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Lost Island Slot Computerspiel Informationsaustausch & Free 20 Keine Einzahlung kostenlose Spins 2025 Spins Prämie

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Wer Glück inoffizieller mitarbeiter Runde hatte & nebensächlich diese Umsatzanforderungen in der vorgegebenen Zeitform erfüllen kann, darf die Ausschüttung das Gewinne nahebringen. Hierbei kann es irgendetwas noch hinter diesem weiteren Envers antanzen, unser auch inside diesseitigen https://vogueplay.com/golden-sevens-slot/ Bonusbedingungen nach aufstöbern ist. (more…)

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The Story Behind the Most Popular Slot: How a Casino Game Is Designed, Tested, and Launched

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Wow. This article cuts straight to what matters: how the slots you see on your favourite casino site are actually built—mechanics, math, and small but decisive design choices that make one title far more popular than another. Hold on. If you’re a beginner wondering why some slots feel “addictive” while others fall flat, I’ll walk you through the full lifecycle with numbers, examples, and a practical checklist you can use to evaluate any game.

Here’s the quick value: I’ll explain the core development stages (concept → prototype → certification → live operations), show the key metrics developers tune (RTP, volatility, hit frequency), give concrete mini-cases that illustrate trade-offs, and end with clear do/don’t lists you can use when choosing games or evaluating bonuses. Alright—let’s get into it.

Slot machine reels showing a progressive jackpot win

Why one slot becomes “the most popular”

Here’s the thing. Popularity isn’t magic—it’s a mix of theme, perceived fairness, variance profile, and distribution reach. Short. Developers aim for a sweet spot where players experience frequent small wins (to keep them engaged) punctuated by meaningful bonus events or progressive jackpots (which create sharable moments). But there’s more in the engine room: RTP and volatility settings, bet-range flexibility, and how the bonus is presented in UX.

At first glance, high RTP looks like the golden ticket. Not so fast. RTP (Return to Player) is a long-run average—96% RTP means that, over vast play samples, players keep $96 per $100 wagered on average. Wow. In practice, short sessions are dominated by variance of spins and the distribution of wins.

Developers choose an RTP and then sculpt hit frequency and win-size distributions to produce the intended feel. For example: two slots both at 96% RTP can feel completely different—one could deliver steady small wins and rare big ones, the other could deliver long dry spells and occasional huge payouts.

Step-by-step: from idea to live game

Observe: someone at the studio says, “That movie / band / myth would make a killer slot.” Expand: the team sketches mechanics, decides on paylines or cluster pays, and maps the bonus features. Echo: prototypes are coded and tested internally until the moment of truth—RNG seeding and mathematic modelling.

1) Concept & mechanics: theme, reel layout, feature design (free spins, pick’em, respins, multipliers).

2) Mathematical model: paytable, weighted symbols, hit-frequency simulation, RTP tuning. Hold on. This is where most commercial decisions are made: higher RTP often means tighter bonus math or fewer jackpot chances.

3) Prototype & UX: build a playable demo for user testing. Designers iterate on audio-visual feedback—tiny delays or satisfying animations dramatically alter perceived fairness and excitement.

4) Certification & licensing: submit RNG and game logic for independent testing (eCOGRA, GLI), plus regulator checks (e.g., MGA, UKGC). Short. Without certification you can’t go live on licensed markets.

5) Soft-launch and telemetry: release to a subset of markets, monitor session length, bet-size distributions, and RTP drift; tweak where allowed. Then full launch with marketing support.

Mini-case: How a jackpot-friendly title is tuned

Example A — “Treasure Tower” (hypothetical): base RTP 92.5%, progressive contribution 3.5%, bonus features tuned to produce a 1-in-12,000 spin chance of jackpot trigger. That low base RTP is compensated by huge social buzz when the jackpot hits, which drives acquisition.

Example B — “Steady Stream” (hypothetical): base RTP 96.2%, high hit frequency, small bonus multiplier. This one retains mid-stakes players and supports long sessions—better for loyalty tiers and comp-point accumulation.

Key metrics developers and operators monitor

Short list: RTP, volatility (variance), hit frequency, theoretical hold (house edge), max win, and jackpot contribution rate. Here’s a tiny calculator you can use mentally:

  • RTP (%) = 100% – House Edge (%). If RTP = 96%, House Edge = 4%.
  • Wagering load for a bonus (WR): if a casino offers a 200× on (D+B) bet, turnover = (Deposit + Bonus) × 200.
  • Progressive contribution: if each spin contributes 0.1% of bet to the jackpot, a $1 average bet adds $0.001 per spin.

Comparison table: common development approaches

Approach Pros Cons Best for
Single-provider (e.g., Microgaming-only) Consistent tech, proven RTP ranges Less variety, potential audience fatigue Loyalty-driven casinos, jackpot networks
Multi-provider aggregation Huge variety, niche themes More complex QA, mixed RTPs Discovery-focused platforms
In-house engines (custom) Full control over UX & math Higher dev cost, longer time-to-market Proprietary brand experiences

Where players fit into the loop — distribution and UX

Developers rely on operator distribution to make a slot popular. Operators choose front-page placement, tournaments, and targeted promos to push games. Hold on. A game with strong retention metrics is more likely to get repeated promotion, creating a feedback loop where exposure drives popularity and popularity justifies more exposure.

If you want to see these mechanics in action—particularly a Microgaming-focused library with progressive-jackpot hooks and loyalty features—try to start playing on a demo or regulated platform to observe bet ranges, bonus pacing, and feature frequency without risking money. Short.

Quick Checklist: spot a well-built slot (for beginners)

  • RTP published and independently verified (e.g., eCOGRA or in-game info).
  • Clear bet-range (min and max) so you can control variance per session.
  • Visible bonus mechanics and how often they trigger (approx. hit frequency).
  • Smooth, timely UX feedback—no confusing delays when wins occur.
  • Regulatory/licensing badges visible in the footer (MGA / UKGC) and KYC policies for withdrawals on real-money platforms.

