payout that turns $200 into thousands. Both outcomes are consistent with 96% RTP over millions of spins, but your experience (and whether you can withdraw) differs dramatically.

Small calculation you can use every time: target session bankroll ÷ average bet = planned spins. If you want 200 spins and the slot’s min bet is $0.50, your required bankroll is 200 × $0.50 = $100. If volatility is high, double or triple that buffer — say $300 — to avoid depletion before hitting a feature round.

Example A (low volatility): $100 bankroll, $0.50 bets, expected session spins ≈ 200. You see frequent small returns, you rarely go bust mid-session. Example B (high volatility): same bankroll and bet size but big gaps between wins; expected median session length may be 50 spins without a bonus feature, so bust risk is high.

Mini comparison: Volatility approaches

Approach Typical Profile When to Use Risk to Bankroll
Low volatility Frequent small wins; lower max payout Recreational play, long sessions, bankroll preservation Low
Medium volatility Balanced feature hits and base-game wins Casual grinders seeking occasional bigger hits Moderate
High volatility Rare big wins; long dry spells Speculative play; chasing big jackpots High

Arbitrage betting basics — what it does and what it doesn’t do

Alright, check this out — arbitrage (or “arb”) finds price discrepancies so you can back and lay, or back both sides across different bookmakers, to guarantee a small profit regardless of the outcome. In theory, it’s a no-risk profit. In practice, friction (stake limits, delayed price updates, bonuses/terms, and account restrictions) eats the profits and raises operational risk.

Arb calculation (simple): For a two-outcome market, find odds A and B. Convert to implied probabilities: P_A = 1/Odds_A, P_B = 1/Odds_B. If P_A + P_B < 1 then there’s an arbitrage. Profit % ≈ 1 – (P_A + P_B).

Example: Tennis match — Bookie1 offers 2.10 on Player X (P=0.476), Bookie2 offers 2.05 on Player Y (P=0.488). Sum = 0.964 → arbitrage exists. Profit ≈ 1 – 0.964 = 0.036 → ~3.6% gross. Stake distribution: total stake ÷ odds gives each required stake to equalise returns.

How volatility and arbitrage interact — the real-world constraints

Hold on. Volatility matters because arbitrage requires liquidity and capacity to post sometimes large stakes for small returns. High volatility sports or markets with unstable prices can cancel arbs mid-execution. For pokies, arbitrage is practically impossible — you can’t back different outcomes because slots aren’t offered across multiple books with competing odds.

If you attempt arb in-play (live betting) during volatile match conditions, odds swing fast; slippage can destroy the margin. If you use many small arbs, you’ll trigger bookmaker risk flags and likely face account limits or closures. The operational reality: arbitrage is capital-, time- and skill-intensive and carries non-obvious risks.

Two short cases from practice (hypothetical but realistic)

Case 1 — The “pokies buffer” (Aussie pokie player): I had $250, wanted at least 300 spins on a 96% low-volatility machine at $0.50 bet. Calculation: needed bankroll = 300 × $0.50 = $150; buffer to protect against variance = ×1.6 → $240. Decision: play lower stake to extend session; result: enjoyed longer play and left within bankroll limits.

Case 2 — The tennis arb attempt: found 2.20/1.92 mismatch yielding a 2% arb. Needed $5,000 total to profit $100 — not realistic for a hobby account. Also the bookie delayed accepting the higher stake and voided it citing terms. Lesson: small profit percent + large stakes = fragile strategy.

Quick Checklist (what to do before you play or arb)

  • Check RTP and volatility tag; if missing, look at paytable for hit frequency cues.
  • Decide session goals: spins/time and acceptable bust probability (e.g., 10%).
  • Set a stop-loss and a take-profit; size bets relative to bankroll and planned spins.
  • For arbs: confirm stake limits, time window to place bets, and KYC readiness (bookies often require ID for withdrawals).
  • Track your edge: for arbs record executed odds, stakes, timestamps — reconcile P&L daily.

