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Payment Processing Times & Casino Mathematics: Understanding the House Edge

By October 15, 2025No Comments

Hold on. If you’ve ever wondered why your withdrawal takes days (or never shows), you’re not alone.
Once you strip away the marketing bells and whistles, payment timing and the house edge are the two invisible forces that determine whether an online gambling session feels fair or like a tug-of-war with a faceless operator.

Here’s the practical takeaway up front: know the expected deposit/withdrawal timelines for each method before you play, and run simple house-edge checks on the games you favour so you can size bets to your bankroll and avoid nasty surprises.
If you do that, you’ll limit common frictions and keep variance from turning a fun session into financial stress.

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)

Why payment processing times matter — quick economics

Wow. Slow withdrawals aren’t just annoying; they’re a risk signal.
A legitimate operator typically processes KYC, anti-money-laundering (AML) checks and then forwards funds to your chosen payout rail. These steps take time but have expected ranges: instant-to-hours for e-wallets, same-day-to-5 business days for bank transfers, and 3–7 business days for cards in many cases.
If a site promises 24-hour withdrawals but consistently delivers weeks, that’s a red flag—sometimes deliberate.

At the same time, the house edge is the mathematical long-run advantage the casino holds over players on a game. Think of it as the expected loss per bet, expressed as a percentage. For slots, the advertised RTP (return to player) is 1 − house edge. So a 96% RTP implies a 4% house edge over very large samples. But short sessions and volatility mean results can wildly diverge from that number.

Simple math you can use right now

Hold on. Small formulas go a long way.
Use these two checks before you play: turnover required vs bankroll, and expected loss per session.

  • Turnover (for bonus WR): Turnover = (Deposit + Bonus) × Wagering Requirement. Example: $50 deposit + $50 bonus with 35× WR → (50+50)×35 = $3,500 total stake required.
  • Expected loss per session: Expected loss = Total stake × House edge. If you stake $200 across sessions on 96% RTP games, expected loss ≈ $200 × 0.04 = $8 in the long run (but of course short-term can be + or −).

Payment options compared: speed, fees, and risk

Hold on. Not all rails are equal.
Choose the method that matches your need: speed for urgent withdrawals, traceability for disputes, and low fees to preserve winnings. Below is a compact comparison.

Method Typical deposit time Typical withdrawal time Common fees Practical risk note
E-wallets (Skrill/Neteller) Instant Minutes–24 hours Low–moderate (withdrawal fees sometimes charged) Fastest payouts; ideal for quick cashouts
PayID / Direct Bank Transfer (AU) Instant–same day 1–5 business days Usually none Convenient but slower for withdrawals; good traceability
Cards (Visa/Mastercard) Instant 2–7 business days Low–moderate (depends on bank) Common but can be delayed due to bank processing
Cryptocurrency Minutes Minutes–hours (after confirmations) Network fees Fast and pseudonymous; beware volatility
Manual processing (operator bank) Varies Days–weeks Often none Opaque; often a warning sign when withdrawals fall under this

How to read a casino’s payout policy without getting hoodwinked

Hold on. The terms are where many players trip up.
Look specifically for: maximum withdrawal caps, wagering requirement (WR) calculations, bonus contribution by game, KYC deadlines, and any “winnings cap” clauses tied to total deposit. If terms limit payout to a multiple of deposit (e.g., winnings capped at 30× deposit), treat the site as suspect.

If you want to try offers somewhere that displays promotions clearly and lists conditions in plain language, review the bonus terms and simulate the WR using the earlier turnover formula before accepting anything. For example, a 200% first-deposit match with 40× WR on D+B will require massive playthrough: (deposit + bonus) × 40. That can convert a $100 welcome package into $8,000 of required wagers—often not worth it.

When payment delays are ‘normal’ and when they’re not

Wow. Seasonality and verification spikes happen.
Good reasons for delays: holiday banking schedules, extra KYC for large withdrawals, and third-party payment provider outages. Bad reasons include opaque “security holds” used repeatedly or arbitrary partial payouts tied to unclear rules. If support cannot give a verifiable timeline and you see changing T&Cs after you submit a withdrawal, escalate externally (see Sources).

Mini-case: two withdrawals, two outcomes

Hold on. Real-world examples help.
Case A: Emma uses her e-wallet, completes KYC before VIP play, and receives a $1,200 withdrawal in under 12 hours. Smooth.
Case B: Tom deposits $2,000 via bank transfer, hits a $9,000 win, and is told he can withdraw only 30× his deposit. That cap reduces his payout to $60,000 of theoretical winnings to just $60,000? No—that rule effectively nullifies his real win. He faces weeks of appeals and ends up lodging complaints with external regulators.

These cases show two practical actions: (1) complete KYC early, and (2) read T&Cs for withdrawal caps or logic that ties payouts to aggregated deposit history.

Where the house edge fits into bankroll planning

Hold on. The house edge is a budgeting tool as much as a probability metric.
If you play a game with a 4% house edge and plan to wager $1,000 total this week, your long-run expected loss is $40. That doesn’t mean you’ll lose $40—short-term variance can be much larger. So match session stakes to your tolerance: set a session loss limit equal to X× expected loss and treat the remainder as entertainment spend.