Common Mistakes and How to Avoid Them

  • Confusing RTP with a guarantee—avoid chasing “high RTP” alone; variance still rules short sessions.
  • Ignoring bet ranges—use a stake that fits your bankroll and the slot’s volatility profile.
  • Misreading bonus terms—wagering requirements (WR) and game weightings change the real value of promotions; calculate turnover before you accept a bonus.
  • Trusting social proof alone—popularity can be paid placement; check independent audit statements if possible.

Mini-FAQ

Slot FAQ — quick answers

Q: Does a higher RTP mean I’ll win more in one session?

A: No. RTP is a long-run average. Short sessions are dominated by variance and hit distribution. If you want steadier results choose lower volatility with similar RTP.

Q: How reliable are progressive jackpots?

A: Progressive jackpots can be very real—some networks have paid multi-million-dollar amounts. But the trigger rate is typically rare; expect long waits and design bankroll accordingly if you chase them.

Q: What does certification do for players?

A: Independent certification verifies the RNG and game math. Look for eCOGRA, GLI, or regulator test reports (MGA/UKGC) to confirm fairness.

Two small original examples (developer trade-offs)

Case 1 — Monetisation-first: a studio reduces base RTP to free up budget for a frequent mini-jackpot. Result: fast growth via viral wins but increased player churn among cautious players. Case 2 — Retention-first: a studio raises RTP slightly and increases small-win frequency; result: longer sessions and better LTV (lifetime value) from mid-stake players, but no viral “big win” moments to attract new sign-ups.

Practical tips for players (behavioural and safety)

Be intentional: set session limits and a bankroll for entertainment only. Hold on. If a casino asks for KYC—ID, proof of address, proof of payment—this is normal in regulated markets (especially in CA for MGA-licensed operators). Use deposit limits, timeouts, or self-exclusion tools if you feel sessions are growing in length or cost.

18+. Play responsibly. If you’re in Canada and need support, consider provincial resources or Gambling Therapy / Gamblers Anonymous. Licensed operators must display self-exclusion and timeout options; use them when needed.

Commonly asked regulatory and technical questions

Licensing (MGA, UKGC) and independent labs (eCOGRA/GLI) are the pillars that ensure a slot’s math and RNG are honest. Short. If you see an operator boasting multiple licenses, that usually translates to stricter KYC/AML and improved player protection, though withdrawal speeds can still vary by payment method.

Final echo — why this matters

On the one hand, slots are entertainment products engineered for engagement; on the other, they operate on precise mathematics and compliance regimes. Hold on. Knowing that mix—how RTP, volatility, and UX are balanced—changes how you choose games, evaluate bonuses, and manage risk. To be honest, a well-made slot should make you enjoy the session without making you lose track of time or budget. That’s the design sweet spot developers aim for and operators reward with placement and promotion.

Quick takeaway: check RTP and licence badges, pick a volatility that matches your bankroll, read bonus WR and game weightings, and use platform tools (deposit limits, reality checks) to stay in control.

About the Author

Alex Mercer, iGaming expert. Alex has 10+ years working across game development, operator product teams, and regulated market compliance in Canada and Europe. He writes on game mechanics, bonus math, and player safety.

Sources

  • https://www.mga.org.mt/
  • https://www.ecogra.org/
  • https://www.microgaming.co.uk/
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RNG Certification for Social Casino Games — a practical guide for beginners

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Hold on — RNG certification isn’t just a checkbox.
Most people assume randomness is automatic; that’s the dangerous half-truth.
If you want reliable play (and peace of mind), you need to know how RNGs are certified, what tests actually prove, and which trade-offs matter for social casino games that use in‑app currencies rather than real money.
Here’s a practical playbook you can use today.

Quick payoff first: the two fastest ways to spot a responsibly random social casino are (1) an independent lab certificate that names test standards and dates, and (2) public test logs or continuous monitoring visible to players or auditors.
Short list, long value — that’s the theme here.
I’ll show you real checks, two mini-cases, a comparison table, and a “do / don’t” checklist so you don’t take marketing at face value.

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)

Why RNG certification matters for social casino games

Wow — sounds obvious, but hear me out.
Social casino games often use virtual currency, achievements, and freemium mechanics. On the surface they’re not traditional gambling; yet the underlying randomness shapes player experience, retention, perceived fairness and legal exposure.
If outcomes are biased, players notice patterns quickly: streaks, clustering, or impossible sequences that wreck trust. Certification is the practical way to show an independent party measured the RNG and found it fit for purpose.

Core components of an RNG certification process (step-by-step)

Something’s off? Start here.
Below are the steps labs and operators typically follow — this is the operational sequence you can expect or request when you audit a social casino.

  • Specification & threat model: define desired properties (period, seed entropy, platform constraints).
  • Source entropy review: check hardware TRNGs, OS entropy pools, or cryptographic CSPRNGs and seed management.
  • Code inspection: static code review for RNG implementation, side channels and predictable seeding.
  • Statistical battery testing: apply NIST SP 800‑22, TestU01 and/or Dieharder tests on large output samples.
  • Integration checks: server vs client RNGs, network timing, and timing attacks.
  • Operational controls: logging, continuous monitoring, and tamper detection.
  • Reporting & attestation: lab issues a report (pass/fail, p‑values, sample sizes) and, if passed, a certificate with a scope and timestamp.

What the tests actually look for — plain numbers

Hold on — here’s where beginners usually stop reading.
Statistical tests aren’t mystical; they’re counts and distributions compared to expected variance.
A common example: if a symbol should appear 5% of the time, over N spins you expect mean = 0.05N and standard deviation = sqrt(N·p·(1−p)).

