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Bankroll Management That Actually Works — and Why RNG Audits Matter

Hold on — before you top up your account, read this: set three clear numbers first — total bankroll, session bankroll, and a maximum acceptable loss — and you’ll avoid most beginner disasters. Practical tip: treat your gambling money like entertainment money; move it to a separate wallet, and never mix it with bills or savings.

Here’s the thing. A sound bankroll plan is not a single rule but a toolbox: percent-based bet sizing, session limits, stop-loss triggers, and withdrawal-testing. Combine those with knowing that the games you play are audited (or not), and you shift from guesswork to manageable risk. That’s what this guide gives you — step-by-step rules, short examples, a comparison table, quick checklists, and plain-English notes on RNG auditing so you understand how fairness links to your money management.

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)

Start with the three numbers that save you headaches

Wow! Pick a bankroll you can afford to lose. Seriously.

– Total bankroll: the absolute amount you allocate for gambling over a defined period (month, quarter).

– Session bankroll: a slice of your total bankroll you bring to any playing session (often 1–5% of total bankroll).

– Max loss (stop-loss): a hard cap per session or per week that you will not breach — set it and stick to it.

Four practical bankroll-sizing methods (pick one to start)

Hold on — don’t try to master every method today. Choose one, test it, and adapt.

Method How it works (short) When to use it Quick example
Fixed-bet Bet the same stake each spin/hand. Beginners; low variance games. Bankroll €500, bet €2 per spin → 250 spins nominally.
Percentage (unit) sizing Bet a fixed % of total bankroll (1–2%). Adaptive to bankroll changes; good for longer play. €1,000 bankroll; 1% bets = €10 per bet.
Session budgeting Allocate a session pot; stop once used. For social/casual players who want time control. €200 session from €1,200 total; stop when €200 spent or target reached.
Kelly-lite Fractional Kelly adjusted for casino edge. Advanced players who estimate edge and variance. Use 0.25×Kelly to reduce volatility; complex but efficient long run.

Mini-case: how numbers look in practice

OBSERVE: I once tested a €1,000 bankroll with 1% sizing on a medium-variance slot. My session pot was €50. After two sessions I’d learned to reduce session size on losing streaks.

EXPAND: Example math — 1% rule means €10 bets. If you want 50 spins per session, reduce bet to €2 (0.2%); this trades off potential upside for longevity. ECHO: If you chase recovery with bigger bets, variance will do the rest — set the stop-loss first and accept the session outcome.

Why game fairness (RNG audits) matters for your plan

Something’s obvious: if a game is rigged you need a different rulebook. But how do you tell?

RNG audits are independent checks that validate that an algorithm produces statistically random outcomes within expected RTP ranges. Reputable auditors publish methodologies and certificates — examples include iTech Labs and other accredited test labs. If a casino or game provider shows audit certificates, your risk from manipulated outcomes is materially lower.

In practice, audited games mean you can rely on the published RTP for long-term expectations and therefore use percentage sizing or Kelly-like approaches more confidently. If a site lacks audits — or hides provider names — treat it like a higher house-edge; shrink your bets and session sizes accordingly.

How to verify audits quickly (practical checklist)

– Look for a visible certificate or auditor name on the casino game page or provider page.

– Check for known auditor names (iTech Labs, eCOGRA, GLI).

– Confirm the certificate date and the product it covers (some audits are for a single game release).

– If unclear, ask support for proof and a link to the auditor’s report.

Tools & platform choices that help you manage risk

Here’s an under-used trick: use account tools and timing controls on the platform to enforce your rules. Most modern casinos offer deposit limits, loss limits, session timers, and self-exclusion. Use them as your digital guardrails.

For convenience and on-the-go control, a lot of players use mobile apps for setting limits and monitoring real-time balances — if you like to play from a phone, consider platforms that expose limit controls in their mobile interface. If you prefer a simple way to do this, check a platform’s mobile apps for limit settings and session controls before depositing.

Simple math you should know

– Wager-to-bankroll ratio: don’t risk more than 1–2% of total bankroll on any single bet to avoid ruin from variance.

