Responsible Gaming: How the Industry Fights Addiction — Withdrawal Limits

Here’s the thing. Short sessions and small losses can hide a slow-burning problem. Many players assume a casino’s withdrawal rules are administrative detail; in reality they are a frontline tool that can either protect players or, if misused, trap them.

Withdrawal limits — daily, weekly, maximum cashouts, and verification rules — are part consumer protection and part operational policy. When designed with player wellbeing in mind they prevent impulsive cash-outs and curb chasing losses; when designed primarily to retain funds they become a barrier to responsible play. To help you spot the difference, I give practical checks, arithmetic examples, and a simple comparison of tools operators use versus tools regulators prefer.

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)

Why withdrawal limits matter — fast, then practical

Hold on — withdrawal limits are not just an annoyance. They shape behaviour.

Reason: a high, frictionless withdrawal process reassures a winning player and reduces panic-driven gambling. Conversely, tight limits plus slow bank transfers can nudge a player toward continuing play to try and “recover” funds that are effectively locked. That nudge, repeated, is how recreational play becomes harmful.

Practically, a transparent withdrawal system does three things: (1) it sets clear expectations (times, min/max amounts), (2) it uses limits and cooldowns to slow impulsive decisions, and (3) it pairs with fast, fair verification so that legitimate claims are paid promptly. If one of these is missing, the system leans toward harm rather than protection.

Common withdrawal tools and how they affect player risk

Here’s a short inventory.

  • Fixed maximum withdrawal per day/week/month — reduces the chance of large impulsive cash-outs but can frustrate legitimate winners.
  • Pending/processing periods (e.g., 48h pending + 3–8 business days for bank transfer) — slows removal of funds; may be sensible for AML checks if transparent.
  • Verification (KYC) deadlines with penalties — essential, but punitive short windows (e.g., 14 days with forfeiture clause) are abusive.
  • Payment-method restrictions (only bank wires; no e-wallets) — increases delay & friction, raising stress and potential for chasing.
  • Minimum withdrawal thresholds — help reduce micro-requests but can lock small-stake players in.

Mini-case: how rules can escalate harm (hypothetical)

My gut says rules that look administrative are often behavioural levers. Consider Sarah, a casual Aussie player.

Scenario: Sarah wins AU$3,500 on a pokie. The operator caps weekly withdrawals at AU$2,500, requires KYC within 14 days, and processes payouts by bank wire with a 48-hour pending period. Sarah requests a payout for AU$3,500; support asks for ID. She submits documents but gets repeated requests for “clearer scans.” Each delay increases stress; she logs back in and places another AU$200 bet “while waiting” and loses it. The operator later tells her only AU$2,500 can be paid for the week; the remainder is pending until next week. Result: wasted time, stress and continued play that might have been avoided with faster, clearer payout procedures.

Practical math: how wagering and withdrawal limits interact

Quick example calculations that matter:

  • Wagering requirement example: A 200% match with 40× WR on (D+B). If deposit D = AU$100, bonus B = AU$200, turnover required = 40 × (D + B) = 40 × 300 = AU$12,000. At an average bet of AU$2, that’s 6,000 spins — a huge time/cash commitment.
  • Withdrawal-limit impact: A AU$10,000 win with a weekly limit of AU$2,500 takes four weeks to fully withdraw (ignoring bank delays). Multiply this by customer uncertainty and the chance of freezing accounts for KYC issues — the winner may never see the full sum in a timely way.

Comparison table: operator tools vs player-centric features

Feature Used by risky operators Used by player-centric operators (best practice)
Withdrawal limits Low weekly caps, opaque tiers Clear limits with VIP escalation & transparent policy
KYC deadlines Short punitive deadlines (e.g., 14 days with forfeiture) Reasonable windows, multiple reminders, no automatic confiscation
Payment methods Bank wire only (slow), hidden fees Multiple methods including e-wallets, clear fee info
Processing times Long/uncertain (weeks), manual stalls Fast, auditable timelines (48–72h for approval; payout within provider SLA)
Responsible limits Absent or support-only Self-service deposit/wager/loss/session limits + cooling-off

Quick Checklist — Can you trust the withdrawal setup?

  • Are min/max withdrawal amounts and weekly caps published and easy to find?
  • Is KYC explained with realistic timelines and no mention of automatic forfeiture for non-response?
  • Are multiple payment methods offered (bank, e-wallet) to speed payouts?
  • Does the operator publish average payout times and bank transfer timelines?
  • Are responsible gambling tools (limits, self-exclusion, reality checks) available in-account?