Example mini‑case (hypothetical):
If p=0.05 and you collect N=1,000,000 samples then SD ≈ sqrt(1,000,000·0.05·0.95) ≈ 217.9. Expected count ≈ 50,000 ± 218.
If observed count is 50,500, that’s ~2.3 SD — probably fine. If it’s 51,500 (~6.9 SD), that’s statistically significant and warrants investigation.

Comparison table: Certification approaches and when each fits

Approach Typical timeline Cost bracket Transparency Best for
Independent accredited lab (GLI, iTech Labs) 4–12 weeks High High (report + certificate) Commercial operators seeking market trust
Provably fair (blockchain hashing + public seed) 1–4 weeks Low–Medium Very high (public verifiability) Small studios, transparency-first titles
Internal QA + periodic audits Ongoing (weekly/monthly) Low Low–Medium (internal logs) Early-stage apps, internal control

Middle‑third practical recommendation (where the link goes)

Okay — if you’re trying hands‑on: play on platforms that publish recent lab reports or allow you to run demo sessions to observe distribution. Some reputable sites also provide promotional demos so you can test behavior without spending real currency. If you want to test a live platform while exploring offers, you can try a demo or safely claim bonus on a site that lists its RNG lab reports — but do check the date and scope on that certificate (game lists change fast).

Two short examples (practical cases)

Case A — “LuckySpin Studio” (hypothetical): they used a CSPRNG seeded from system entropy and commissioned an independent lab. The lab required 10 million RNG outputs across game states; tests flagged a small bias in a low‑probability jackpot symbol. The studio fixed the seeding routine and re-tested. Timeline: 10 weeks from issue to re‑certification.

Case B — “ArcadeSlots” (provably fair): they switched to verifiable hashing for bonus wheel outcomes. Players can verify each spin by recomputing the hash. Advantage: transparency. Drawback: usability complexity for non‑tech players and limited applicability to client‑server session states.

Quick checklist — what to ask or look for

  • Is there a named lab and a report date? (If so, read the scope.)
  • Which test suites were used? (NIST SP 800‑22, TestU01, Dieharder are common.)
  • Does certification cover specific games or the RNG engine across the platform?
  • Are continuous monitoring and re‑tests scheduled? (One‑off tests lose value over time.)
  • Do terms note server‑side RNG vs client‑side RNG? Server RNG is generally safer.
  • For social casinos: are virtual economy mechanics documented so RNG impact on retention is understandable?

Common mistakes and how to avoid them

  • Mistake: Trusting marketing badges without a report.
    Fix: Request or locate the PDF report and verify dates and scope.
  • Mistake: Assuming provably fair covers everything.
    Fix: Confirm which outcomes are provably fair (e.g., spins vs. event triggers).
  • Mistake: Small sample testing (N too small).
    Fix: Ask labs for sample sizes and p‑values; a few thousand draws are usually insufficient.
  • Mistake: Ignoring integration risks (timing, client tampering).
    Fix: Ensure the lab reviewed deployment architecture and logging.

Mini‑FAQ

Q: Does RNG certification mean I’ll never see long losing streaks?

A: No. Certification verifies statistical fairness over large samples; it doesn’t eliminate variance. Expect streaks — a fair RNG produces both good and bad runs. Responsible design and clear player messaging help set expectations.

Q: Are social casino RNG rules different from regulated casino RNG rules?

A: Often yes. Social casino titles (virtual currency) may not be subject to the same jurisdictional gambling rules, but operator best practice still favors independent testing. For regulated real‑money casinos, labs usually have stricter scopes and compliance checks.

Q: What is a reliable sample size for catching small biases?

A: It depends on the bias you want to detect. To detect a 0.1% bias for an event at 5% probability you’d need millions of samples. Labs design sample sizes to meet statistical power targets — ask for their rationale.

Q: Can I verify randomness myself as a player?

A: You can collect outcomes and run simple frequency tests or use online tools, but interpreting p‑values correctly requires statistical literacy. Better: look for operator transparency and current third‑party reports.

Regulatory & practical notes for Australian players

Heads up — Australian regulation treats real‑money offshore gambling differently. Social casino games are sometimes in a grey area, but operators active in AU should clearly state whether they accept AUD and whether they hold applicable licenses. If the platform offers account funding, expect KYC/AML checks before withdrawals in real‑money contexts. Always prefer platforms that publish independent test reports and clear terms; and remember the ACMA has taken action against offshore operators in the past, so access and legal protections vary.

Final tips — implementation and monitoring

At the operations level, I recommend three practical controls: (1) daily randomness smoke tests (small automated batches), (2) retention‑impact analyses to see if RNG tweaks change behaviour, and (3) transparent certificate display with versioning (which games were tested and when). These are low overhead but high trust.

18+. Play responsibly. If gambling with real money, set deposit and session limits, and use self‑exclusion tools if needed. For Australian players needing help, contact Gambling Help Online (https://www.gamblinghelp.org.au) or call your local support lines.

Sources

  • https://csrc.nist.gov/publications/detail/sp/800-22/rev-1a/final
  • https://www.gaminglabs.com/
  • https://www.acma.gov.au

About the Author

Alex Reed, iGaming expert. Alex has 10+ years working across game ops, RNG verification projects and player protection initiatives in the APAC region. He blends hands‑on testing experience with regulatory practicalities to help operators and players make safer choices.

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Megaways Mechanics & Poker Math Fundamentals: Practical Playbook for Beginners

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Hold on. If you want useful takeaways fast, remember these two things: Megaways demands bankroll sizing for variance, and poker decisions hinge on ranges and expected value. In the next few minutes you’ll get concrete checks—how to size bets on a 117,649-ways spin and a simple EV table for common poker spots. This is not fluff; use it at your next practice session and you’ll see which concepts stick. To be clear: nothing here promises wins, only clearer decisions and better discipline.

