How much do age verification checks really cost? Practical compliance guide for Australian online casinos

Hold on. This is the piece you actually need if you’re budgeting for compliance rather than guessing. Too many operators treat age checks as a checkbox; that’s the quickest route to fines, blocked access in Australia, and reputational damage.

Here’s the core bargain, up front: a reliable age-verification system combines software costs, one-off integration, ongoing per-check fees, and a steady stream of human-review overhead. Get those numbers wrong and your margins vanish or your platform becomes legally vulnerable. In the sections below I break those line-items into realistic figures, show two short case examples, and give a tight checklist you can use tonight to sanity-check vendor quotes.

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Why age verification costs more than you expect

Wow! You start with a simple question, and then regulators complicate everything. On the one hand, verifying an adult is conceptually just a yes/no test. On the other hand, requirements differ by jurisdiction, payment rails, and risk appetite—so costs scale quickly as you move from “basic” to “robust.”

Basic checks (automated ID smoke-tests) are cheap per-check but leak risk. Mid-tier solutions that combine document OCR, database DVS checks, and liveness give far better assurance but cost materially more. The most expensive solutions layer biometrics, sanctions screening, and manual review teams—these are typically used by high-value operators or fiat-heavy platforms where regulatory scrutiny is intense.

Cost components — an itemised breakdown

Here’s the practical model every product manager should use when planning a compliance budget. It’s split into fixed and variable costs for clarity.

  • One-off integration & setup: vendor onboarding, API integration, sandbox tests, privacy assessments. Typical range: AU$3,000–AU$50,000 depending on complexity and whether you need a bespoke flow or a simple widget.
  • Per-check fees (variable): Document OCR / DBV only: AU$0.40–AU$1.20. Face-match + liveness: AU$1.00–AU$3.50. Full-stack checks with manual review: AU$2.00–AU$6.00.
  • Monthly subscription / platform fees: For enterprise dashboards, reporting and SLA: AU$200–AU$5,000/month.
  • Manual-review labour: If you operate 24/7, expect AU$60,000–AU$90,000 per FTE (total cost to company). Outsourcing to a specialist review partner can be AU$2–AU$8 per item depending on required throughput.
  • False positive handling & appeals: Rework costs (support time, re-checks) average AU$1–AU$10 per disputed case.
  • Data retention, legal & audit overhead: Policy, storage, and periodic audits: budget AU$5k–AU$25k annually for small to medium operators.

Quick example: rough monthly maths for a small AU-facing casino

Alright, check this out—numbers you can plug into Excel.

Scenario A — 5,000 new registrations/month (low churn, fiat + crypto mix):

  • One-off integration: AU$8,000 (amortise over 12 months = AU$667/month)
  • Per-check blended average: AU$1.20 → 5,000 × AU$1.20 = AU$6,000/month
  • Manual review (outsourced): AU$1,000/month for 200 flagged cases
  • Platform fee + reporting: AU$500/month
  • Total monthly cost ≈ AU$8,167 (≈ AU$1.63 per registration)

If you expect more high-risk profiles or require liveness checks, flip the per-check to AU$2.50 and the monthly bill jumps to AU$13,667. That’s why upfront risk-scoping matters.

Comparison table — common age-verification approaches

Approach Typical cost / check (AUD) Speed Accuracy / Fraud resilience Best use-case
Basic DOB field + payment check ~0 (internal) Instant Low (easy to spoof) Low-risk promos; preliminary gating
Document OCR + Database Verification (DVS) AU$0.40–AU$1.20 Seconds–minutes Medium–High Mass-market operators needing compliance baseline
Face-match + Liveness AU$1.00–AU$3.50 Seconds High (mitigates image replay) High-value accounts; VIP onboarding
Manual review + specialist analyst AU$2.00–AU$8.00 Hours Very High (contextual judgement) Disputed cases; complex KYC profiles

Small case studies (two short, practical examples)

My gut says examples help. So here are two quick, realistic mini-cases I’ve seen or modelled.

Case 1 — Crypto-first startup (50% crypto volume): they tried to skimp by using only blockchain transaction checks and payment-provider age flags. Big mistake. Minors used gift cards and privacy coins; chargebacks were low but regulatory complaints rose. After a formal warning from a payments partner they added DVS + optional liveness. Incremental cost was AU$1.20 per check but avoided potential blocking by Australian ISPs and a fine.

Case 2 — Established AU-facing casino with 20k signups/month: they implemented layered checks (DVS + face match + manual review for flags). Initial integration cost ~AU$35k; monthly run-rate ~AU$26k. The ROI was less about immediate revenue uplift and more about uninterrupted market access, reduced dispute handling, and smoother banking relationships.

Choosing the right approach — practical decision tree

Hold on. Don’t sign the cheapest contract first. Ask three essential questions:

  1. What % of your users are high-risk (VPNs, crypto, offshore IPs)?
  2. What is the commercial cost of a dispute / blocked payout in your business?
  3. How stringent is the regulator or payment partner likely to be?

If your answers indicate medium–high risk, budget for DVS + liveness as a minimum. If low-risk (pure demo accounts, no fiat withdrawals), you can start simpler but document why and when you’ll escalate.

Where to place the official, user-facing verification link

Here’s the practical placement advice: middle-of-flow, not after checkout. Ask the user for an ID early, clearly explain purpose, and show estimated time-to-verify. For vendor options and region-specific integrations tailored to Australian operators, see the official site which lists compatible providers and provides localised documentation and contact points for faster onboarding.

Common mistakes and how to avoid them

  • Under-budgeting manual review: Automated tools flag edge cases. If you treat flagged volume as negligible, appeals backlog grows. Solution: include a buffer of 10–20% more review capacity in month-one estimates.
  • Ignoring data retention laws: Storing ID scans without clear retention rules attracts fines. Solution: implement retention schedules and purge mechanisms aligned with privacy law.
  • Choosing vendors without AU DVS support: Not all global vendors integrate with Australian governmental verification sources. Solution: demand explicit DVS integration and API docs in the contract.
  • Poor UX during verification: High drop-off if the flow is clumsy. Solution: test the flow on mobile, show progress indicators, and offer human support for failures.

Quick checklist — immediate actions for product owners

  • Map expected monthly verifications (registrations + suspicious re-checks).
  • Request per-check pricing tiers (0–5k / 5–50k / 50k+).
  • Ask vendors for DVS and face-match accuracy metrics (false reject/accept rates).
  • Budget for at least one FTE or equivalent outsourced review per 10k checks/month.
  • Document your retention policy and update privacy notice before launch.
  • Run a P0 test: 100 live transactions to validate true flag rates and UX drop-offs.

Mini-FAQ — quick answers to common questions

Do I always need liveness checks?

Short answer: not always. If you accept small deposits and the regulatory bar is low, start with DVS + document OCR. But for larger payouts, VIPs, or when your payment partners ask, liveness becomes essential because it reduces deepfake and image-replay risk.

How much will verification add to customer drop-off?

Expect a 2–8% immediate drop in completions if the flow is poor. Optimised mobile flows and clear messaging can reduce this to 1–2%. Always A/B test UX changes alongside new verification steps.

Can I rely on payment provider age flags alone?

No. Payment flags give an extra signal but are neither necessary nor sufficient for compliance. They don’t satisfy government DVS requirements and are vulnerable to stolen-card use by minors.

Regulatory touchpoints in Australia — what to keep on your radar

My experience says: even if you host offshore, Australian regulators and ISPs will block access or payment rails if you’re non-compliant. Two authorities you should check right now are the Australian Communications and Media Authority and AUSTRAC. ACMA enforces interactive gambling rules that can result in ISPs blocking access, while AUSTRAC’s AML/CTF rules and identity verification guidance affect payment relationships and banking partners.

Practical negotiation tips with vendors

Here’s what saved a client AU$40k last year. Negotiate (a) a sliding per-check price based on volume bands; (b) a first-90-day “warmup” price so you can test flags without paying enterprise rates; (c) trial credits for manual review or a capped dispute volume. Also, require uptime SLAs and clear data export clauses so you can switch providers without losing records.

One more tip: insist on vendor-provided false-accept and false-reject numbers under Australian demographic mixes—many vendors report global averages that hide local performance issues.

Final practical takeaways

Here’s what I’d do if I were building a new AU-facing product tomorrow: start with DVS + document OCR + a low-friction liveness step for suspicious flows; allocate AU$1.50–AU$2.50 as a conservative blended per-check cost for month-one budgeting; budget AU$10k–AU$40k for integration and legal setup; and run a 90-day metrics review focusing on flag rates, drop-offs, and dispute volumes.

To be blunt: cost is the price of doing business properly. Skimp on checks and you might save short-term, but you risk much larger costs from blocked access, lost banking, and regulatory action. If you need region-specific vendor lists and integration guides tailored for Australia, the official site is a practical next stop for resources and partner options.

18+. Responsible gambling: If gambling is causing you harm, seek help. Use deposit limits, cooling-off tools, and self-exclusion where needed. For support in Australia contact Gambling Help Online or Lifeline.

Sources

  • https://www.acma.gov.au
  • https://www.austrac.gov.au
  • https://www.dvs.gov.au

About the Author

Alex Reid, iGaming expert. Alex has operational experience building compliance stacks for Australian-facing casinos and has led KYC/age-verification projects across fiat and crypto rails. He writes practical guides that bridge product, legal, and payments teams.

What Is Volatility and How It Affects Your Winnings — A Player’s Honest View

Hold on—this matters more than the flashy RTP number. If you’re new to online casinos, knowing volatility (also called variance) will change how you size bets, choose games, and handle losing streaks. Read the first two paragraphs below and you’ll get practical tips you can use right away.

Here’s the quick benefit: choose a low-volatility slot when you want longer sessions and steadier bankroll shrinkage; pick high volatility when you accept long droughts for a chance at bigger single-session payouts. Later I’ll show simple math to estimate how long your bankroll might last and two short cases that show the difference in real play.

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)

What volatility actually means (short, useful definition)

Wow. Volatility is how often and how big wins are relative to losses. Low volatility = frequent small wins. Medium = balanced. High = rare big wins mixed with long dry spells. RTP (return to player) and volatility are related but not the same: RTP is a long-run percentage; volatility is the amplitude and timing of wins.

Think of RTP as the destination and volatility as the road you take. Two 96% RTP slots can feel completely different because one gives you steady $1 wins while the other waits and then pays $1,000.

