Shri Sai Astrologer | Best Astrologer in Hubli | Pandit Shri Vijaykumar Shastri

Withdrawal Limits in Social Casino Games: What New Players Need to Know (AU-focused)

Hang on — before you hit withdraw, check this: withdrawal limits shape how and when you actually get your money out, not just how much you can win. Short story: understanding limits saves time, avoids surprise rejections, and keeps your bankroll plans realistic.

Here’s the useful bit up front: if you know the typical limit triggers (daily/monthly caps, VIP tiers, KYC hold periods) you can plan deposits, choose payout methods, and reduce friction on cashouts. Read the practical checklist below, then scan the examples to see how a $250 win might turn into a two-week saga — and how to prevent that.

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Why withdrawal limits matter (quick, practical reasons)

Wow. Limits aren’t just a number. They affect cash flow, tax documentation, and dispute options. If your chosen game or platform caps withdrawals at AU$300 per transfer, a larger win needs multiple processes — and often extra ID checks each time. That increases time-to-cash and user frustration.

On the other hand, sensible limits protect both player and operator: they’re an anti-money-laundering (AML) control, they reduce fraudulent chargebacks, and they prevent tiny-account churn that looks suspicious to payment processors. For an Aussie playing offshore, that protection comes at the price of added friction — but you can manage it.

Common types of withdrawal limits you’ll encounter

Short list: daily, weekly, monthly caps; per-transaction minimums and maximums; cumulative limits tied to VIP tiers; and method-specific constraints (card vs bank vs crypto).

  • Per-transaction maximum — e.g., AU$5,000 per bank transfer.
  • Daily/weekly/monthly ceilings — e.g., AU$3,000/day or AU$50,000/month.
  • Minimum withdrawal — small wins might be unpayable until you reach AU$50–300.
  • Method-restricted limits — fiat bank transfers often require higher minimums than crypto.
  • Pending KYC and verification holds — withdrawals blocked until documents are approved.

How operators set limits (and why they differ)

My gut says it’s messy, and it is. Operators balance regulator expectations, payment provider rules, fraud risk, and cash-flow. Short-term cash constraints (e.g., high peak payouts after promotions) can push operators to lower per-transaction caps temporarily.

Platform architecture and business model matter. SoftSwiss white-label platforms, for instance, typically support extensive tiered limits and crypto flows; operators on those platforms often provide fast crypto cashouts but restrict fiat withdrawals to higher minimums and slower processing. If you prefer fast, small payouts, find platforms that explicitly support low-min crypto withdrawals.

Real practice: two mini-cases

Case A — Anna from Melbourne: won AU$1,200 on a social-casino-style jackpot. The casino’s fiat withdrawal minimum was AU$300 and max per bank transfer AU$500. Anna submitted KYC and received AU$500 first, then AU$500 three days later, and the final AU$200 after a secondary verification step — total time: 9 days. Frustrating, but straightforward.

Case B — Tom in Brisbane: had AU$2,400 in crypto-equivalent winnings. He chose BTC withdrawal (low fee, instant blockchain time). The casino’s daily fiat conversion limit was restrictive, but crypto withdrawals processed in 24 hours after KYC. Net result: Tom cashed out faster via crypto despite blockchain fees. Lesson: method choice matters.

Comparison table: common cashout approaches (pros & cons)

Method Typical Limits Processing Time Best For
Bank transfer (wire) High min (AU$200–300), per-tx caps (AU$5k) 2–7 business days Large fiat withdrawals, audit trail
Credit/Debit card Often no direct payouts; refunds via card policies Varies; sometimes not available Small returns if supported
E-wallets (e.g., MiFinity) Moderate min (AU$50–100), modest caps Same day to 48 hours Frequent small-to-medium payouts
Cryptocurrency (BTC, ETH, USDT) Low min (varies), high per-tx ceilings Minutes to 24 hours (after approval) Fast cashouts, privacy, cross-border players
Voucher / Voucher exchange Low min; often not used for withdrawals Immediate to a few days Small payouts; promo conversions

How to plan withdrawals: a simple step-by-step approach

Hold on — small planning beats later frustration. Follow these steps:

  1. Check the platform’s payment page and T&Cs for per-method minimums/maximums before you deposit.
  2. Complete KYC immediately after registration — don’t wait until you win.
  3. Choose a withdrawal method aligned with your needs (fast crypto for speed; bank transfer for fiat accounting).
  4. If you expect large wins, contact support to pre-verify higher limits or VIP tiers.
  5. Record timestamps for withdrawal requests and responses; this helps in disputes.

Where platform rules can trip up new players

Short: bonus wagering requirements and max-bet rules. If you accepted a bonus that locks your funds, withdrawals may be limited until wagering (WR) is cleared. For example, a 40× WR on a AU$50 bonus can require AU$2,000 in turnover — meaning your available withdrawable balance may be zero until you meet that turnover.