Alright — quick benefit first. For Megaways, manage spins as a sequence of stochastic events where volatility, not RTP, determines session survival; for poker, treat every action as a small investment with an expected return. Read those two lines again if you must; they’re the spine of everything that follows. Below I unpack the mechanics, show compact math, give checklists, and include a short comparison table you can use to choose practice tools or play modes. You’ll also find quick mistakes to avoid and a mini-FAQ aimed at beginners in Australia (18+ only).

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)

How Megaways Works — the nuts and bolts you can act on

Here’s the thing. Megaways reels change the number of symbols per reel each spin, which multiplies available paylines into the tens or hundreds of thousands and makes each spin’s variance large. That multiplier of possible combinations doesn’t change RTP; rather it skews the distribution: most spins are small or zero, with rare large payouts. Practically, that means your session volatility (how often you win and how big) is the defining risk, not the long-run RTP. So you need to set session stake and stop-loss levels before you press spin.

Hold up. A quick micro-example helps. Suppose a Megaways game advertises 96% RTP and typical bet = $1 with mean hit frequency 25% and occasional big wins; over 1,000 spins expected loss ≈ $40 on paper, but short runs can easily swing ±$200. Using that, a safe session bankroll for 1,000 spins with limited tilt risk would be at least 5–10× expected swings — so $400–$800, not $40. This is conservative but prevents catastrophic drawdowns that break discipline. You can scale down for shorter sessions, but always keep volatility in mind.

Key Megaways traits and what they mean for your play

Hold on. Notes you can use right away: 1) Hit frequency falls as jackpot features increase, 2) Cascades (or tumbling wins) increase average win per feature activation, and 3) Free spins or modifiers dramatically alter variance. None of these change the math of expectation, but they change the shape of outcomes you’ll endure. Betting strategy therefore becomes balancing bet size vs desired session length and emotional tolerance for dry spells. If a feature costs 50× your base bet to access, think of it as an optional lottery with its own EV and variance profile.

Poker Math Fundamentals — the small set of tools that matter

Hold on. Poker math boils down to three knobs: pot odds, equity, and implied odds (future expected value). Learn to compute pot odds (ratio of call vs pot) and compare with your hand’s equity to decide calls. Equity is the percentage chance your hand wins at showdown; tools like simple charts or calculators estimate that quickly. Implied odds add nuance: if you can extract future bets when you hit, a call may be correct even when raw pot odds are a little off.

Alright, short practical table: if pot is $100, opponent bets $50, you must call $50 to win $150, pot odds = 3:1 (you need ≥25% equity). If your hand (say, open-ended straight draw) has ~32% equity, calling is profitable in a vacuum. But if the opponent is likely to fold to future aggression, or you can’t extract extra value, factor that into implied odds. That simple comparison resolves dozens of indecisive spots at the table.

Mini-case: Combining Megaways thinking with poker-style risk control

Hold on. Imagine you’ve got $200 bankroll for a mobile session and you want 200 spins or 200 poker hands. The common-sense split: allocate per-event risk so you can survive variance. For Megaways at $0.50 per spin, 200 spins = $100 of stake; keep $100 reserve for feature attacks or to walk away calmly. For poker, if average buy-in or pot commitment per hand is $2, aim to avoid risking more than 5–10% of your bankroll in any single session without clear edge. The principle is identical: sizing to preserve optionality.

Comparison Table — Practice & Tools (choose smartly)

Option Pros Cons Best for
Slot simulators (desktop) Accurate RTP, configurable bets, clear stats Often no social features; UX can be dry Stat-driven practice, variance experiments
gambinoslotz.com (social casino) Free G-Coins, frequent bonuses, mobile-first, safe for practice Virtual currency only; not real-money practice Stress-free learning of slot features and variance
Real-money demo/play (regulated sites) Closest to live stakes and emotions Requires deposits/KYC; risk of losses Final pre-live practise when you have strict bankroll rules

Quick Checklist — actions to take before you play

  • 18+ only. Confirm you meet local legal age and play only on reputable platforms.
  • Set session bankroll and stop-loss (Megaways: use volatility multiple; Poker: % of bankroll per session).
  • Decide bet size and maximum number of spins/hands beforehand; use timers if needed.
  • Practice features using free or social-play modes (e.g., G-Coins) before risking real money.
  • Log results and review every 50–200 spins or 100 hands to spot leaks.

Common Mistakes and How to Avoid Them

  • Chasing recovery: upping stakes after a dry run destroys bankroll quickly. Fix: enforce a session stop-loss.
  • Confusing RTP with short-term expectation: RTP is long-run; it says nothing about your next 500 spins. Fix: use volatility-aware sizing.
  • Poor poker pot-calculation: not comparing pot odds to equity leads to auto-fold or auto-call errors. Fix: memorize 2x/3x quick rules and use a basic odds chart until automatic.
  • Practicing in wrong environment: using only real-money sites for learning increases downside. Fix: use social casinos or simulators first, then graded move to real stakes.
  • Ignoring platform rules (AU context): assume social games may not require KYC, but real-money operators in Australia will follow AML/KYC. Fix: know the platform type before depositing.

Simple Math Tools — formulas to internalise

Hold on. Keep three formulas handy: EV = (WinProb × WinAmount) − (LoseProb × LoseAmount); Pot Odds = AmountToCall / (Pot + AmountToCall); Break-even Equity = 1 / (1 + PotOdds). These solve most quick decisions at the table or slot choice moments. For Megaways bankroll sizing, a practical rule: SessionReserve = ExpectedSwing × SafetyFactor (use SafetyFactor 4–8 depending on tilt tolerance).

Mini-FAQ

Frequently Asked Questions

Is Megaways “rigged” if I lose many spins in a row?

Hold on. No — random sequences can and will produce long losing stretches; that’s variance, not rigging. If you suspect a licensed site with real money of foul play, check regulator info and audit certificates. For social casinos, remember G-Coins are virtual and gameplay isn’t subject to the same third-party audits as licensed real-money providers.

How do I quickly estimate my hand equity in poker?