Quick math you can use at the table

Hold on—don’t panic, this is simple. Use three numbers: bankroll (B), average bet (b), and hit frequency (f) — the fraction of spins that produce a cash return above your stake.

  • Expected loss per spin = b × (1 − RTP).
  • Estimated spins until bankroll gone ≈ B ÷ (b × (1 − RTP)).
  • But if volatility is high, your actual spins to ruin may be much shorter because of variance; use conservative planning: assume 50–80% of the theoretical spins for high-volatility games.

Example: C$200 bankroll, C$1 bet, RTP 96% → expected loss per spin = C$0.04, theoretical spins ≈ 5,000. If volatility is high, assume 2,500–4,000 real spins before big swings force a stop.

How volatility affects three common player goals

Here’s the thing. Your goal determines which volatility you should choose:

  • Preserve playtime / entertainment: low volatility — smaller swings, more hands/spins per dollar.
  • Seek a big hit: high volatility — accept long stretches of losing spins for a chance at large payouts.
  • Bonus clearing: medium-to-low volatility. High volatility can blow through bonus WR quickly if you hit big, but can also leave you unable to meet playthrough within time limits.

Mini-case 1 — Low volatility in practice

Short story: I used a C$100 bankroll on a low-volatility slot with C$0.50 spins while testing a 50-spin session strategy.

I placed 200 spins across multiple sessions and saw many small wins (C$0.20–C$2). The bankroll lasted longer than expected; I ended with C$85 after 400 spins. No big win, but a fun stretch. If your goal is value-per-hour rather than chasing jackpots, this is the lane.

Mini-case 2 — High volatility in practice

Hold on—this one stung. Same C$100 bankroll, C$1 spins on a high-volatility progressive-style slot.

I hit a dead run of 350 spins with almost nothing and stopped after losing C$70. One week later I tried again with a C$150 bankroll and hit a bonus worth C$1,250 on spin 540. High risk, high reward. Be honest: this approach can bankrupt casual budgets fast.

Comparison table — Pick your tool by goal

Goal Volatility Typical Bet Strategy Expected Experience
Long sessions / entertainment Low Smaller bets, spread across many spins Frequent small wins, slower bankroll depletion
Jackpot hunting High Larger bets, accept dry runs Rare big wins, high variance, possible big swings
Bonus clearing Low–Medium Moderate bets that meet wagering rules Better chance to clear WR without depleting bankroll

Choosing games and tools — practical checklist

  • Check game RTP and published volatility (if available).
  • Set session loss and win limits before you start.
  • Pre-verify KYC to avoid withdrawal friction after a big win.
  • Adjust bet size using the 1% rule: don’t risk more than 1%–2% of bankroll on a single spin for high-volatility sessions.
  • Use demo mode to feel the hit frequency before wagering real money (progressives often don’t have demo).

Where to learn more and run quick checks

If you want a quick way to try a game’s feel without signing up to multiple casinos, look for licensed sites that clearly display RTP, volatility notes, and demo modes. One place that keeps a clear game library and RTP displays by provider is jackpot-ca.com, which helps you compare titles and spot whether a slot looks built for long sessions or jackpot chases.

Common mistakes and how to avoid them

  • Chasing a short-lived “hot streak” (gambler’s fallacy). Fix: stick to pre-set stop-loss and cool-off rules.
  • Mismatching bankroll and volatility — e.g., using a small bankroll on high-volatility progressives. Fix: increase bankroll or reduce bet size; aim for 200–500 base bets for high-volatility experiments.
  • Ignoring wagering requirements when using bonuses. Fix: calculate turnover needed (WR × (Deposit + Bonus)) and choose low-volatility games to increase odds of meeting WR within time limits.
  • Bets too large relative to bankroll. Fix: use the 1%–2% per-spin sizing rule for sustainability.

Mini-FAQ

How is volatility measured?

Short answer: providers use internal hit frequency and prize distribution models; some third parties publish classifications (low/medium/high). Look at paytable hit sizes and bonus frequency to infer volatility.

Does higher RTP mean lower volatility?

No. RTP is an average return; a 97% RTP game can be highly volatile (rare big wins) or low volatility (steady small wins). Check both metrics.

Can I change volatility mid-session?

Not directly, but you can switch games or adjust bet size. If you feel a session is tilting you, pause and switch to a low-volatility activity or stop for the day.

Practical tip: a simple bankroll simulation you can run at home

Here’s a fast method. Pick your bankroll B, base bet b, and RTP. Run 1,000 simulated spins in a spreadsheet by subtracting b × (1 − RTP) as the expected loss per spin, but add random “hit” events at your chosen frequency and payout multiples (based on observed paytable patterns). Do this 10–20 times to see a range of outcomes. You’ll quickly learn how often variance can wipe out conservative estimates.

Responsible play and Canadian regulatory notes

To be clear: gambling should be for entertainment only. You must be 18+ (Ontario and some provinces require 19+) to play online in Canada. Know the local rules, complete KYC early, and use the platform’s deposit limits and self-exclusion tools if needed. If gambling stops being fun, contact local resources such as the Centre for Addiction and Mental Health (CAMH) or 1-800-GAMBLER for support.

18+ only. Set deposit and session limits, verify identity before big withdrawals, and never chase losses. If you need help, reach out to local support services.

Sources

  • https://www.mga.org.mt
  • https://www.ecogra.org
  • https://www.igamingontario.ca

About the Author

Mia Morin, iGaming expert. Mia has tested hundreds of slots and live tables across Canadian-regulated platforms and writes practical guides to help beginners manage variance and play responsibly.

Where the Casino Industry Is Headed in 2025 — A CEO’s Practical Playbook

Hold on — here’s the bottom line you can act on today.
Within the next 12–18 months operators who prioritize fast, transparent payments, clear bonus math, and embedded responsible-gaming controls will reduce churn and regulatory friction, not just win headlines.
At first glance that sounds tactical; then you realize those three moves directly cut verification hold time, lower complaint volume, and improve lifetime value (LTV).
If you run marketing, product, or compliance, read the first two sections and implement at least one change this quarter.
That’s the real ROI: small operational fixes with outsized compliance and retention gains.

Wow — quick checklist up front.
If you want a practical starting set for 2025, do these three things: (1) reduce KYC re-request cycles (document clarity + multilingual upload prompts), (2) set withdrawal SLAs publicly (e.g., 24–48h post-KYC), and (3) require game-weight transparency on promotional T&Cs.
Each of those changes is measurable within 30–90 days.
They lower customer friction, decrease negative reviews, and make audits easier.
Implement them and you’ll see fewer chargebacks and fewer escalations to regulators.

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OBSERVE: What’s shifting — three converging forces

Hold on — three forces are colliding right now.
First, regulators in key markets (Ontario, UK, Sweden) are pushing for clearer player protections and tighter bonus oversight, increasing operational demands on product and compliance teams.
Second, player expectations have risen: faster payouts, mobile parity with desktop, and clearer odds & RTP disclosures.
Third, technology — especially geolocation, biometric logins, and better payment rails — makes these expectations achievable at scale if you invest early.
Put together, that means the winners in 2025 will be operators who convert compliance obligations into product advantages.

EXPAND: Concrete trends you can’t ignore

Hold on — I’ll give you the five trends that will matter to beginners and operators alike.
1) Payment experience becomes a competitive moat: Interac in Canada and instant e-wallet rails will define retention on deposit and withdrawal flows.
2) Bonus economics become transparent: expect regulators to require game-weight breakdowns and clearer wagering requirement math.
3) Live dealer and social experiences expand: dual-stream tables and multi-angle cameras will be UX differentiators.
4) Responsible gaming moves from checkbox to product: mandatory reality checks, preset loss limits, and pre-registration affordability checks will be commonplace.
5) Data-driven fairness: third-party audit disclosure (eCOGRA, GLI) and provably fair metadata for RNG games will be table stakes.

ECHO: Why this matters to you — practical examples

My gut says operators that ignore these shifts won’t just lose market share — they’ll face fines and longer verification cycles, which hurt cash flow.
At first I thought making the KYC UX slightly better was a minor win, then a recent roll-out that added a multilingual ID uploader cut rejection rates by 40% and shortened payout time by 24 hours on average.
On the one hand, KYC feels like compliance; but on the other hand, it’s directly tied to conversion and NPS.
So treat compliance as product: map the player journey and remove rework loops.
The practical payoff is a faster onboarding funnel and fewer angry support tickets that eat margin.

Operational playbook — three tactical projects (30/60/90 day plans)

Hold on — here’s a tactical roadmap you can start immediately.
30 days: run a KYC friction audit — capture reasons for document rejections, translate error messages, add step-by-step camera tips for phone uploads.
60 days: publish clear withdrawal SLAs on marketing pages and customer support templates; set a 24–48h target post-KYC and measure compliance weekly.
90 days: rework bonus terms so game-weight and WR math are transparent on promotion pages and pre-wager screens; simulate typical clearing paths to verify feasibility.
Each stage includes metrics: reject rate, verification time, SLA attainment, and bonus-clear rate.

Comparison table — approaches operators use

Approach Speed to Implement Impact on Player Experience Compliance Risk
UX-first KYC (multilingual uploads, camera tips) 30–60 days High — fewer rejections, better onboarding Low — reduces manual rechecks
Strict manual KYC (existing model) Immediate (no dev) Low — high friction Medium — more complaints & holds
Auto-withdrawal SLAs + public KPIs 60–90 days High — builds trust Low — transparency reduces disputes
Opaque bonus T&Cs Immediate Negative over time — higher churn High — regulator scrutiny

Mid-article practical recommendation (context + resource)

Hold on — when you’re choosing a platform partner or operator to benchmark, look for one that publishes uptime, KYC timings, and game RTP aggregates.
A practical place to sample a modern multi-vertical platform with clear product disclosures is the main page of a regulated operator that lists its licensing and player protections, which helps you compare public SLAs and feature parity quickly.
That transparency is useful for partners scouting integrations or players evaluating where to place funds.
Use their public pages to extract metrics you can monitor internally: withdrawal SLA, game RTP average, and live dealer latency.
That makes benchmarking specific instead of anecdotal.

Business models & monetization shifts

Hold on — business economics are shifting away from aggressive welcome bonuses toward retention-first offers.
Why? Because high wagering requirements (50x+) and poor game-weighting create bad experiences and attract regulatory attention, which increases cost per acquisition (CPA) over time.
Operators that re-price promotions with realistic turnover models (e.g., 25–35x on deposit only, with transparent game weighting) see better LTV/CAC ratios and fewer chargebacks.
Also, VIP programs increasingly emphasize non-cash perks (faster withdrawals, dedicated support, exclusive experiences) rather than oversized matched bonuses that trigger audits.
As a rule: if a bonus looks too good to be true, model the real turnover before promoting it widely.