Common Mistakes and How to Avoid Them

  • Chasing volatility: switching to higher-risk games hoping to ‘make the bankroll back’ — avoid by pre-setting limits and sticking to session bankroll plans.
  • Ignoring house terms: bonus-locked funds and wagering requirements can void your withdrawal strategy; always read the T&Cs before accepting offers.
  • Under-capitalised arbitrage: small margins require large stakes; misjudging required capital is the quickest way to lose money.
  • Poor record-keeping: failure to log arbs or bets leads to miscounting edge and mistakes under pressure.
  • Overreliance on automated tools without manual verification — use tools, but confirm odds and available stakes yourself.

Tools and approaches: quick comparison

Tool / Approach Best for Pros Cons
Odds aggregator sites Finding arbs quickly Fast, broad coverage Delay in updating; sometimes inaccurate stake limits
Manual bankroll calculator Session planning Simple, transparent Requires discipline
Arb scanner software Semi-pro arbers Automates detection, calculates stakes Costly; triggers bookmaker attention

Mini-FAQ

Q: Does low volatility mean I’ll always win small amounts?

A: Not always. Low volatility reduces the chance of big swings but doesn’t change RTP. You can still lose steadily if RTP < 100% (which it is). Low volatility simply stretches sessions and lowers the standard deviation.

Q: Can I use arbitrage to beat a casino or bookie long-term?

A: Short answer: not easily. Arbing can yield small guaranteed profits but is resource-heavy, triggers bookmaker countermeasures (bet limits, account closures), and requires strict capital and record discipline. For most hobbyists it’s not scalable.

Q: How should I size bets relative to volatility?

A: Use the spins target method: planned spins × bet = base bankroll. Multiply by a volatility factor — 1.2 for low, 1.6 for medium, 2.5+ for high — to create a buffer. Then apply a stop-loss (e.g., 30% of bankroll).

Where to practice responsibly and a practical pointer

To get hands-on experience without risking real money, use demo modes for slots and small-stakes accounts for sports arbs. If you later choose to play on commercial sites, be mindful of licensing and KYC: Australian players should check ACMA guidance and prefer licensed operators where possible. For researching markets or testing game behaviour, some players keep a “learning bankroll” under strict limits to gather personal volatility data before scaling.

For a practical reference point — if you’re exploring providers and game libraries when assessing volatility or bonuses, a helpful resource for browsing and initial checks is available here. Use it for orientation, but always cross-check licensing and payment policies before depositing funds.

Final, honest advice

To be honest, volatility is the single most misunderstood concept among casual players. People toss around RTP numbers but forget variance shapes the day-to-day reality. If your goal is entertainment, choose lower volatility and smaller bets. If your goal is speculative upside, accept that you’re exposed to long losing streaks and size your bankroll accordingly.

Arbitrage can be a legitimate approach but treat it like a part-time business: track everything, be ready for sudden bookmaker restrictions, and don’t over-leverage small margins. Practically, most recreational players are better off mastering bankroll sizing and game selection than chasing tiny arb profits.

18+ only. Gamble responsibly: set limits, use self-exclusion tools if needed, and seek help for problem gambling via your local support services (e.g., Lifeline 13 11 14 in Australia or visit your state health site). Be aware that offshore/unlicensed sites may not offer consumer protections — check licensing and KYC practices before depositing.

About the Author

Jamie Carter, iGaming expert. Jamie has worked in online gaming analytics and product testing across APAC and writes practical guides for players and operators. Jamie focuses on responsible play and transparent, data-driven advice.

Sources

  • Australian Communications and Media Authority (ACMA) — information on illegal offshore gambling and consumer protection: https://www.acma.gov.au
  • eCOGRA — testing standards for RNG and fair play in online gaming: https://www.ecogra.org
  • Odds comparison and market data resources (example aggregators used by arbers): OddsPortal (oddsportal.com) — market snapshots and historical odds

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