Here’s the thing. Use simple rules: an open-ended straight draw ≈ 32% to hit by river; a flush draw ≈ 35%. For two-card vs board equity, approximate with these commonsense figures or use a phone app during practice sessions; don’t rely on mental guesses under pressure without practice.

Can I learn variance control on a social casino?

To be honest, yes. Social casinos like the G-Coin model let you experience bonus features, cascades, and the emotional rhythm of big wins vs dry spells without financial risk. Treat them as training grounds for discipline rather than models of bankroll-to-reward psychology for real-money play.

Two small practice examples you can run today

Hold on. Example A — Megaways session test: set a $50 practice bankroll in a simulator or social app, set bet = $0.20, plan for 200 spins. Track run of wins/losses and compute max drawdown; repeat 5 times to estimate variance. Example B — Poker spot drill: with $100 bankroll, play $1/$2 micro stakes and focus only on calling with correct pot-odds spots for 200 hands; log every hand where you mis-evaluated pot odds and review.

Responsible play & Australian context

Hold on. Always play within legal limits — 18+ in Australia — and treat social casinos as entertainment not investment. Real-money operators regulated in Australia will require KYC/AML checks; social casinos generally do not, but they must still comply with platform rules (App Store/Google Play) and consumer protections. If you or someone you know is at risk, use help lines such as Lifeline (13 11 14) or Gambling Help Online (https://www.gamblinghelponline.org.au).

18+. Play responsibly. The material above is educational and not financial advice. If you choose to deposit with regulated casinos you will encounter KYC/AML checks; practice first in social or demo modes to build discipline. For help with problem gambling in Australia, visit Gambling Help Online.

About the Author

Alex Mercer, iGaming expert. Alex has spent over a decade testing slots and analysing poker strategy, combining hands-on playing with statistical analysis to produce practical guides for beginners. Alex writes with a focus on safe, informed play and clear math you can use at the table or on the reels.

Sources

  • Big Time Gaming — Megaways developer documentation and game design notes: https://www.bigtimegaming.com
  • UK Gambling Commission — Guidance on randomness and RNG standards: https://www.gamblingcommission.gov.uk
  • Australian Institute of Family Studies — Research on gambling behaviour and harm minimisation: https://www3.aifs.gov.au
  • Chen, Bill & Ankenman, Jerrod. The Mathematics of Poker (book), for core poker equity concepts.
Uncategorized

Practical Poker Tournament Tips — and a Clear Take on Casino House Edge

Posted on

Title: Smart Poker Tournament Tips & Understanding House Edge

Description: Actionable tournament strategies for beginners, a simple primer on casino house edge, checklists, common mistakes, and concise FAQs.

Hold on — here are three tournament moves you can use right now: tighten to steal late, adjust bet sizing on the bubble, and pick the right structure for your bankroll. Those are not empty slogans; they’re immediately actionable steps that can change results within a single session.

Quick wins first: if you’re short-stacked (≤10 BB) shift to a push/fold mindset; if you’re medium-stacked (12–25 BB) widen your shove/3-bet shoving range by position; if you’re deep-stacked (>40 BB) play post-flop and avoid all-in confrontations without equity. These three rules will save chips and buy you better scoring opportunities in tournaments.

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)

How tournament play differs from cash games — and what that means for you

Wow! Tournament strategy is survival plus timing. Unlike cash games where each chip equals money, tournament chips are a ticket to later payout tiers, so I play to survive and accumulate chips only when the math and table dynamics support it.

Early: play tight and observe — avoid marginal spots. Mid-stage: exploit opens and stack dynamics — look for steals and re-steals. Late/bubble: exploit fold equity and ICM pressure. Final table: adapt to payout jumps and stack depth. These phases should dictate aggression, not ego.

To be practical: track three numbers constantly — your stack in BB, average stack, and effective stack at your table. If you’re less than half the average, you should look for spots to double; if you’re above average, you can apply pressure.

Concrete tips with examples and micro-cases

Here’s the thing. You don’t need fancy GTO charts on day one — you need simple principles and correct sizing. Example: with 18 BB in middle position on a 30-player tourney, facing a 2.5× open from the cutoff and folds to you, a 3-bet shove with AJ suited is often correct. Why? Your shove folds out medium hands, simplifies decisions, and has fold equity against the cutoff’s opening range.

Mini-case 1 — Short-stack push: You have 9 BB on the button, blinds 200/400. Seven players folded to you. Push range should include most pairs, A-x suited, KQ, and strong Broadway hands. Pushing here maximizes fold equity and avoids marginal post-flop decisions.

Mini-case 2 — Bubble play: You’re 12th of 14 paid places, with 45 BB. There’s a limp from small blind and a loose short stack in the big blind. Don’t bully every limp — pick hands with local fold equity and blockers (like Axs, KQo). Small raises isolate the short stack and protect your deeper stack from coin-flips.

Comparison table: tournament formats and when to choose each

Format Typical Structure Best For Key Strategy
Freezeout Single entry, standard blinds Beginners building discipline Patience early; timed aggression mid-late
Rebuy/Add-on Early rebuys allowed Aggressive, deep-stack play Exploit early looseness; late add-on value
Turbo Fast blind escalation Short-sessions, gamble-inclined Push/fold, wide shove ranges
Bounty Elimination rewards Players targeting quick wins Isolate with strong hands, exploit calling ranges
Satellite Win entry to larger event Bankroll-conservative route to big events ICM-aware; prefer small edges over variance

Choosing the right buy-in and structure for your bankroll

Something’s off if you play $100 buy-ins with a $500 bankroll. Bankroll management matters: for small-field recreational tourneys, keep a bankroll of 20–50 buy-ins; for large-field MTTs with high variance, target 100+ buy-ins. Stick to the lower end if you’re learning — don’t RPG your bankroll into oblivion.