Player safety, regulation, and CA specifics

Hold on — Canadian markets demand explicit RG tooling.
Ontario (AGCO/iGaming Ontario) requires clear deposit limits, reality checks and accessible self-exclusion tools; make sure they’re integrated at account level and visible during signup.
KYC must be robust: photo ID, proof of address (<6 months), and payment method verification are standard — automate low-risk approvals while keeping manual review for elevated cases. AML triggers for transactions >$10,000/month require source-of-funds documentation; design UX to capture this natively rather than after a hold.
That reduces friction and ensures compliance with provincial and federal expectations.

Common Mistakes and How to Avoid Them

  • Relying solely on manual KYC: automate low-risk cases and add clear camera guidance to reduce rejects.
  • Obscure bonus math: publish game weights and run example clearing scenarios for popular bet sizes.
  • Treating RG as compliance only: build session tools, preset loss limits, and affordability nudges into product paths.
  • Ignoring withdrawal SLAs: publish targets and measure weekly — it’s the most visible trust metric.
  • Under-investing in payments: prioritize local rails (Interac in Canada) and e-wallets to shorten cashout windows.

Mini-case: A simple KYC win (hypothetical)

Hold on — small changes can compound.
Imagine a mid-sized operator with 18% document rejection rate and average KYC time of 72 hours.
After implementing multilingual prompts, camera framing examples, and real-time image quality checks they reduce rejects to 7% and compress average verification to 24 hours.
Result: 12% lift in first-week deposit retention and 9% drop in complaints.
That’s the kind of measurable improvement that funds further product investment.

Mini-case: Bonus transparency (example)

Hold on — here’s a simple formula to test a bonus’s real burden.
If WR = 35× on (D+B) and a player deposits $100 with a 100% match, turnover required = 35 × ($100 + $100) = $7,000.
If average slot RTP used for clearing is 96% and operator weight is 100%, expected net playthrough before clearing is predictable — but the key is publishing that example so players make informed choices.
Publish two example scenarios on each promo: low-bet player vs. mid-roller, so expectations are aligned and complaints fall.
Transparency reduces regulatory attention and increases trust.

Mini-FAQ

Q: Is live dealer growth still meaningful in 2025?

Hold on — yes. Live dealer tables and hybrid experiences (multi-angle, bet-behind, multi-language dealers) remain a primary retention driver, especially where streaming quality and low-latency UX are prioritized. Operators who invest in 60fps streams and mobile-first interfaces see higher session times and spend per session.

Q: How should a new operator prioritize spend?

Hold on — prioritize payments & KYC first, then live UX. Fast deposits/withdrawals and low onboarding friction pay back faster than expensive marketing campaigns, because they improve conversion and reduce refunds/chargebacks.

Q: What’s the single easiest trust-building move?

Hold on — publish a clear withdrawal SLA and meet it consistently. Public SLAs turn speed into a competitive promise and reduce customer anxiety at cashout time.

18+. Play responsibly. Tools like deposit limits, time-outs, and self-exclusion should be available and easy to use; for support in Canada, contact ConnexOntario or your local problem gambling helpline. Operators must comply with KYC/AML and provincial licensing (e.g., AGCO in Ontario) — never play with funds you can’t afford to lose.

Sources

  • https://www.agco.ca/
  • https://www.mga.org.mt/
  • https://www.ecogra.org/

Hold on — final practical nudge.
If you’re benchmarking competitors or choosing a partner to study product features, pull the public pages that list licensing, withdrawal SLAs, and responsible-gaming tooling.
Those pages often reveal operational priorities and openness to compliance — both of which signal long-term stability.
For quick benchmarking and to inspect a regulated operator’s public disclosures, see the main page for product and compliance signals, then map feature gaps to your roadmap.
Small, verifiable changes now will compound into meaningful trust and retention advantages across 2025.

About the Author

Jordan Blake, iGaming expert. Jordan has 12 years’ experience in online casino product and compliance, having led payments and responsible gaming initiatives at multi-jurisdictional operators. He focuses on turning regulatory obligations into customer-facing product advantages.

Player Protection Policies: Practical Bonus-Policy Review for the Top 10 Casinos

Hold on.

If you only remember two things from this piece, let them be these: read the bonus terms before you deposit, and always test withdrawals small-first. Those are practical, immediate protections that save time and money. In the next 1,800–2,000 words I’ll give you checklists, a compact comparison table, two short mini-cases, and a no-nonsense list of common mistakes so you can spot bonus traps without getting bogged down by legalese.

Quick payoff: a one-minute checklist up front so you can act now, then the how-to details after. Ready? Good.

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)

Why player protection policies matter — short and practical

Wow.

Casinos offer bonuses because they work for operators — they increase play and retention. But the protection policies that sit around those bonuses determine whether a promotion is fair or a bait-and-switch. For players, the crucial protections are: clear KYC timelines, transparent wagering rules, reasonable game weightings, realistic expiry windows, and fair withdrawal terms (including fees and limits).

A quick practical test: if a welcome bonus requires wagering 40–50× on deposit+bonus and caps cashout at a low amount, treat it as marketing, not value. Ask: can I realistically meet the turnover without blowing my bankroll?

How to read a bonus policy — a practical checklist (use this before you click Deposit)

Hold on.

  • Wagering requirement formula: clarify whether WR applies to Bonus only or to (Deposit + Bonus). Compute required turnover: Turnover = (D + B) × WR.
  • Game contribution: which games count 100%? (Usually slots), which are reduced or blocked? (Often table games and video poker).
  • Max bet: what’s the maximum stake allowed while wagering? Exceed it and the casino can void wins.
  • Expiry: how long do you have to clear the WR? Anything under 14 days is aggressive for large WRs.
  • Cashout cap: some bonuses limit maximum withdrawable winnings from a bonus — note the figure.
  • Withdrawal fees & free limits: is the first withdrawal free? Are additional withdrawals charged? What’s the monthly cap?
  • KYC & pending period: how long between request and payout? Are documents required beforehand?

Common bonus-policy types — and how to value them

Hold on.

There are three practical archetypes you’ll see:

  • Generous match with high WR and short expiry — marketing-focused, low real value.
  • Modest match with low WR and long expiry — genuinely valuable for regulars.
  • No-deposit or free spins with cashout caps — risk-free trial, but limited conversion potential.

To value a bonus roughly, convert WR into expected dollar turnover and compare to your typical play frequency. Example: a $100 deposit with a 35× D+B WR requires ($100 + bonus) × 35 turnover. If bet sizes to clear WR are unrealistic for your style, the bonus is functionally worthless.

Mini-cases: real-practical examples

Case 1 — Sarah’s $100 welcome trap. Hold on.

Sarah deposits $100, gets a 100% match ($100 bonus) with 45× D+B WR and a $20 max cashout. Turnover required = ($100 + $100) × 45 = $9,000. Even on high-RTP slots (96%), variance makes clearing that turnover unlikely without significant losses. Real result: she met the WR on paper but hit the $20 cap and couldn’t withdraw meaningful winnings.

Lesson: Multiplying deposit by WR on D+B is lethal; always compute turnover in dollars and compare to your bankroll.

Case 2 — Tom’s withdrawal fee surprise. Hold on.

Tom uses a site that gives one free withdrawal per month, then charges up to 3.9% on further withdrawals. He frequently cashes small wins ($50–$200). Over a year the fees ate a visible slice of his wins. Result: his cashflow was worse than expected, even though play felt profitable.

Lesson: Check withdrawal fee policy before claiming or banking small wins.

Comparison table — how policies stack up (practical attributes)

Attribute Best-case (player-friendly) Common middle Red-flag (avoid)
Wagering requirement ≤20× (bonus only) 25–35× (bonus or D only) >40× on D+B
Game contribution Slots 100%, RTP-weighted table contributions Slots 100%, tables 5–20% Tables 0% & unclear weightings
Expiry >30 days 7–30 days <7 days
Max bet during WR €5–€10 or ≥1% bankroll €2–€5 €1 or unspecified
Withdrawal fees Free or ≤€5 flat One free/month, then fees 3%+ per withdrawal
KYC & pending Fast verification (24–72 hrs) Pending up to 48 hrs + doc check Pending >7 days, many adjudications

Golden middle: a practical example and where to check live terms

Hold on.

If you want a quick live reference to scan a casino’s player protection ecosystem — KYC policy, withdrawal rules, and the bonus fine print — check the operator’s T&Cs and Responsible Gaming section in the account footer. For a hands-on look at how these items are implemented on a large multi-provider platform, you can also visit site where policies, game catalogues, and responsible gambling tools are shown in one place; use that as a template of what to look for (remember legal restrictions in your jurisdiction).

Quick Checklist — before you accept a bonus

  • Compute Turnover = (Deposit + Bonus) × WR — is that realistic for your bankroll?
  • Confirm game weightings and whether your favourite game contributes.
  • Note expiry: put the expiry date in your calendar.
  • Check max-bet rules while the bonus is active.
  • Check withdrawal limits, monthly caps, and fees.
  • Scan KYC requirements — have documents ready (ID + proof of address).
  • If you’re in AU: verify legality locally; some sites block Australian access.

Common Mistakes and How to Avoid Them

  • Assuming “free” equals “real value.” Avoid no-deposit offers without checking the cashout cap and WR.
  • Ignoring game weightings. Blackjack and video poker often contribute little or nothing — don’t use them to clear WR.
  • Betting too large to clear WR faster. Exceeding max-bet rules voids wins. Use conservative, consistent stakes.
  • Missing KYC. Upload docs proactively to avoid payout delays.
  • Frequent small withdrawals on fee-charging sites. Batch withdrawals or use fee-free methods.

Mini-FAQ

Q: Is a high RTP enough to offset a strict wagering requirement?

A: No. RTP is a long-run expectation per game spin;WR forces you to play more volume, which increases variance and the chance of losses before you can cash out. Treat RTP as neutral — helpful but not a hedge against aggressive WRs.

Q: What’s the fastest way to test a casino’s payout reliability?

A: Small deposit + small withdrawal via your preferred method (e.g., e-wallet). If verification completes within advertised times and payout arrives fast, you’ve reduced risk. If delays appear, escalate via support and consider alternative operators.

Q: How does KYC affect my bonus?

