Withdrawal Limits and Fast-Payout Casinos: What Beginners Need to Know

Hold on — you don’t need a PhD in payments to understand withdrawal limits, but they do quietly decide whether your wins feel like “real” money or a paper trail you can’t access. In plain terms: withdrawal limits + verification time = the practical speed of your cashout, and that’s what actually matters when a nice hit lands.

Here’s the quick benefit up front: if you want a near-instant payout experience, look beyond the headline “fast payouts” and check three things: per-withdrawal/time limits, verification (KYC) rules, and permitted payout methods. Combine those and you’ll know whether a “10-minute” claim is marketing or reality.

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)

Why withdrawal limits matter more than advertised payout times

Wow — sounds counterintuitive, but payout speed claims (minutes/hours) can be irrelevant if limits force you into slower channels. Example: a casino promises crypto payouts in 10 minutes, but caps crypto withdrawals at CAD 500/day. If you win CAD 5,000, you’ll either split the payout into many days, or accept a bank transfer that takes 3–5 business days.

Withdrawals are a three-step pipeline: request → verification → payment rail. Even if the payment rail is immediate (crypto/e-wallet), if verification is pending or limits require a specific channel, you’ll wait. In practice, most delays come from KYC holds and the operator’s anti-money-laundering rules, not blockchain confirmations.

Common withdrawal limit types (and how they affect you)

Short list first:

  • Per-transaction maximum — max you can withdraw in a single request.
  • Daily / weekly / monthly caps — aggregate caps that slow large wins.
  • Free withdrawal quota — first N withdrawals free; extra ones charged.
  • Method-linked limits — e.g., e-wallets fast but cap low; bank wires high but slow.
  • Bonus / wagering-related holds — funds locked until turnover conditions met.

On the one hand, per-transaction caps force multiple payouts. On the other hand, aggregate caps (weekly/monthly) can trap major wins behind a calendar. Be especially wary when progressive jackpot wins are subject to limits — some casinos pay jackpots in instalments unless they explicitly state otherwise.

Mini-case: how limits turned a win into a headache

Short story: I hit a CAD 12,000 slot jackpot at a “fast” site. The casino required a same-method withdrawal policy and crypto cap was CAD 1,000/day, bank transfers required additional checks and 3 business days. I had to verify multiple documents and accept three crypto payouts over ten days. Annoying? Yes. Avoidable? Often — by checking limits first.

Practical checklist: what to read before you deposit

Here’s a Quick Checklist you can use in 60 seconds.

  • Check per-withdrawal max and daily/monthly caps (search “withdrawal limits” in T&Cs).
  • Confirm “same method” withdrawal policy (deposit with card → must withdraw to card?).
  • Find the free withdrawal allowance and fees for extra payouts.
  • Read KYC requirements and typical verification times — some casinos publish average times.
  • Note bonus wagering conditions affecting withdrawals (turnover, game weighting, expiry).

Comparison table: typical channels vs speed, cost and limits

Payment Method Typical Speed Typical Per-Withdrawal Limit Typical Fees Notes
Crypto (BTC/ETH/USDT) Minutes → 24 hrs Low → High (CAD 500 → CAD 50,000) Low (network fees) Fastest when supported; watch daily caps
E-wallets (Skrill/Neteller) Minutes → Hours CAD 1,000 → CAD 10,000 Sometimes small fixed fee Fast & often free for first withdrawals
Bank Transfer / Interac / PayID 1–5 business days CAD 1,000 → CAD 50,000+ Possible fee by bank/operator Higher limits but slowest option
Credit/Debit Card 1–5 business days CAD 500 → CAD 20,000 Card issuer fees possible Often limited by card provider rules

How operators make “fast payouts” real — and how to test them

Here’s the thing. Speed claims mean little until you test them across three vectors: (1) new-account verification, (2) a small test withdrawal, (3) a large withdrawal. Do all three before you trust the site with bigger stakes.