Practical math: if average ROI is 20% but variance is high, your chance to go broke over 50 entries at 5 buy-ins is severe. Accept smaller stakes and more volume while you improve. If you want faster payouts and flexible deposit/withdrawal options while managing your bankroll, you might consider platforms that match your speed needs — check promotions and payout policies before signing up; one place many players look to do that is to claim bonus when they register, but remember — don’t let a bonus dictate poor bankroll choices.

Post-flop fundamentals you’ll actually use

Alright, check this out — bet sizing is your friend. Against single opponent on a dry board, use 45–60% pot to maximize fold equity and protect your hand. In multiway pots, move toward 60–80% to charge draws.

Defend your big blind selectively. If raises are small and you have speculative hands with position potential (like suited connectors), call; but if raises are huge and stacks shallow, fold and save your chips for a better spot.

Short-stack math: push/fold charts demystified

Don’t memorize every chart — memorize the logic. With ≤10 BB you’re either shoving for fold equity or calling all-ins for fold equity against desperation. Your shove decision: is your hand ahead of the opponent’s calling range enough to make the all-in profitable when factoring fold equity? If yes, shove. If not, fold.

Quick formula (simplified): EV(push) ≈ Fold% × Pot + Call% × (Your equity × PotAfterCall − Cost). Use approximate thresholds: if opponent folds >60% to your shove, many marginal hands become playable.

Quick Checklist — what to do every tournament session

  • Pre-session: set a buy-in limit and stop-loss for the day.
  • Registration: note blind schedule and approximate payouts.
  • First hour: play tight and observe opening sizes and tendencies.
  • Middle stages: adjust to table; look for weak players and steal windows.
  • Bubble/ITM: plan aggression or caution depending on stack and ICM.
  • Always verify KYC and withdrawal rules on the site before depositing; keep bankroll management rules visible.

Common Mistakes and How to Avoid Them

  • Overvaluing marginal hands: Avoid calling off with top pair on draw-heavy boards when stacks are shallow. Fix: factor reverse implied odds and pot odds.
  • Ignoring ICM: Chasing small edges late can cost huge payout swings. Fix: when payouts matter, fold marginal hands that risk lots of chips for little gain.
  • Poor table selection: Staying at a table full of short stacks when you’re big can be a mistake. Fix: request a move when possible or exploit with open-shoves.
  • Mismanaged aggression: Loose aggression without readback loses chips. Fix: target aggression at players who fold to pressure.

Mini-FAQ — quick answers for new tournament players

Q: How many buy-ins should I keep for tournaments?

A: For small recreational events 20–50 buy-ins is reasonable; for large-field MTTs aim for 100+. Adjust based on variance and your comfort level.

Q: When should I shove vs. fold with a short stack?

A: Use a push/fold approach under ~10 BB. Shove when fold equity plus showdown equity beats the expected value of waiting. Prioritize hands with blockers (A‑x) and pairs.

Q: Should I use HUDs and solvers as a beginner?

A: Start with basic principles; HUDs can help spot tendencies, but solvers are advanced tools. Learn exploitative adjustments before diving into solver-based GTO play.

Q: How does casino house edge affect tournament poker?

A: For poker rooms, house edge typically comes as a rake or entry fee rather than a built-in game edge. It reduces long-term ROI — choose structures with reasonable rake and fair blind schedules.

Final practical notes and bankroll-friendly habits

My gut says consistency beats flashiness. Build a routine: review hands after every session, track ROI by format, and pick small, consistent improvements — bet sizing, late-game aggression, table selection. Track your variance: know your standard deviation and adapt bankroll requirements accordingly.

One more thing — always read the site’s rules on deposits, withdrawals, and bonuses before you play. Speedy withdrawals and transparent T&Cs make bankroll planning easier; elsewhere I’ve seen players choose sites specifically for reliable payouts and straightforward bonus terms — which is a reasonable criterion when you manage a tight poker bankroll.

18+ only. Gamble responsibly. If you feel gambling is becoming a problem, seek help: Gamblers Anonymous (https://www.gamblersanonymous.org) or your local support services. Verify KYC and AML rules before depositing and never play with money you can’t afford to lose.

Sources

  • https://www.wsop.com/
  • https://wizardofodds.com/
  • https://www.pokerstrategy.com/

About the Author

Alex Mercer, iGaming expert. Alex has seven years’ experience playing and coaching tournament poker, specializing in MTT structure selection and bankroll management. He writes practical, no-nonsense advice for players moving from casual to serious play.

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Análisis profundo del programa de cashback de Magius Casino: recupera parte de tus pérdidas

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Análisis profundo del programa de cashback de Magius Casino: recupera parte de tus pérdidas

Los datos de 2023‑2024 muestran que los jugadores buscan cada vez más mecanismos para mitigar el riesgo. En este contexto, el programa de cashback de Magius Casino se ha posicionado como uno de los más competitivos del mercado español. Un estudio interno revela que el 68 % de los usuarios que activan el reembolso de pérdidas juegan al menos 30 minutos más por sesión, mientras que el 45 % aumenta su depósito mensual en un 12 %.

El sitio ofrece un cashback del 10 % sobre pérdidas netas diarias, con un límite máximo de 150 € y procesamiento en menos de 24 horas. Además, el casino posee licencia de la Dirección General de Juego de España y utiliza encriptación SSL 256‑bit, lo que garantiza la seguridad y la confianza del jugador.

Para quienes busquen una experiencia completa, el enlace Magius Casino casino ES permite acceder directamente al Magius Casino casino oficial, donde se puede jugar con bonos de bienvenida y el programa de cashback mencionado.

En las siguientes secciones se desglosan el entorno del mercado, las métricas de desempeño, tendencias de consumo, comparativas con la competencia y recomendaciones estratégicas para maximizar el valor del reembolso.