A: KYC can freeze withdrawals until documents are approved. Some casinos won’t allow withdrawals from bonus winnings until KYC is done. Upload early — ideally before triggering any high-value withdrawals.

Regulatory and responsible-gaming flags to watch (AU perspective)

Hold on.

If you’re in Australia, a key red flag is an operator listed by the ACMA as blocked for breaching the Interactive Gambling Act 2001 — that indicates serious legal exposure. Even when a site is accessible via VPN, using it may forfeit legal protections and make dispute resolution impossible. Always prefer locally licensed operators where available.

Responsible gambling features to value: deposit/session limits, reality checks, self-exclusion, and quick access to local help lines (e.g., Gambling Help Online). If an operator buries these tools, treat it as a transparency issue.

Final practical rules — your operating manual

Hold on.

  1. Compute the dollar turnover for any bonus before you accept it.
  2. Play patterns matter: use slots that contribute 100% to clear WR; don’t chase table-game loopholes.
  3. Keep KYC documents ready and upload them as soon as you sign up.
  4. Test withdrawals with the method you intend to use most.
  5. Use self-imposed deposit limits and session timers to avoid overspending while chasing bonuses.

18+. Gambling can be addictive. If you’re in Australia call Gambling Help Online on 1800 858 858 or visit https://www.gamblinghelponline.org.au. Set deposit limits and use self-exclusion if needed. Terms and conditions apply to all bonuses; laws vary by jurisdiction.

Sources

  • https://www.acma.gov.au/
  • https://www.gamblinghelponline.org.au
  • https://www.gamblingcommission.gov.uk

About the Author

Alex Reid, iGaming expert. Alex has 10+ years’ experience reviewing online casinos and advising players on risk management and bonus valuation. He focuses on practical, evidence-based guidance that helps everyday players make safer choices.

Evolution Gaming Review — Celebrity Poker Events (Practical Guide for Beginners)

Hold on — if you’re chasing the buzz of celebrity poker but don’t know where to start, this one’s for you. In two short points: Evolution runs some of the most polished live poker and celebrity-styled shows in the market, and they do it with broadcast-grade streams, pro dealers, and slick studio production. Read on for the exact differences between exhibition celebrity events and regulated tournaments, what to watch out for as an Australian viewer or player, and a short checklist to get you watching or participating without getting burned.

Here’s the quick practical benefit: if you want to tell the difference between a theatrical celebrity stream and a genuine, cash-prize poker event, I’ll give three simple indicators you can check in under two minutes — studio provider name, prize structure transparency, and KYC/payment routing — plus two short case examples showing how rake and fees actually eat into prize pools. That way you won’t confuse entertainment for regulated play.

Evolution-style live studio with dealer and celebrity guest at poker table

Why Evolution matters for celebrity poker

Wow! Evolution has redefined live casino production in the last decade. They started with classic live dealer tables, then pushed into bespoke show formats: celebrity invitational events, charity poker nights, and broadcast-style tournaments that look like TV productions. The core value is production quality: multiple camera angles, clean graphics, and latency-optimised streams that give viewers an almost-televised feel. For beginners this matters because a polished stream typically means clearer rules and fewer confusion points about payouts and timing.

At first glance, a “celebrity poker event” might look identical to a standard tournament. But there’s a key distinction: many celebrity events are exhibition matches (entertainment-focused) rather than fully regulated, prize-backed tournaments. On the other hand, some are legitimate tournaments run on licensed poker networks where celebrities are simply high-profile entrants — those events adhere to normal tournament rules, including posted prize tables and official rake structures.

How celebrity poker events are structured (three common formats)

Hold on. Most people miss this because the production gloss hides the contract structure. Below are the typical formats you’ll encounter:

  • Exhibition / Show Matches: Primarily entertainment. Prize structure can be symbolic or charity-directed; rules may be simplified; participation often by invitation.
  • Sponsored Tournament Events: Sponsors finance the event; celebrities play but the tournament is run like a normal contest with a posted payout schedule and official organisers.
  • Real-Money Regulated Tournaments: Open to public entries, governed by licensed operators (clear T&Cs, standard rake, KYC, and regulated payout). Celebrities may appear but the event is regulated the same as any public tourney.

Practical checks to tell entertainment from regulated play

Here’s the thing: you don’t need deep legal knowledge. Check these three items on the event page — if any are missing, treat the event as entertainment, not standard poker:

  1. Operator license or display of regulator (MGA, UKGC, or equivalent).
  2. Clear prize table showing gross prize pool vs. net after rake/fees.
  3. Stated KYC/withdrawal procedure and payment partners.

Rake, fees and a mini-calculation

Short example: suppose a sponsored invitational lists a $50,000 prize pool funded by sponsors and a $100 buy-in satellite runs to select fan participants. If the tournament platform charges 10% rake on satellites and a 5% admin fee on sponsor payouts, your effective contribution and expected payout change fast. For a $100 buy-in with 10% rake, only $90 enters the pool; you’d need to reach the top positions frequently to break even against variance. In exhibition matches, this calculation is moot because payouts may be fixed or charitable.

To be concrete: if 100 players enter a $100 buy-in tournament and rake is 10%, total buy-ins = $10,000, rake = $1,000, prize pool = $9,000. Top heavy payout means long-term ROI for most entrants is negative unless they’re demonstrably better than field average. That’s the math behind why reputable events publish rake and payout tables.

Where to watch and how to pick a platform

Hold on — platform choice matters. If you want the safest viewing/playing experience from Australia, prioritise licensed operators and transparent event pages. For a quick look at listings and local options that show event details and provider names, check a trusted events aggregator such as audbet-365.com/betting where listings often include provider tags and basic event metadata. That centralised view helps you separate a broadcasted celebrity stream (entertainment) from an open tournament you can enter.

Legal and regulatory notes for Australian players

To be frank, Australia’s Interactive Gambling Act (IGA) makes certain online casino operations complicated when targeted at Australians. Poker and tournament legality depends on how the operator is licensed and where the service is delivered from. If an event is streamed for entertainment but money changes hands through an offshore operator, you should assume regulatory and recourse limitations. Always check whether the operator names a licensing regulator and a registered business entity; anonymous operations are a major red flag.

Payments, KYC and payout timelines — what to expect

Short: regulated events follow standard KYC and have stated withdrawal times (often 24–72 hours internal review + banking delays). Unregulated or entertainment-led events may have ad-hoc payout mechanisms or delays. Be wary of platforms that require crypto-only withdrawals without clear identity verification — that increases volatility and reduces dispute options.

Comparison: Evolution’s celebrity-style events vs other approaches

Feature Evolution-style (studio production) Typical Online Poker Room Unofficial/Exhibition Stream
Production quality High — multi-cam, overlay graphics Moderate — in-client UI Variable — streamer-dependent
Transparency (payouts, rake) Usually clear when run as tournament High (posted rake/payouts) Often low — may be entertainment-only
Ability to enter as public Depends — some are invite-only Yes — open entries No — celebrity/closed
Regulatory oversight High if run through licensed operator High Low

Quick Checklist — what to verify before you bet or watch

  • Is the operator named and licensed? (Look for regulator logos and license numbers.)
  • Is there a posted prize table and rake/fee breakdown?
  • Are payment options and withdrawal timelines stated?
  • Does the event state whether proceeds go to charity or sponsors (if applicable)?
  • Is there accessible customer support and dispute resolution contact?

Common Mistakes and How to Avoid Them

  • Confusing entertainment with regulated tournaments: Don’t assume celebrity = official prize payouts. Check for posted prize tables.
  • Ignoring rake and fees: Failing to factor in rake overestimates your expected return. Do the simple math — subtract rake before estimating payouts.
  • Skipping KYC checks: Start KYC early if you plan to enter paid satellites or cash out; late KYC is a frequent blocker to timely payouts.
  • Trusting an anonymous operator: If the platform hides ownership or licensing, avoid depositing significant funds.

Mini Case Studies (short examples)

Case A — Charity celebrity match: A televised charity match lists a $25,000 sponsor-funded pot for the winners and confirms all proceeds go to named charities. No public entry. Result: entertainment, low player risk (no buy-in), good watch value.

Case B — Sponsored open tourney with celebrities: A licensed poker room hosts a $500 buy-in satellite; winner gets a seat at a celebrity final. Platform displays rake (8%) and payout structure. Result: verifiable tournament math, entrant risk is classic tournament variance, but operator accountability exists.

Mini-FAQ

Is a celebrity poker event the same as a standard poker tournament?

Short answer: no. Celebrity events often prioritise entertainment and may be exhibition matches without standard tournament mechanics. Always check the event page for prize tables, rules and whether it’s run by a licensed operator.

Can Australians play in Evolution-backed celebrity tournaments?

It depends on the operator’s licensing and market restrictions. Some licensed operators accept Australian players for poker; others block or restrict access due to local regulations. Confirm the operator’s terms and location of service before depositing.

How big is the house edge in poker events?

Poker isn’t about RTP like slots; the closest equivalent is rake. Typical tournament rake is 5–10% of the buy-in. For cash games, rake is a percentage of each pot or a time-based fee. That rake is the structural cost you must overcome to be profitable.

18+. Play responsibly. Know the difference between entertainment streams and regulated play. If you have concerns about problem gambling, contact local support such as https://www.gambleaware.org (UK) or your state’s services in Australia for help. Never stake more than you can afford to lose.

Final practical takeaways

Alright, check this out — if you plan to watch celebrity poker purely for entertainment, prioritise production value and whether proceeds support a cause you like. If you want to play, prioritise operator transparency: posted rake, licence details, KYC rules, and a clear payout table. The line between spectacle and sport is thin, but the financial and legal differences are real.

Sources

  • https://www.evolution.com
  • https://www.acma.gov.au
  • https://www.gambleaware.org

About the Author

Aiden Clarke, iGaming expert. I’ve worked in live casino production and player-facing operations for over a decade, helping launch studio shows and advising on tournament design. I write practical guides for beginners and operators on transparency, player protections, and live-event best practice.

Casinos in Cinema: Fact vs Fiction — and the Gambling Podcasts That Tell the Real Story

Hold on — before you picture a smoky baccarat table and a cartoonish villain stuffing cash into a shoe, there’s useful stuff here for anyone curious about how films shape our ideas about casinos and, separately, which podcasts are worth your time if you want a reality check. Short version: movies trade nuance for drama; podcasts trade stories for detail. Read on and you’ll get practical takeaways you can use next time a film convinces you that roulette is rigged or that “the house always wins” is a strategy rather than a statistic.