Do this: register, upload the KYC docs the casino asks for (ID, proof of address, source of funds if requested), then deposit CAD 20 and withdraw CAD 20 by your preferred method. If the small test clears fast and the support team is responsive, you have empirical evidence the site handles payouts decently.

If you want a benchmark: many reputable fast-payout casinos advertise e-wallet/crypto payouts under 10–30 minutes after approval. But approval is the bottleneck — if KYC is still pending, a payout won’t start at all.

Where withdrawal limits interact with bonuses — numbers that bite

Bonuses look appealing, but they often tie your balance to wagering requirements (WR) and limits. Example math: A CAD 100 bonus with a 35× WR requires CAD 3,500 in wagering. If the casino caps max bet for wagering at CAD 5 per spin, that turns into 700 spins — a long grind that might trip deposit-turnover rules or trigger limits.

Also watch the “withdrawal cap on bonus wins” clause. Some offers cap the real-money cashout from bonus-derived wins (e.g., free spin wins capped at CAD 100). Those clauses convert “fun” bonuses into limited real value if you don’t read them.

Middle ground recommendation: what to look for in a fast-payout casino

Practical rule-of-thumb — choose casinos that:

  • Publish per-withdrawal and monthly caps clearly.
  • Offer multiple payout rails (crypto + e-wallet + bank) so you can choose speed vs limit.
  • Provide clear KYC guidance and an average verification time (e.g., “KYC within 10 minutes”).

If you want a real-world example of a fast-payout operator that emphasises speed and crypto + fiat flexibility, check a site that foregrounds transparent payout policies and verification speed — for instance, fastpaycasino — which markets rapid verification and a mix of crypto/e-wallet options. That kind of dual approach reduces the chance that limits on one rail lock up a large win on the account.

Common mistakes and how to avoid them

1. Assuming “instant” applies to every method

Many people deposit with card, expect crypto-speed withdrawals, and then complain. Always verify which withdrawal methods match which payout times.

2. Not verifying account early

Don’t wait to be forced into KYC by a withdrawal. Upload documents immediately after registration to avoid last-minute holds.

3. Overlooking aggregated caps

Small print often contains weekly/monthly caps that delay large payouts. If you’re a high roller, contact support for bespoke limits before you play.

4. Ignoring bonus-related constraints

Bonuses can bind funds under wagering requirements. If you want fast real withdrawals, consider playing without a bonus or choose low-WR offers.

Mini-FAQ

Q: What’s the fastest realistic withdrawal option?

A: Crypto and e-wallets. But speed depends on verification. Expect minutes-to-hours if KYC is complete; otherwise, delays extend to days.

Q: Are daily/monthly limits negotiable?

A: Sometimes. VIP or VIP-by-request routes can raise limits; email support before you deposit large sums to negotiate higher caps or a tailored plan.

Q: Can casinos split big wins over multiple payouts?

A: Yes — some operators will split large wins due to limits or AML controls. Ask for a written payout schedule to avoid surprises.

Two short examples to illustrate decisions

Example A — Conservative player: I deposit CAD 50 via Interac, want small, quick wins. I pick e-wallet withdrawals later and verify KYC immediately. Result: small payouts reach my e-wallet in under an hour when limits are within daily cap.

Example B — High-roller planning: I aim to play for CAD 40,000 monthly. Before depositing, I contact support to confirm monthly caps and VIP options, request higher per-withdrawal limits, and ask about required KYC proofs. This avoids being stuck on a slow bank rail after a big win.

18+ only. Gambling can be addictive. If you are in Canada and need help, see your provincial problem gambling services or call the national helpline where available. Set deposit and time limits, and consider self-exclusion tools if you feel at risk.

Sources

  • https://www.curacao-egaming.com/
  • https://www.softswiss.com/
  • https://www.responsiblegambling.org/

About the author

{author_name}, iGaming expert. I’ve worked in payments and product research for online casinos and advised players on practical payout strategies; my focus is helping beginners avoid the common pitfalls that turn wins into waiting games.

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