Common Mistakes and How to Avoid Them

  • Assuming SSL padlock = safety. Avoid by checking licensing and independent audits instead.
  • Ignoring small print on KYC timelines. Avoid by saving screenshots of submissions and asking for confirmation emails.
  • Depositing right after a big win because withdrawals seem slow. Avoid by using self-imposed withdrawal cooling-off periods.
  • Relying on a single payment method. Avoid by linking an e-wallet or alternative payment method before big bets.

Tools operators should (and sometimes do) use to reduce addiction risk

Here’s what helps in the real world.

  • Self-service financial controls: deposit limits, loss limits, stake limits, and session timers.
  • Cooling-off periods: temporary (24–90 days) breaks initiated by player with easy reactivation processes only after a waiting period.
  • Reality checks & nudges: popup summaries of session time and money spent after X minutes or losses.
  • Transparent payouts: published SLA (e.g., verify in 48h, pay within 72h after verification) and multiple payout channels.
  • Independent audit & licensing: external RNG audits and a verifiable license give players third-party recourse.

Where withdrawal rules go wrong — red flags

My gut says the following are immediate stop-signals:

  1. Forfeiture clauses tied to short KYC windows (e.g., “submit docs in 14 days or we keep funds”).
  2. Only slow bank wires offered with minimal explanation of timing and likely fees.
  3. Opaque, changing withdrawal caps without clear VIP or escalation pathways.
  4. Repeated document rejections with no human review or timestamped receipts.

Mid-article practical recommendation

When choosing a site or assessing your current operator, compare the time-to-cash and the KYC policy first — they matter more than headline bonuses. If you want to test an operator’s transparency quickly, register a free account, deposit a small amount, trigger a small win, and request withdrawal. See: how long until approval? Do they ask for reasonable documents or ambiguous “proofs” that keep changing? If confirmation is slow or support is evasive, mark the operator as high-risk.

For players who want a place to test UI clarity and withdrawal transparency — in the sense of checking how an operator displays those policies — a snapshot visit to a platform can be useful; for research purposes you can view a sample operator like here to see how promotional material and payout information are presented on-screen, but always treat any single-site experience as only one data point and prefer licensed operators for real-money play.

Mini-FAQ

Frequently asked questions

Is a weekly withdrawal limit always bad?

No. Properly applied limits (clearly explained, with VIP escalation and reasonable thresholds) are an effective harm-minimisation tool. They only become problematic when combined with slow payments, punitive KYC, or opaque messaging.

How long is a reasonable KYC window?

30 days is a reasonable standard for most documents, with frequent reminders and support help to resolve issues; anything under 14 days with forfeiture language is a red flag.

What payment methods reduce player stress?

E‑wallets (Skrill/Neteller), fast bank transfers via local rails, and reputable card processors. Faster methods reduce time-to-cash and therefore reduce the temptation to chase losses.

What should I do if my withdrawal is delayed?

Document dates of request and correspondence, follow up in writing, ask for a ticket number, and if the operator is licensed, escalate via regulator or dispute resolution service. If unlicensed, escalate with screenshots on community watchdog forums and avoid further deposits.

Two short practical examples (realistic, anonymous patterns)

Example A — Good practice: Operator publishes “Verification processed within 48h; payouts processed within 72h via e-wallets; weekly limit AU$10k; self-exclusion in-account”. User withdraws AU$1,200 and receives funds in 3 business days. Result: trust reinforced.

Example B — Bad practice: Operator has “weekly limit AU$2,500; bank wires only; KYC must be returned in 14 days or funds may be confiscated”. User wins AU$6,000, submits ID, experiences repeated “not-legible” rejections, and is paid AU$2,500 after weeks while the rest remains pending. Result: stress, complaints, and likely abandonment of the platform.

Regulatory & support notes for Australian players (18+)

18+. In Australia, state and territory regulators (e.g., NSW, Victoria) and services like Gambling Help Online provide advice and crisis support. Operators licensed by reputable jurisdictions must have dispute resolution contacts; unlicensed sites do not. Always prioritise licensed operators with audited RNGs, published payout SLAs, and clear responsible gambling tools.

If you or someone you know is struggling with gambling, contact Gambling Help Online (https://www.gamblinghelponline.org.au) or Lifeline (13 11 14) immediately. Self-exclusion and deposit limits are available tools — use them early.

Sources

  • https://www.gamblinghelponline.org.au
  • https://www.vic.gov.au/gambling
  • https://www.who.int/news-room/fact-sheets/detail/gambling-disorder

About the Author

Alex Mercer, iGaming expert. Alex has 10+ years’ experience working with operators and harm-minimisation programs across APAC; he writes on practical measures players can use to protect their bankroll and wellbeing.