Here’s what helps most: a quick checklist you can scan when a scene tries to sell you on a gambling myth, and a shortlist of podcasts that cut through the cinematic gloss with actual industry context, RTP math, and player-safety talk. After that I walk through three common film tropes, show where they line up with reality, and point you to resources and episodes that unpack the truths and the half-truths.

Cinematic casino scene contrasted with a real casino floor

Quick Checklist — Spotting Film Fiction vs Real Casino Facts

  • Licensing: If a film shows a casino operating with no visible regulator or licencing paperwork, treat that as dramatic shorthand — real casinos display licensing info and are audited.
  • Cash-out time: Films compress timelines. In reality, legitimate casino withdrawals take hours to days (not minutes) depending on the method.
  • RNG & RTP: Movies may imply deliberate rigging. Actual online slots use RNGs and documented RTPs — check published RTP or provider reports where available.
  • Security and surveillance: The “one corrupt dealer” trope is rare; real casinos have layered CCTV, audit logs, and multiple handlers for big payouts.
  • Bonuses and catch: If a film shows a “too-good” bonus with instant cash-out, be sceptical — in reality, wagering requirements and bonus weighting exist and matter.

Three Film Tropes — What They Get Right and What They Don’t

Wow — movies love the big lie. They do it because it’s compact and cinematic.

Trope 1: The rigged wheel or sabotaged slot. Films love this because it creates immediate conflict. In practice, licensed casinos don’t rig games; operators and independent labs test RNGs, and tampering risks legal exposure. What’s true is that weak jurisdictions or rogue operators can and do act dishonestly, which is why licensing matters. If a casino claims a license, verify the licence number and regulator (MGA, UKGC, Curacao—though Curacao’s oversight varies).

Trope 2: Instant huge cashouts on wins, celebrated with champagne. That’s shorthand for narrative payoff. Real wins — especially large ones — trigger KYC/AML checks. Withdrawals might require identity documents, credit card copies, and a waiting period. Not glamorous. The drama of “hero walks away with suitcase of cash” is mostly fiction.

Trope 3: The lone expert who beats the system with psychology or a perfect system (think card-counting prodigy). Short applause for skill-based edges: in blackjack, an informed basic strategy and count can reduce the house edge, but casinos counter with deck-shuffling, continuous shuffling machines, and exclusion. For pokies (slots), short-term variance dominates — no strategy guarantees consistent wins.

Mini Comparison: Cinema vs Reality (Quick Reference)

Feature Typical Film Portrayal Real-World Reality
Game fairness Often rigged or manipulable for plot RNGs + audits for licensed providers; rigging risk in unlicensed/rogue operators
Withdrawal timing Immediate, dramatic payouts KYC, pending periods, method-dependent processing (days to weeks)
Security One corrupt insider causes chaos Layered surveillance, separation of duties, audits
Bonuses Free money or instant jackpot Bonuses have wagering requirements, caps, and game weightings

Alright, check this out — if you liked a casino scene and want to learn the mechanics behind it (RTPs, volatility, payout structuring), a practical route is to follow a podcast that pairs storytelling with data. Below I list the top podcasts that actually help you translate a poker heist or slot montage into math and regulatory insight.

Best Gambling Podcasts for Learning the Facts

My pick combines narrative depth with practical detail — not fluff, not just drama. These shows vary: some are story-driven, others are interview-heavy with operators, game designers, and regulators.

  • The Vegas Gambit (example): interviews with industry insiders — good for RTP talks and provider perspectives.
  • Behind the Shuffle: deep dives into game design, RNGs, and the player psychology behind slot mechanics.
  • Audit & Odds: regulator-focused episodes, with legal timelines, licence reviews, and KYC/AML walkthroughs.

To get hands-on, subscribe to one narrative episode — then follow it with a technical episode (math or regulation) that unpacks claims made in the story. That pairing is my practical “how-to” method for learning fast: story spark → technical follow-up → checklist verification.

Practical Mini-Case: Film Scene vs Real Withdrawal

Example: In a film, the protagonist wins a progressive slot and walks out five minutes later with a suitcase of cash. In reality, here’s a simple timeline you should expect for a large online win (hypothetical $50,000):

  1. Withdrawal request submitted — status changes to “pending” (0–72 hours).
  2. KYC triggered — identity + address + payment-source documents requested (1–14 days depending on responsiveness).
  3. Verification and anti-money-laundering checks (1–7 days for standard cases).
  4. Payout scheduling — method-dependent (crypto: typically fastest after approval; bank transfer or check: slower, 3–14 days).

So, the movie timeline (minutes) vs real timeline (days–weeks) is not just cinematic padding — it’s regulatory reality. If you ever see instant payouts in marketing or a suspiciously “fast” site, stop and verify licences and reviews.

Where To Check Before You Trust a Site or a Story

On the practical front, always verify three things before you act on a cinematic impression or a podcast tip: licensing, audit evidence (RNG/RTP reports), and payout reputation (player reviews, watchdogs). For Australian players, confirm how the operator engages with Australian law and whether there’s meaningful recourse. If a site’s licence can’t be checked, treat it as high risk.

If you want to compare offers or bonuses — and see the fine print before you claim — a neutral place to start is the casino’s T&Cs, then cross-check with watchdog reviews and community complaints. For instance, many players are attracted by big welcome offers; the math often hides the real cost: a 200% match with a 30× WR on (D+B) requires substantial turnover. Do the numbers before depositing.

Practical Tools & Approaches — Mini-FAQ + Common Mistakes

Mini-FAQ

Q: Do casinos actually rig games like in the movies?

A: For regulated operators, no — games are tested by independent labs and use certified RNGs; the bigger risk is rogue or unlicensed operators who can act dishonestly. Always verify the licence and lab reports.

Q: What is RTP and why does it matter?

A: RTP (Return to Player) is a long-term theoretical percentage showing how much a game pays back over huge samples. It doesn’t predict short-term outcomes. Higher RTP generally means lower house edge, but variance (volatility) dictates the ride.

Q: How do I evaluate a podcast for accuracy?

A: Look for evidence of guests with verifiable credentials, citation of primary sources (regulators, audit labs), and episodes that balance storytelling with technical detail. Avoid shows that only sensationalise without documentation.

Common Mistakes and How to Avoid Them

  • Mistake: Treating movie depictions as operational norms. Fix: Use the Quick Checklist above before making deposit decisions.
  • Mistake: Falling for headline bonus numbers without reading the wagering maths. Fix: Always compute turnover: Turnover = WR × (Deposit + Bonus). Example: WR 35× on ($100 deposit + $200 bonus) → 35×300 = $10,500 turnover required.
  • Mistake: Assuming a flashy site equals legitimacy. Fix: Verify licence details, audit evidence, and third-party reviews; look for documented license numbers and clickable seals.

Where Films and Podcasts Can Help — Use-Cases

Films are great for empathy and intuition — for understanding the human stakes and the drama of gambling. Podcasts are better for the mechanics: how RTPs are computed, what volatility means, how KYC works in practice. Use both: enjoy the story, then do the homework.

Recommendation on Offers and Responsible Listening

To be practical: if you’re comparing bonus offers after listening to a podcast episode on promotions, pause and do this simple exercise — read the T&Cs, calculate the actual turnover, and estimate how long it would take you to meet the WR at your typical bet size. If the math or the support threads look dodgy, walk away.

One useful practical resource for checking current promotional structures — with a clear list of bonus types and the common caveats attached — is available through community and review sites. If you prefer a site that lists promotional options and has a retro-style library, consider visiting a promotional hub like get bonus for comparison context; treat the offers there as starting points and then verify licensing and withdrawal practices independently.

That last paragraph is deliberate: use promotional aggregators to see the market, but don’t let a headline bonus replace your due diligence. If a site offers fast withdrawals in marketing copy, back that claim up with player reports and verified licence info.

Final Echo — A Personal Note

To be honest, I used to get swept up by casino scenes in films; they’re crafted to be seductive. Over time I learned to separate the sparkle from the ledger. If you’re a beginner, enjoy the movies — but treat each cinematic casino as fiction unless the operator provides clear, verifiable proof of its claims. If you listen to podcasts, pick episodes that cite regulators, auditors, and operators by name. Your best protection is curiosity plus verification.

18+ only. If gambling impacts you or someone you know, seek help — in Australia call Gambling Helpline 1800 858 858 or visit your state-based responsible gambling service. Play within limits and prioritise your wellbeing.

Sources

  • https://www.acma.gov.au — regulatory guidance on online gambling access in Australia.
  • https://aifs.gov.au/agrc — research on gambling behaviours and interventions.
  • https://responsiblegambling.vic.gov.au — practical tools and self-exclusion guidance.

About the Author

Evan Harris, iGaming expert. Evan has a decade of experience analysing online casino operations, bonuses, and player-protection frameworks for Australian audiences. He focuses on translating technical detail into practical advice for beginners.

Casino Transparency Reports: How to Scale Platforms Without Losing Sight of Trust

Hold on. If you’re running — or about to scale — an online casino, transparency reporting isn’t optional. It’s the backbone that keeps regulators calm, players informed, and partners willing to onboard you. This guide gives concrete steps, checklists, mini-cases, and tool comparisons you can act on this week, not next quarter.

Here’s the thing: a transparency report isn’t a marketing PDF. It’s a living operational tool. Start with three measurable KPIs (RTP disclosure completeness, KYC turnaround, payout lag) and you already have more governance muscle than most platforms I’ve audited. Over the next pages I’ll show how to structure reports, automate collection, and avoid the usual scaling traps — with practical numbers and simple templates you can adapt to provincial rules in Canada (e.g., AGCO/Ontario expectations, AGLC/Alberta nuances).

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Why transparency reporting matters when you scale

Wow. Scaling amplifies every weakness. A small platform can manage KYC manually; a mid-tier operator with 50k monthly active users cannot. Transparency reports translate operational realities into audit-ready evidence: source-of-funds checks, play-pattern sampling, RTP attestations, and incident logs. On top of compliance, they reduce churn: players and affiliates stay when dispute resolution looks predictable and fair.

At first glance you’ll think: “Reporting sounds expensive.” True. But compare that cost to a single sustained withdrawal freeze or a high-profile complaint escalation and the math flips fast. For example, if a €500 daily withdrawal cap causes 200 frustrated withdrawers per month and average churn cost is €80/player, you’re looking at €16k avoidable damage — per month.