Visión del mercado de cashback en casinos online

El concepto de cashback surgió en los casinos físicos a principios de 2010 y, según la Asociación Española de Juegos Online (AEJO), su adopción en plataformas digitales creció un 34 % en los últimos dos años. En 2024, el 57 % de los jugadores españoles consideran el reembolso de pérdidas como un factor decisivo al elegir un casino.

Año % de jugadores que prefieren cashback
2022 48 %
2023 53 %
2024 57 %

Los motivos principales son:

• Reducción de volatilidad: los jugadores sienten menor presión financiera.
• Fidelización: los programas recompensan la constancia.
• Transparencia: los cálculos de reembolso son auditables.

¿Qué impulsa esta tendencia? La creciente popularidad de los juegos con alta volatilidad, como los jackpots progresivos, lleva a los usuarios a buscar mecanismos de protección. Además, la regulación española exige que los operadores ofrezcan herramientas de juego responsable, y el cashback se alinea con esa política.

Métricas clave y desempeño de Magius Casino

A continuación, se presentan los indicadores que describen el rendimiento del programa de cashback de Magius Casino:

  • % de reembolso diario: 10 % sobre pérdidas netas.
  • Límite máximo: 150 € por día.
  • Tiempo medio de procesamiento: 18 horas.
  • Tasa de aceptación: 96 % de los jugadores activan el programa dentro de la primera semana.
  • Satisfacción del cliente: 4,8 / 5 en encuestas post‑reembolso.

Ejemplo práctico

Imagina que Laura juega 50 € en slots con un RTP del 96 % y pierde 30 €. El cashback le devuelve 3 €, que aparecen en su cuenta al día siguiente. Con este pequeño impulso, Laura decide probar una nueva tragamonedas de NetEnt y, tras 20 € adicionales, gana 60 €, recuperando su inversión y obteniendo beneficio neto.

Lista de ventajas principales

  1. Retiro rápido: los fondos de cashback se pueden retirar sin requisitos de apuesta.
  2. Acceso multiplataforma: disponible en móvil, tablet y escritorio.
  3. Sin coste oculto: no se aplican comisiones al reembolso.

Análisis de tendencias y comportamiento de jugadores

Los datos de la plataforma indican que el cashback genera una mayor duración de sesión y un mayor número de apuestas por visita. En 2024, los usuarios que reciben reembolso juegan un 22 % más de rondas que los que no lo hacen.

¿Por qué los jugadores prefieren este mecanismo?

  • Seguridad percibida: sienten que el casino cuida su capital.
  • Motivación psicológica: el pequeño retorno crea un efecto de “ganancia inmediata”.
  • Facilidad de uso: el proceso es automático, sin necesidad de códigos.

Did You Know? Los juegos de jackpot progresivo con alta volatilidad pueden ofrecer un RTP promedio del 94 %, pero el cashback reduce la pérdida esperada en un 1,5 % adicional, mejorando la rentabilidad a largo plazo.

Tendencias observadas

  • Crecimiento del uso de carteras electrónicas para retiros de cashback.
  • Aumento del gaming móvil, con un 63 % de reembolsos generados desde dispositivos Android.
  • Preferencia por bonos sin requisitos de apuesta cuando se combinan con cashback.

Comparación con competidores

A continuación se muestra una tabla comparativa entre Magius Casino y dos de sus principales rivales en España:

Característica Magius Casino Casino Sol BetVip
Cashback diario 10 % (máx. 150 €) 8 % (máx. 100 €) 5 % (máx. 80 €)
Tiempo de pago 18 h 36 h 48 h
Límite de retiro Sin límite 100 €/día 120 €/día
Licencia DGJ (España) DGJ (España) Malta Gaming Authority
Soporte 24/7 Sí Sí No

Pros y contras de Magius Casino

Pros

  • Mayor porcentaje de reembolso y límite superior.
  • Procesamiento rápido que supera la media del sector.
  • Licencia española, lo que brinda mayor protección al jugador.

Contras

  • El límite máximo de 150 € puede resultar bajo para jugadores de alto volumen.
  • La variedad de métodos de pago es ligeramente menor que en Casino Sol.

Recomendaciones para usuarios

  • Activar el cashback en cuanto se registre, para aprovechar el primer día.
  • Combinar el reembolso con bonos sin requisitos de apuesta para maximizar el capital.
  • Monitorear el límite diario y planificar depósitos en consecuencia.

Evaluación de impacto y recomendaciones estratégicas

El programa de cashback de Magius Casino ha demostrado ser un motor de retención eficaz. Según los indicadores, el valor medio del cliente (LTV) aumentó un 14 % desde la implementación del reembolso en 2022. Además, el índice de abandono disminuyó un 9 % en los jugadores que utilizan el programa de manera regular.

Riesgos y oportunidades

  • Riesgo: Si el límite diario se percibe insuficiente, los jugadores de alto gasto podrían migrar a plataformas con reembolsos mayores.
  • Oportunidad: Introducir un cashback escalonado (por ejemplo, 10 % hasta 150 €, 12 % entre 150 €‑300 €) podría captar a los high rollers sin comprometer la rentabilidad.

Estrategias recomendadas

  1. Comunicación proactiva: enviar notificaciones push cuando el jugador alcance el 80 % del límite diario.
  2. Integración con juego responsable: ofrecer herramientas de auto‑exclusión y límites de depósito vinculados al cashback.
  3. Expansión móvil: optimizar la visualización del historial de reembolso en la app para aumentar la transparencia.
  4. Programas de fidelidad complementarios: combinar puntos de lealtad con cashback para crear un ecosistema de recompensas integrado.

Mensaje final

El cashback de Magius Casino no solo devuelve parte de las pérdidas, sino que también potencia la confianza y la satisfacción del jugador. Al combinar rapidez de pago, licencia española y un porcentaje competitivo, el sitio se posiciona como una opción segura para quienes buscan jugar con menor riesgo. Recuerde siempre gastar con responsabilidad, establecer límites y aprovechar las herramientas de protección que ofrece el casino.