Comparison: Adjusting strategy by volatility & edge

Wow. Two players interpret the same RTP very differently.
Low-volatility, low-edge games (e.g., baccarat variants with house edge ~1%) give steady, small wins/losses; high-volatility, higher-edge slots can produce big spikes and longer dry spells. Your bankroll should reflect that: smaller stakes for high-volatility games, and you should avoid staking >1–2% of your bankroll per spin if you want session longevity.

Choosing promos that don’t trap you

Hold on. Bonuses can be bait.
A healthy approach: calculate the actual turnover and the break-even RTP threshold for the wagering requirement. If the WR demands wagers on games with very low contribution to WR or disallowed games, it’s often a negative expected-value scenario. When a bonus still makes sense—say, very low WR and high game contribution—use it, but always confirm the withdrawal timing and caps before you trigger a payout.

For players who want to review offers that display both promotional value and limits transparently, checking the bonus page and comparing the WR-to-value ratio helps identify genuinely usable offers rather than traps. For context on promotion layouts and examples, see the site’s dedicated promotions and bonuses area such as their bonuses.

Quick Checklist — before you deposit

  • Check expected withdrawal times per method (e-wallet vs bank vs card vs crypto).
  • Scan T&Cs for withdrawal caps tied to deposited amount or odd clauses.
  • Calculate WR turnover for any bonus before accepting it.
  • Complete KYC proactively to avoid delays at payout time.
  • Choose stake size ≤1–2% of bankroll for high-volatility play.

Common Mistakes and How to Avoid Them

  • Mistake: Depositing without reading withdrawal caps. Fix: Search the T&Cs for keywords “cap”, “limit”, “maximum payout”.
  • Mistake: Believing advertised RTP guarantees short-term wins. Fix: Treat RTP as long-run expectation; manage sessions accordingly.
  • Mistake: Using manual bank transfer for rapid payouts. Fix: Use e-wallets if your priority is speed.
  • Mistake: Accepting a high WR bonus without simulating turnover. Fix: Compute required turnover and decide if the entertainment value justifies it.

Mini-FAQ

Why does my casino ask for documents for a small withdrawal?

Hold on. Even small withdrawals can trigger KYC checks if your account activity or payment rail is new.
Operators are obliged to run AML/KYC checks; doing them early (before a withdrawal) saves weeks of delay later. Keep scanned ID and proof of address ready when playing for real money.

Is a 96% RTP slot better than a 98% one if the 96% pays big jackpots?

Wow. RTP averages over huge samples; a 98% RTP game typically offers a smaller house edge long-term. However, a 96% high-jackpot slot can produce life-changing wins at the cost of longer cold streaks. Decide by volatility tolerance and bankroll strategy, not only RTP.

What if a casino repeatedly delays my withdrawal?

Hold on. Document timestamps, save chat transcripts, and escalate to the regulator responsible for the licence the casino claims to hold. If domestic protections are absent (e.g., the operator is unlicensed in AU), you may be limited to chargebacks via your card provider or filing complaints with international bodies listed in Sources.

Tools & approaches to reduce payment friction (comparison)

Hold on. Use this mini-guide to improve speed and dispute chances.

Approach When to use Benefit Limit
Pre-KYC submission Before you deposit Smoother withdrawals Requires time upfront
Prefer e-wallets Want fast payouts Minutes–24h withdrawal May have fees
Documented timelines Dispute readiness Evidence if you escalate Doesn’t force payout

Final practical rules—putting it together

Hold on. This is the part most players skip.
1) Read the withdrawal policy; if it contains a cap tied to deposits, leave. 2) Complete KYC early. 3) Use quicker rails (e-wallets or crypto) when access to funds matters. 4) Treat RTP and house edge as long-run guides—size bets so one bad streak doesn’t ruin your month.

To get better offers without hidden strings, compare promotion cost (turnover) vs benefit—if the maths doesn’t stack up, decline. If you’re reviewing promo pages and want immediate clarity on wagering and withdrawal expectations, scan the promo section and linked T&Cs for precise WR math and payout timing; responsibly checking those details is far more valuable than chasing a “huge” bonus that’s a trap.

18+. Gamble responsibly. If gambling is causing problems, seek help: in Australia call Gambling Help Online on 1800 858 858 or visit https://www.gamblinghelponline.org.au. Always set deposit and session limits and never gamble with money you need for bills or rent.

Sources

  • https://www.acma.gov.au — guidance on prohibited interactive gambling and enforcement.
  • https://www.gamblingcommission.gov.uk — testing, fairness and regulatory guidance for operators and players.
  • https://www.ecogra.org — industry standards for RTP and game fairness testing.

About the Author

Jordan Blake, iGaming expert. Jordan has 9 years’ hands-on experience in online casino operations and player protection research, focusing on payment rails and bonus mechanics. He writes practical guides for players wanting to understand the nuts and bolts of fair play and safe banking online.

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