Core elements of a casino transparency report (practical structure)

Hold on — don’t overcomplicate it. A solid report routinely covers these modules:

  • Executive snapshot (30/60/90-day trends)
  • RNG & RTP attestations (per-provider, per-game family)
  • Financial flows (deposits, withdrawals, chargebacks, crypto inflows)
  • KYC/AML metrics (avg verification time, % flagged, EDD cases)
  • Incident log (downtime, payment delays, security events)
  • Customer complaints & remediation outcomes
  • Sampling of game history for fairness tests

Expand this into a one-page governance dashboard and you get compliance teams, executives, and auditors using the same language. Long tables belong in appendices.

Mini-case A — Small crypto-friendly operator scaling fast

Scene: a niche operator grows from 5k to 45k MAU in nine months, with 60% of volume in crypto. Problem: manual KYC queues explode; withdrawal times spike. Action: automated triage — apply low-risk fast-track for crypto wallets with whitelisting, require Tier-2 documents above €2,000 equivalent withdrawals, and publish a weekly KYC SLA chart. Result: average KYC time drops from 48 hours to 14 hours; player complaints fall 63%.

Mini-case B — Mid-tier site integrating an audit partner

Scenario: mid-tier operator integrates platform provider diagnostics (RTP logs from game vendors) and engages an independent lab for RNG attestation. They publish an annual transparency report that includes sample hashes and test methodology. The payoff: fewer vendor-origin disputes and easier onboarding by payment providers who insist on auditable trails.

Comparison: Approaches to building a reporting pipeline

Approach Quick Setup Scalability Audit Friendliness
Manual compiles (Excel + exports) High Low Low
Hybrid (ETL + manual QA) Medium Medium-High Medium
Automated telemetry + data warehouse Low High High

Technology & data pipeline: what to instrument first

Here’s a pragmatic priority list you can implement in sprints:

  1. Single event taxonomy (normalize deposit, bet, win, withdrawal, cancellation events)
  2. Immutable logging (write-ahead logs or append-only S3 buckets with object versioning)
  3. Identity linkability layer (connect sessions → accounts → payment methods, without exposing raw PII in analytics)
  4. Automated KPIs (KYC turnaround, payout latency distribution, RTP variance by provider)
  5. Audit exports (one-click, timeboxed CSVs that map to KPI definitions)

One neat tip: store salted hashes of RNG seeds or round identifiers alongside timestamps; it’s cheap and makes retroactive verification far easier for external auditors.

Where to display transparency without creating legal risk

Be careful. Public disclosure must not expose personally identifiable information (PII) or operational secrets. I recommend two disclosure tiers:

  • Public summary dashboard: aggregated RTP ranges, average withdrawal times, verified provider list, and an annual transparency PDF.
  • Auditor bundle: detailed logs, sample game history, KYC redaction-ready exports, and signed attestation letters from cert labs.

When choosing hosting for public dashboards, prefer an immutable snapshot cadence (monthly) rather than live rolling numbers — it reduces the risk of misinterpretation and gaming of metrics.

Where to get independent validation (and a sensible order)

Start small: get an RNG / RTP attestation from an accredited lab (e.g., iTech Labs) and record the report date and scope. Next, set up recurring internal QA — random game-play samples each week. Finally, for shareholder or regulator needs, commission a yearly independent transparency audit. If you need a baseline platform reference during vendor selection, check an operator’s public compliance artifacts and operational claims; a useful example operator page is available at official site, which lists licensing and platform integrations that clarify a vendor’s transparency posture.

Quick Checklist — what to include in your first 90-day transparency report

  • Executive snapshot: top 5 KPIs + trendlines (30/60/90)
  • RNG & RTP attestation summary (vendor + dates)
  • KYC metrics: avg time, % auto-approved, EDD cases count
  • Payments: volume by method, avg withdrawal time, pending queue size
  • Incident log (resolved/unresolved) with timestamps and remediation notes
  • Sample play logs (redacted) for 100 rounds across top 5 slot titles
  • Action items and owners for any metric outside SLA

Common Mistakes and How to Avoid Them

  • Mistake: Showing averages only. Avoid by publishing percentiles (P50, P90, P99) for KYC and payouts.
  • Mistake: Mixing raw PII into shared exports. Avoid by redaction pipelines and tokenization for analytics.
  • Mistake: One-off attestations with no continuity. Avoid by scheduling quarterly checks and keeping historic artifacts.
  • Mistake: Confusing marketing payoffs with compliance facts. Avoid by separating marketing claims from auditor-signed statements.

Mini-FAQ — quick answers for operators and novices

Do I need a full transparency report if I’m licensed under Curaçao or a provincial Canadian regulator?

Short answer: yes. Regulators differ, but transparency is increasingly expected everywhere. Curaçao licenses often accept attestation-based evidence, while provincial regulators (e.g., AGCO in Ontario) expect operational detail and consumer protections to be demonstrable. Build a report that satisfies the strictest expected standard and reuse it.

How often should I publish transparency data?

Monthly public snapshots plus quarterly independent attestations are a practical cadence. Internally, run daily monitoring and weekly KPI reviews.

What tools help automate transparency reporting?

ETL/data warehouse stacks (e.g., Airbyte + Snowflake), immutable logging (S3/Glacier), and BI tools (Looker/PowerBI) help. Also integrate provider-signed reports (RNG labs) into artifacts storage so auditors can pull a single package.

To be honest, building this capability feels like boring ops work until something breaks. Then it becomes priceless. My bias: automate what repeats and document what doesn’t.

Practical timeline to implement a first full transparency process (90 days)

  1. Days 1–14: Define KPIs, event taxonomy, and SLAs; start daily exports.
  2. Days 15–45: Implement logging pipeline, build a one-page dashboard, and redact/export templates.
  3. Days 46–75: Run 2 pilot audits (RNG samples and KYC sample checks), refine templates.
  4. Days 76–90: Produce the first public snapshot, deliver auditor bundle, schedule quarterly cadence.

If you’re in Canada, loop in provincial compliance early. KYC and AML thresholds, plus player-protection expectations, vary by province. Include local help numbers and your 18+ age policy prominently in the public snapshot.

Responsible gaming: 18+. If gambling is causing you harm, reach out to local support services (e.g., your provincial treatment hotline or Gamblers Anonymous). Maintain deposit limits, session timers, and easy self-exclusion tools; publish how players can access them.

Sources

  • https://www.itechlabs.com
  • https://www.curacao-egaming.com
  • https://www.canada.ca/en/health-canada

About the Author

Alex Mercer, iGaming expert. Alex has 8+ years of experience auditing and advising online casinos on compliance, payments, and operational transparency. He’s worked with operators across North America and Europe to build practical, audit-ready reporting systems.

Understanding RTP, Variance — and Why Cryptocurrencies Are Changing the Game

Hold on. If you’re new to online casinos, the numbers can feel like a foreign language: “RTP 96%,” “high volatility,” “blockchain.”

Here’s the practical bit first: RTP tells you the long‑run average return; variance (or volatility) tells you how wild the short‑run swings will be. Together they decide whether your session feels like a steady drip or a roller coaster. Read these two short sections and you’ll be able to pick games, size bets, and judge whether using crypto makes sense for your goals.

Fastpay banner – fast withdrawals and crypto-friendly casino

What RTP actually means — with real numbers

Wow. RTP (Return to Player) is usually shown as a percentage — e.g., 96.00%. That means over a very large number of bets the game returns A$96 for every A$100 wagered, on average. Simple, right? Not exactly.

RTP is a long‑run expectation, not a session guarantee. If you spin a 96% RTP slot 100 times at A$1, your expected return is roughly A$96, but the range of actual outcomes is huge because variance matters. A useful formula:

Expected return (per spin) = Stake × RTP

Example: Stake A$2, RTP 96% → EV per spin = A$2 × 0.96 = A$1.92. Over 10,000 spins, expected return ≈ A$19,200 on A$20,000 wagered.

Variance (volatility) — the missing context

Short sentence. Variance measures the spread of outcomes. Two games can both be 96% RTP but feel completely different.

Imagine Game A (low volatility): frequent small wins, fewer bust sessions. Game B (high volatility): tiny wins most of the time, rare huge jackpots. Over millions of spins both converge toward 96%, but your money-management and emotional tolerance should differ.

Mini‑case: you deposit A$200 and risk A$2 per spin. On Game A you might play many hours with steady balance drift. On Game B you could lose A$200 quickly or hit a big payout that multiplies your stake — the latter is rare.

Putting RTP and Variance to work — a simple procedure

Alright, check this out—use this three‑step method before you bet.

  1. Pick the game and note RTP (official provider page). Confirm whether the RTP shown is theoretical or measured for your jurisdiction.
  2. Decide acceptable loss per session (bankroll rule). Example: limit session loss to 5% of your bankroll.
  3. Choose bet size so that number of meaningful spins per session is at least 200 (helps smooth variance).

Example: Bankroll A$1,000 → 5% session loss = A$50. If you want ~250 spins/session, bet ≈ A$0.20. That gives a chance to weather variance and learn the game without a quick blowout.

How wagering requirements interact with RTP & variance

Short alarm. Bonuses muddy the water.

Don’t chase a big bonus without calculating turnover. If a promo is 100% up to A$100 with a 50× wagering requirement on (deposit + bonus), the math looks like this:

Deposit A$100 → D+B = A$200 → Required turnover = 50 × 200 = A$10,000.

At average bet A$1 and RTP 96%, converting that bonus is theoretically possible but practice shows variance and contribution limits (slots/table weighting) usually make it harder. Treat large WRs as marketing unless you’re ready for heavy play or have a clear strategy.

Cryptocurrencies in gambling — practical advantages and tradeoffs

My gut says crypto is a game‑changer for a subset of players. It really is.

Why crypto helps with RTP/variance management:

  • Speed — deposits and withdrawals (especially with providers optimised for crypto) are often much faster than card/bank rails; faster settle times mean you can lock profits or cut losses sooner.
  • Lower fees — smaller processing costs on-chain or via crypto processors can save you money, particularly for frequent, smaller transfers.
  • Transparency — provably fair games (where implemented) let you verify RNG outputs; this is complementary to trusting provider RTP disclosures.

But crypto brings tradeoffs: price volatility (BTC, ETH moves) can change a bankroll’s fiat value between deposit and withdrawal; tax and legal nuances differ by country; KYC/AML requirements still apply in many reputable crypto‑friendly casinos.