– Stop-loss formula: Session stop-loss = session pot × 0.6–0.8 (where you stop early to preserve future sessions).

– Break-even spins: For a slot with RTP 96% and €2 average bet, expected loss per spin is €0.08. At 100 spins you’d expect €8 loss — plan sessions around this expectation.

Comparison: quick view of approaches and tools

EXPAND: The table below helps decide which approach suits your temper and goals. ECHO: there’s no single best method — match method to time horizon, tolerance for drawdowns, and entertainment value.

Goal Best method Complexity Notes
Casual fun, low stress Fixed-bet + session budget Low Easy to follow; good social playfit.
Long-term play, preserve bankroll Percentage sizing (1%) Medium Adapts to bankroll changes; consistent longevity.
Value seeking, bonuses Targeted staking + test withdrawals Medium Test small payouts first to validate withdrawal process.
High-stakes strategy Kelly-lite + volatility modelling High Requires RTP and variance estimates; advanced math.

Two short, original examples you can copy

Case A — Beginner on a €500 bankroll: choose 1% sizing (€5 bets), session pot €25 (five bets), stop-loss €20. Result: you limit emotional chasing and can have 10 low-stress sessions per month.

Case B — Bonus chaser with €200 bankroll: deposit €25, claim free spins, then run a withdrawal test for a €20 win. If withdrawal and KYC are smooth, increase play slowly. If verification drags, stop and withdraw what you can — don’t compound the risk.

Quick Checklist (copy into your notes)

  • Decide total bankroll and lock it away from everyday funds.
  • Choose a sizing method (fixed, % or session) and stick to it for 30 days.
  • Set session stop-loss and session win-goal (cash out on either).
  • Verify game audits — check for certificates and auditor names.
  • Test withdrawal with a small amount before larger play.
  • Use platform limits and timers; enable self-exclusion if tempted to breach rules.

Common Mistakes and How to Avoid Them

  • Chasing losses — Avoid increasing stakes to recover; instead stop, reassess, and reduce session size.
  • Ignoring KYC/withdrawal tests — Always process a small test withdrawal early to expose friction.
  • Overestimating short-term variance — Don’t treat single-session outcomes as trends.
  • Playing un-audited games with big bets — Shrink bet size or avoid until audit proof is shown.
  • Mixing funds — Keep gambling bankroll separate from everyday finances.

Mini-FAQ

Q: How much should a beginner risk per bet?

A: Start at 1% of your total bankroll or less. If you’re nervous after early sessions, drop to 0.5%. The goal is sessions, not single wins.

Q: How do I know an RNG audit is legitimate?

A: Check the auditor name, certificate date, and scope. Cross-check by visiting the auditor’s site or asking casino support for a direct link to the report. Legitimate auditors will publish test scope and methodology.

Q: What if the casino delays withdrawals?

A: Don’t escalate your bet size to chase a paid withdrawal. Pause play, contact support with documentation, and escalate to a public dispute portal only if the site is licensed and provides a route for complaints. Keep records of chats and payment receipts.

One practical tool: use platform limits via mobile control

OBSERVE: Many problems start when limits are manual and forgotten. EXPAND: Using in-account limits and timers prevents emotional overrides. ECHO: On the go, it’s easiest to manage these from the platform’s mobile interface; check the app for limit controls before depositing and adjust limits from your phone when necessary. If you’re evaluating platforms, try their mobile apps to ensure quick access to limit settings and real-time balance checks — this saves you grief when emotions rise.

18+ only. Gambling can be addictive. If you’re in Australia and need help, contact Gambling Help Online (https://www.gamblinghelponline.org.au) or Lifeline on 13 11 14. Always comply with local laws, complete KYC when requested, and avoid unlicensed operators. If a site is blocked by ACMA, do not attempt to circumvent restrictions — you risk losing protections and your funds.

Sources

  • https://www.acma.gov.au/illegal-online-gambling
  • https://www.itechlabs.com
  • https://gcbcuracao.com

About the Author

Jordan Reed, iGaming expert. Jordan has over eight years’ hands-on experience advising recreational players and operators on risk management, bonus valuation, and fair-play verification. He focuses on practical, testable bankroll rules and transparent audit checks.

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