Also, many casinos set lower withdrawal limits for accounts with unresolved bonus activity, or they forbid withdrawals while there’s an active bonus. So — read the promo T&Cs before you accept credits that restrict liquidity.

Where to find useful payment info (and one practical resource)

Look for the Payments/Banking page or the T&Cs. When you need a live comparison of withdrawal options and processing times, check reputable operator FAQ pages for up-to-date method lists and min/max amounts — some operators publish explicit tables. If you’re comparing platforms and want a quick read on options and crypto friendliness, consider checking a detailed operator hub such as goldenstarvip.com which lists banking methods, KYC requirements and VIP tiers — it’s useful when planning your cashout strategy because it shows practical limits and crypto options in one place.

Quick Checklist — what to do before pressing Withdraw

  • Complete KYC: passport/driver’s licence + proof of address uploaded and approved.
  • Confirm per-method minimums and maximums for withdrawals.
  • Note pending bonus obligations (wagering requirements, game contributions).
  • Check VIP tiers or support options for higher limits.
  • Keep your payment accounts in your name (third-party payments are commonly rejected).
  • Record screenshot of your balance and withdrawal request (timestamps included).

Common mistakes and how to avoid them

Error: Ignoring the minimum withdrawal

Many players deposit via card, play, then try to withdraw under the platform’s minimum (e.g., AU$300). Avoid this by checking min values first. If you expect small wins, pick an operator or method with a low min (e.g., crypto or e-wallet).

Error: Delaying KYC until the withdrawal

Platforms commonly freeze withdrawals pending verification. Upload ID right after registration to avoid multi-day hold-ups when you actually want cash.

Error: Choosing the “cheapest” method without considering speed

Low-fee bank transfers can be slow. If time matters, accept a modest fee for a faster crypto payout.

Mini-FAQ (practical answers)

Q: How long should I expect a payout to take?

A: After approval it varies: crypto (minutes–24h), e-wallets (same day–48h), bank transfers (2–7 business days). Add KYC approval time — often 24–72h — if not pre-completed.

Q: Can an operator reduce my withdrawal limit after I register?

A: Yes. Limits can be dynamic if risk indicators change or if regulatory checks flag your account. If that happens, contact support and provide requested documentation. Escalate via available dispute channels if needed.

Q: Are crypto withdrawals always better?

A: Not always. Crypto is faster and often lower-min, but blockchain fees, volatility between request and receipt, and tax reporting complexity can be downsides. Choose based on your priorities: speed vs fiat accounting.

Q: I’m in Australia — any specific legal risks?

A: Australia’s IGA and ACMA restrict certain operator activities; players aren’t criminalised for playing offshore, but there’s limited local recourse. Be aware your dispute options are with the operator and its license regulator (e.g., Curaçao GCB) rather than Aussie consumer protection bodies.

Simple negotiation tactics with support (when limits block you)

Here’s what actually works more often than not: be calm, provide full verification, and ask for a staged payout plan. Mentioning that you’ll accept a series of transfers (e.g., AU$500 x 4) can speed approvals. If you’re a higher-stake player, asking about temporary VIP uplift or manual review often helps; be prepared to produce further identity proofs or source-of-funds documents.

Tools and approaches to manage your withdrawal workflow (practical toolbox)

  • Pre-verify accounts: upload KYC documents immediately.
  • Use dedicated e-wallets for intermediate storage (if supported).
  • Consider converting to stablecoins (USDT) if you want stable crypto payouts and quick on/off ramps.
  • Keep tax and accounting notes: track conversion rates and transaction IDs for record-keeping.

Responsible cashout habits (short, critical)

Play only with money you can afford to lose. Set withdrawal goals — e.g., cash out 30–50% of net session profits weekly — and automate requests where possible. Use operator responsible-gambling tools (deposit/self-exclusion/limits) to avoid emotional overplay that complicates cashouts.

18+. If gambling causes harm, contact Lifeline (13 11 14) or your local support services. Offshore operators have different regulatory protections; complete KYC early and read T&Cs carefully.

Sources

  • Australian Communications and Media Authority (ACMA) — Interactive Gambling guidance: https://www.acma.gov.au
  • Curaçao Gaming Control Board — regulatory framework and license information: https://www.gamingcontrolboard.com
  • iTech Labs / GLI — game and RNG certification best practices: https://www.itechlabs.com

About the Author

Alex Carter, iGaming expert. Alex has 8+ years working with online casino operations and payments, focusing on player protections and cross-border payout mechanics. He writes practical guides for players and operators to reduce friction around deposits, KYC and withdrawals.

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