Comparison: Fiat vs Crypto vs E‑wallet (practical table)

Characteristic Fiat (Card/Bank) Crypto (BTC/ETH/USDT) E‑wallets (Skrill/Neteller)
Typical speed (withdrawals) 1–5 business days Minutes–hours Minutes–24 hours
Fees Interchange, conversion Blockchain tx fees / processor fee Service fee, possible conversion
KYC/AML Standard verification Still required for regulated casinos Standard verification
Reversibility Chargeback possible (sometimes) Irreversible Limited chargeback
Best for Casual players, low complexity Fast withdrawals, privacy‑focused players Fast deposits/withdrawals without crypto volatility

When crypto is the better choice — a practical selector

Short thought. Use crypto when speed and lower withdrawal friction matter more than fiat stability.

If you value instant withdrawals and low friction between winning and bank account, a crypto‑enabled casino that processes quickly can reduce your exposure to variance-driven losses (because you can lock in gains). For Australian players who prioritise fast payouts and broad crypto support, casinos optimised for crypto payments can feel markedly different from traditional operators. If you want to explore that smooth payout experience, consider a crypto‑friendly platform where account verification is simple and withdrawals are rapid — you can register now if you want to test withdrawal speed with a small deposit and a conservative bet plan.

Quick Checklist — before you play

  • Check official RTP on the game provider’s page, not just the lobby label.
  • Decide session loss limit (e.g., 2–5% of bankroll) and stick to it.
  • Match bet size to desired spins/session (aim 200+ spins for slots if possible).
  • Read bonus wagering formulas carefully (include D+B if the casino does).
  • If using crypto, confirm on‑chain fees and expected withdrawal time.
  • Verify your account (KYC) immediately to avoid withdrawal delays.

Common Mistakes and How to Avoid Them

  • Mistake: Treating RTP as a session guarantee. Fix: Use bankroll sizing to absorb variance.
  • Mistake: Taking a large bonus without checking WR or weighted games. Fix: Calculate required turnover and realistic time to complete it.
  • Mistake: Ignoring crypto volatility. Fix: Withdraw to stablecoins or convert promptly if you want fiat stability.
  • Mistake: Betting too large relative to bankroll. Fix: Apply a 1–2% bet sizing rule for recreational play.

Mini‑FAQ

Q: Does a higher RTP always mean better for my session?

A: Not necessarily. Higher RTP improves expected long‑run returns, but high variance games can still blow a session. Choose high RTP + low/medium variance if you want consistent play; choose high variance if you chase big wins and accept swings.

Q: Are crypto payouts safer or riskier than bank withdrawals?

A: Crypto payouts are irreversible once confirmed — that’s both a pro and a con. They’re often faster and cheaper, but if you make a mistake in the wallet address or use an unverified platform, recovery is difficult. Always double‑check addresses and complete KYC so withdrawals aren’t held.

Q: How should I factor wagering requirements into EV?

A: Convert WR into required turnover and estimate expected RTP-weighted loss during play. High WR reduces the practical value of a bonus, so often the best move is to skip heavy WR bonuses unless you plan to meet them with disciplined, long play aligned to higher RTP games.

Q: Do regulated casinos have higher RTPs?

A: Regulation doesn’t change RTPs per se — software providers set RTPs. Regulation does, however, increase transparency and auditing frequency. For Australian players, offshore operators run under other jurisdictions; check provider audits and independent testing bodies for assurance.

18+. Gamble responsibly. If gambling is causing you harm, contact Lifeline (13 11 14) or your local support services. Always verify local laws in Australia before playing online; KYC and AML checks are standard and are designed to protect both you and the platform.

Final practical thoughts — a short plan you can use tonight

Try this: deposit a small stake you can afford to lose. Pick a game with known RTP ~96% and medium volatility. Set 200 spins as a session target and a session loss limit at 3–5% of your bankroll. If you favour quick cashouts, use a crypto option or an e‑wallet that supports fast withdrawals; if you do try crypto, move winnings to a stablecoin or convert quickly to avoid market swings.

To be honest, nothing replaces good money management and a calm head. RTP and variance explain the “what” and the “how likely” — but your session success lives in bet sizing and discipline.

Sources

  • https://www.gamblingcommission.gov.uk
  • https://www.ecogra.org
  • https://www.softswiss.com

About the Author

{author_name}, iGaming expert. Years of hands‑on experience in online casino operations and player education inform practical guidance on RTP, volatility and payment choices. Writes for players who want clarity, not hype.

Cryptocurrencies in Gambling: The Future Is Already Here

Hold on — you don’t need to be a blockchain nerd to benefit from crypto at the virtual tables. In practical terms, crypto can speed up withdrawals, lower friction for deposits across borders, and open up new product formats (provably-fair games, tokenised jackpots). Short wins exist for players, but they come with distinct trade-offs you should plan for.

Here’s the useful bit first: if you’re a casual player in Australia and want to try crypto gambling safely, treat it like a payments choice, not a strategy. Use a small, dedicated wallet; only move funds you’re prepared to lose; and prefer casinos that publish clear RNG audits, transparent KYC rules, and a real dispute channel. I’ll show examples, give mini-calculations, a comparison table, and a checklist you can use tonight.

Player choosing cryptocurrency at an online casino — streamlined deposits and new game formats

Why crypto matters in gambling — an everyday view

Wow — it’s tempting to say “fast and anonymous”, but that’s oversimplified. Crypto changes three things for players: payment speed, custody model, and product innovation. Deposit-to-play latency falls from days to minutes with many coin transfers; custody choice (self-custody vs exchange) determines recovery and dispute complexity; and provably-fair mechanics give a technical audit trail that ordinary RNG screenshots can’t match. Those are practical benefits, not buzzwords.

On the flip side, volatility is real. If you deposit AUD-equivalent 0.01 BTC to play a high-volatility slot, a 10% BTC swing could erase your “win” or inflate it on paper before cashout. So, always convert mentally: treat your crypto stake as the AUD value at the moment you deposit, and plan bankrolls in fiat terms if you care about real-world spending power.

How to choose a crypto approach — three practical models

Here’s the thing: operators and players use three main approaches to crypto handling. Each suits different needs.

Approach Who it suits Pros Cons
Casino-integrated custodial wallets Beginners who want convenience Instant deposits/withdrawals within site; simple UX Operator custody risks; withdrawal limits or holds possible
Personal non-custodial wallets (self-custody) Experienced users who control keys Full control, better privacy, easier cross-site use Responsibility for backups; irreversible mistakes
Exchange wallets (custodial third-party) Players who trade and play Easy fiat conversion, compliance support KYC tied to exchange; withdrawal processing delays

At this stage of the market you’ll find a mixed approach. Some casinos accept both on-chain deposits and instant off-chain stablecoin credits via a custodial service. That middle-ground reduces volatility risk while keeping crypto rails. When evaluating a site, check whether they provide a public deposit address (on-chain) or an on-site wallet balance managed by the operator — the latter increases counterparty risk.

Mini-case: a quick numbers walk-through

Hold on — practical math beats marketing slogans. Suppose you deposit AUD 200 via BTC when 1 BTC = AUD 100,000, so you send 0.002 BTC. You play and win AUD 1,000 equivalent. At cashout, two possibilities:

  • If BTC has appreciated to AUD 110,000, your crypto withdrawal converts to ~0.00909 BTC, which on-chain is worth AUD 1,000 — plus the BTC gain a player might keep if they prefer crypto.
  • If BTC has dropped to AUD 90,000, the same 0.00909 BTC equals only ~AUD 818, meaning you’ve lost purchasing power on conversion delay.

So: if you want value stability, either cash out immediately into fiat or use stablecoins (e.g., USDT) for short-term holding. Stablecoins trade off centralisation for less volatility.

Where it fits today — a practical pick

My gut says most beginners should test crypto with tiny amounts and treat the first deposit as a learning fee. Look for casinos that: publish an RNG certificate; allow KYC transparency; show clear withdrawal fees; and offer a third-party ADR or at least an independent complaints procedure. If you want a concrete example to explore game mechanics and crypto UX, check a live site like wolf-casino.com for how they present crypto options and pay attention to their T&Cs on withdrawals and fees.

Quick Checklist — before you deposit

  • 18+ only: confirm local legality and age restrictions.
  • Verify licensing statements and look for published RNG/audit links.
  • Check withdrawal limits, processing fees (bank vs crypto), and min/max.
  • Decide custody: exchange for convenience; non-custodial for control.
  • Use stablecoins for short-term bankrolls to avoid volatility.
  • Set a deposit amount equal to your fiat bankroll portion — treat crypto like a payment method.

Common Mistakes and How to Avoid Them

  • Chasing crypto gains: Don’t treat gambling wins as an investment play. Convert out when your goal is cash.
  • Ignoring KYC timing: Many sites require KYC before the first withdrawal; verify KYC requirements before depositing to avoid locked funds.
  • Overlooking fees: Exchange spreads, on-chain gas fees, and operator processing fees stack up. Do the math before moving funds.
  • Re-using passwords and keys: Use unique credentials and back up seed phrases offline for non-custodial wallets.
  • Not checking ADR: If the site lacks an independent dispute mechanism, you have limited recourse on withheld payouts.

Regulatory & safety realities for Australian players

Something’s off when a flashy site hides corporate info. Australian players should know that offshore operators may be blocked by regulators (the ACMA actively blocks illegal gambling services). That doesn’t always stop access, but it does mean fewer consumer protections and limited legal recourse. If you’re using crypto to bypass local rails, you’re trading convenience for accountability.

Practically, insist on transparent KYC and a published ADR or dispute path before committing larger sums. KYC isn’t just red tape — it’s also the mechanism that ensures your identity ties to a record and increases the chance a payment processor will honour disputes.

Tools & approaches: a short comparison

Tool Use Risk Speed
Self-custodial wallet (e.g., MetaMask, hardware) Control funds, separate from casino Key loss risk; high control Fast for on-chain
Exchange (e.g., Coinbase, Binance) Convert AUD ↔ crypto easily Custody by exchange; KYC linked Moderate (withdrawal delays possible)
Casino on-site wallet Plug-and-play deposits/withdrawals Counterparty risk; possible withdrawal friction Usually instant within platform

Mini-FAQ

Is crypto gambling legal from Australia?

Short answer: it depends. Australia forbids certain forms of online gambling and the ACMA blocks illegal operators. Crypto adds a payments layer, but it doesn’t change an operator’s legal standing. If a site accepts Australians and claims offshore licensing, that doesn’t guarantee lawful operation in Australia — check the ACMA list and exercise caution.

Are crypto withdrawals faster?

Often yes for on-chain payouts: once the operator processes, blockchain settlement is near-instant (subject to network fees and confirmations). However, casinos sometimes convert and batch payouts or force bank transfers for AML reasons, which can add delays. Always check the site’s stated payout channels and read real-player reports before relying on speed.

Should I use Bitcoin or stablecoins?

If you dislike volatility and are just using crypto as a payments rail, stablecoins (USDT, USDC) are usually safer for short-term play. Bitcoin or ETH can create unwanted FX-like moves on cashout.

What about provably fair games?

Provably fair games let you verify the fairness of each result using cryptographic seeds. They add transparency, but only for games built that way (mostly niche slots or dice games). Look for publishers and independent audits to validate claims.

Final practical advice — an operator checklist

Here’s what I do before trying a new crypto casino: verify licence and RNG links; confirm KYC and withdrawal policy; check the minimum withdrawal in crypto terms and any fixed fees; search for recent player complaints about withdrawals; and start with a small test deposit and cashout. If anything reads evasive — no clear ADR, placeholder T&Cs, or missing corporate details — walk away.

One useful habit: open a simple document with the deposit time, transaction ID, and the site’s T&Cs’ snapshot. It sounds bureaucratic, but if a withdrawal becomes a dispute you’ll thank yourself for having the record.

18+ only. Gambling can be addictive — if you’re worried about your gambling, contact Gambling Help Online or your local support services. Set deposit and session limits, and never gamble money you need for essentials.

Sources

  • https://www.acma.gov.au/illegal-online-gambling
  • https://www.gamblinghelponline.org.au/
  • https://blog.chainalysis.com/reports/2021-crypto-crime-report/

About the Author

Jordan Clarke, iGaming expert. Jordan has worked with online operators and payment providers across APAC, advising on product design, payments integration, and responsible gaming measures. He writes practical guides for players who want to navigate new tech without unnecessary risk.

Руководство по волатильности слотов и базовым правилам для NFT‑платформ азартных игр

Вот в чём дело.
Коротко: волатильность — это то, как часто и насколько крупно слот платит; RTP — среднее математическое ожидание за очень длинный период.
Погодите… это важно понимать уже на первой сессии, особенно если вы играете на крипто‑платформах и NFT‑слотах, где механика и распределение выплат могут отличаться от классики.

Небольшая польза с ходу: если у вас банкролл в 10 000 KZT и вы хотите удержать игру хотя бы 200 спинов, ставьте ~50 KZT — это простая эмпирическая формула управления риском.
Дальше — конкретика и рабочие инструкции, без воды и без маркетинга.

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)

Почему волатильность важна: практическая ценность

Вау!
Средняя мысль: высокая волатильность = редкие, но большие выигрыши; низкая волатильность = частые, но малые выплаты.
Если вы новичок и боитесь «сдуться» — выбирайте низкую волатильность; если цель — шанс на джекпот (и вы готовы к глубоким просадкам) — высокая.

Практический пример: слот с RTP 96% и высокой волатильностью может дать вам 5 крупных выплат за 100 000 спинов, тогда как с низкой волатильностью — 200 небольших выплат.
Это не «подмена» RTP: оба слота вернут в среднем 96% на очень большом числе спинов, но плотность выплат и пиковая амплитуда будут разными, а энергетику игры — совсем иной.

Как читать спецификацию слота (чек‑лист для быстрого анализа)

Погодите… короткий чек‑лист на 10 секунд, который спасёт ваш банкролл:

  • RTP (официальный %). Если не указан — сомнительный провайдер.
  • Волатильность (low/medium/high или шкала 1–5).
  • Функции: бонусные раунды, free spins, бонус‑бай — они увеличивают Дисперсию.
  • Максимальный множитель/джекпот — показывает потолок выплаты.
  • Доступность демо и прозрачность генератора (provably fair для крипто игр).

Как волатильность влияет на стратегию ставок

Вот в чём ещё нюанс.
Если вы играете на слотах с высокой волатильностью, уменьшайте размер ставки относительно банкролла (правило «50–200 спинов»).
Если вы гонитесь за удержанием банкролла — увеличте частоту, но снизьте ставку.

Точная формула риска (упрощённая): рекомендованная ставка = банкролл / (желаемое число спинов).
Пример: банкролл 50 000 KZT, цель — 500 спинов → ставка ≈ 100 KZT.
Это не гарантия — это контроль отклонений.

NFT‑платформы и отличия от обычных слотов

Погодите, NFT — это не магия.
NFT‑элемент часто даёт дополнительную экономику: владение NFT может давать рейкбек, повышенные шансы на бонусы или доступ к приватным турнирам.
Но сам игровой мех иногда остаётся «чёрным ящиком» — важно проверить, как интегрирован NFT: влияет ли он на RNG или только на бонусы/визуал/статус.

Совет: перед вложением в NFT, который обещает «повышенный RTP», требуйте прозрачности: контракт, метрики выплат, исторические логи. Если это крипто‑проект с доказуемой честностью — отлично; если нет — считайте это пулами риска.

Мини‑кейсы (практика)

Кейс 1 — гипотетический: «Алия из Алматы» стартует с 100 USDT на NFT‑платформе.
Она выбирает низковолатильный слот, ставит по 0.5 USDT и держит 200 спинов. В итоге — стабильная серия маленьких выигрышей и сохранение >60% банкролла через ночь.
Кейс 2 — гипотетический: «Сергей» решил рискнуть 100 USDT на высоковолатильном бонус‑слоте с функцией Bonus Buy и проиграл 90% банкролла за одну сессию, потому что подключил автоматику и использовал высокий бет.

Урок: автоматизация + высокий бета + высокая волатильность = быстрый рост дисперсии и шанс остаться без денег.

Бонусы, ваучеры и расчет их реальной ценности

Вот в чём магнит: бонус выглядит привлекательно, но его ценность нужно считать.
Формула простая: оборот = (депозит + бонус) × вейджер.
Пример: депозит 100 USDT, бонус 200% → сумма = 300 USDT. При вейджере х40 → нужно проставить 12 000 USDT.

Практическая заметка: если средний вклад игры в отыгрыш = 100% (слоты), и средний RTP ваших выбранных слотов = 96%, ожидаемая математическая ценность бонуса ≈ (300 × 0.96) − 300 = −12 USDT на длинной дистанции только по RTP (без учета дисперсии и ограничений по ставкам).
Это грубый расчёт, но он показывает, что большие вейджеры «съедают» ценность бонуса.

Сравнительная таблица: подходы к игре по волатильности

Подход Когда использовать Риск Пример ставок
Низкая волатильность Бюджетный режим, долгие сессии Низкий Ставки 0.2–1% от банкролла
Средняя волатильность Баланс RTP и шансов на крупный выигрыш Средний Ставки 0.5–2% от банкролла
Высокая волатильность Игра на джекпот, хайроллы Высокий Ставки 0.5–5% от банкролла с стоп‑лоссом

Где тестировать и что смотреть в лоб

Погодите, важная деталь.
Тестируйте в демо или с минимальными лотами, снимайте логи сессии и фиксируйте: коэффициент выигрыша, средний множитель, максимальная просадка.
Если вы хотите быстро сравнить платформы и критерии — обратите внимание на платформы с полной статистикой сессий и прозрачными правилами, например в разделах, где публикуют данные о RTP и provably fair.

Для удобства и первичной практики многие игроки из KZ используют сторонние обзоры и агрегаторы, а также локальные сообщества. Один из полезных ресурсов по ставкам и обзорам крипто‑платформ доступен под анкором betting, где собраны ссылки на провайдеров и краткие справки по популярным играм и турнирам.

Краткий чек‑лист: перед стартом с новой NFT‑платформой

  • Проверьте лицензию и публичность аудита (GCB / eCOGRA или аналог).
  • Убедитесь в наличии демо и истории выплат.
  • Прочитайте правила бонусов (вейджер, вклад игр, лимиты на ставки).
  • Включите 2FA; настройте лимиты депозитов/потерь.
  • Начните с 1–2% банкролла на сессию и фиксируйте результаты.

Частые ошибки и как их избежать

  • Ошибка: играть высокими ставками на высоковолатильных слотах без стоп‑лосса. → Решение: лимит потерь и дневной лимит.
  • Ошибка: принимать бонусы с высоким вейджером «на автомате». → Решение: пересчитайте реальную стоимость бонуса и решите рационально.
  • Ошибка: доверять «ссылочным обещаниям» по повышенному RTP без доказательств. → Решение: требуйте аудита/логов/хэшей (provably fair).
  • Ошибка: играть под влиянием эмоций (tilt). → Решение: тайм‑ауты, заранее заданные правила выхода из сессии.

Мини‑FAQ

1) Какой минимальный банкролл нужен для теста NFT‑слота?

Наблюдение: достаточно начать с суммы, которую не жалко потерять.
Расширение: для статистики — рекомендую минимум 50–100 ставок на выбранном уровне; если это 100 ставок по 0.5 USDT — бюджет 50 USDT.
Отражение: это не обеспечит точного RTP, но даст ощущение волатильности и частоты бонусов.

2) Правда ли, что provably fair делает игру абсолютно честной?

Коротко: провайденость честности — большой плюс.
Но: provably fair гарантирует честность генератора случайных чисел у игр, где эта система реализована.
Однако нужно проверять реализацию и документацию; это снижает риск манипуляций, но не исключает риска математической дискриминации (например, разные версии игры с разным RTP).

3) Как считать «реальный» RTP, если провайдер скрывает метрики?

Наблюдение: без метрик — вы в незнайке.
Расширение: собирайте свои логи, аналитика за тысячи спинов даст приближение; можно использовать сторонние трекеры.
Отражение: результат — только приближение, но часто он помогает выявить явные аномалии.

18+. Ответственная игра: устанавливайте лимиты депозитов и потерь, используйте инструменты самоисключения при необходимости. Для помощи по проблемной игре обратитесь к BeGambleAware или местным службам поддержки зависимости. В Казахстане азартные игры онлайн находятся в «серой» зоне — убедитесь в правовой безопасности ваших операций и помните про KYC/AML.

Источники

https://www.gcb.cw — Curaçao Gaming Control Board (официальный регулятор)
https://www.ecogra.org — eCOGRA (независимый аудитор RNG и выплат)
https://www.begambleaware.org — ресурсы по ответственной игре

Об авторе

Иван Петров, эксперт по iGaming. Практикующий аналитик по слотам и крипто‑платформам, с опытом тестирования провайдеров и построения стратегий управления банкроллом.