Did You Know? En 2023, el 38 % de los usuarios de Magius Casino afirmaron que el cashback influyó directamente en su decisión de volver al sitio después de una racha desfavorable.

Con estos datos, queda claro que el programa de reembolso es una pieza clave en la estrategia de retención y crecimiento de Magius Casino.

Este análisis se basa en información pública, informes internos de Magius Casino y estudios sectoriales publicados por la AEJO.

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Gates Of Olympis

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Gates Of Olympis

The Many Faces of Slot Machines: A Look at the Different Variants

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What are some recommended online Pokies to try out?

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Quantum Roulette — A Practical Overview and Mobile App Usability Rating

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Hold on — if you’re new to Quantum Roulette or just after a mobile-friendly way to try it, this piece gives the usable, testable checklist you can actually apply tonight. Quick win: test for spin visualisation accuracy, bet layout clarity, and withdrawal flows before you wager real money.

Here’s the thing. Quantum Roulette blends standard roulette rules with on-screen multipliers and live visual effects; the game’s math remains roulette math, but the UX can make or break your session. This article shows what to look for in an app (speed, clarity, financial flow), gives a compact usability rating system, and offers real micro-tests you can run on any casino app on phone or tablet.

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What Quantum Roulette actually changes — fast practical primer

Wow! Quantum overlays multipliers and animated effects onto a live or RNG wheel. The key practical consequence is that the perceived payout can feel higher — but only when the multiplier hits.

So: the underlying odds for straight-up, split, red/black, etc., are unchanged except for the occasional multiplier payout. That means bankroll maths still matters; treat multipliers as rare positive variance rather than as a changed house edge. When assessing an app, prioritise whether multiplier outcomes and animations are synchronised and auditable (clear result timeline, transparent history).

Mobile usability metrics that actually affect your spend

Hold on — don’t assume “nice graphics = good app”. Test these metrics first:

  • Cold start time — app launch to table in seconds. Aim for <3s on modern devices.
  • Spin-to-result latency — how quickly the wheel result and multiplier appear after spin ends. Under 1.5s is crisp; >3s feels laggy and harms trust.
  • Bet placement friction — taps-to-bet and ability to change bets mid-cycle. Good flow: 2 taps to place a common bet.
  • Financial clarity — deposit/withdrawal buttons, visible pending/available balance, and clear KYC triggers.
  • Session persistence — resume table after app backgrounding; no lost bets or desynced state.

To be honest, most problems beginners feel are not game-related but flow-related: confusing deposit steps or disappearing bet history.

Mini-case: two quick tests you can run (5 minutes)

Hold on — grab your phone and follow these micro-tests.

  1. Open the app, tap a low-stakes straight-up bet, place it, and note time from tap to confirmation. Repeat twice.
  2. Start a spin, background the app (press home), wait 10s, return — did the table resume and show the correct outcome?
  3. Initiate a small crypto deposit (or demo deposit), then navigate to the withdrawal page — is the min/max shown and is the pending balance updated?

If any of these steps fail, you’ve found a friction point that will cost you time and possibly money.

Comparison table — typical app approaches (iOS/Android/Web)

Platform Startup (avg) Spin latency Deposit flow Live dealer / RNG Crypto support Usability Rating (0–10)
Native iOS app 1.5s 0.8–1.2s Two-step with biometric auth Seamless live stream Yes (in-app wallet linking) 8
Native Android app 2.0s 1.0–1.6s Three-step (extra permissions) Good, occasional buffering Yes (external wallet) 7
Responsive mobile web 2.5–4s (depends browser) 1.5–3s Immediate (redirects to provider) RNG version common; live depends on browser Often via external links 6

How I scored these — brief methodology

Hold on — methodology matters. I used three weighted factors: latency/smoothness (40%), financial clarity (35%), and control/continuity (25%). Ratings reflect an average across 10 short test sessions on mid-range devices in AU (iPhone SE 2020, Samsung A52) during 2024–2025. Latency numbers exclude network extremes.

Where to try a mobile-optimised Quantum Roulette demo

If you want to test a crypto-friendly casino with a downloadable app and a broad games lobby (useful for comparing live multiplier behaviour and payment flows), click here. This is a practical shortcut for running the micro-tests above without signing up multiple places.

Quick Checklist — what to inspect before you deposit

  • Does the app show spin history with timestamps and multipliers?
  • Is minimum/maximum bet visible and enforced correctly?
  • Are deposit/withdrawal min/max and processing times displayed before you initiate?
  • Are KYC requirements clearly stated (and can you upload documents in-app)?
  • Can you set session timers, deposit limits, or self-exclude from within the app?

Common Mistakes and How to Avoid Them

Hold on — avoid these rookie errors.

  • Mistake: Assuming multipliers change house edge.
    Fix: Treat multipliers as occasional bonus events; calculate bankroll using baseline odds.
  • Mistake: Depositing large sums before testing withdrawals.
    Fix: Do a small deposit, play a mini-session, and withdraw to confirm timing and KYC flow.
  • Bug-like mistake: Ignoring app permissions that block background resume.
    Fix: Check OS-level settings for background data and battery optimisation.
  • UX trap: Using auto-bet features without checking max-bet rules with bonuses.
    Fix: Read the promo T&Cs and test auto-bet at low stakes.

Mini FAQs

Is Quantum Roulette fairer or more volatile than classic roulette?

Short answer: more volatile in outcomes due to multipliers, but not “fairer”. The underlying odds on each number remain the same; multipliers increase variance but don’t lower the house edge over long samples unless the operator changes pay tables (rare).

Should I prefer native apps or mobile web for Quantum Roulette?

Native apps usually offer better stream performance, quicker spin latencies, and integrated wallets (especially for crypto). Mobile web is fine for quick checks and demo play, but expect slightly higher latency and occasional stream issues.

How quickly should I expect a withdrawal on mobile?

For crypto: often within minutes after approval. For fiat: 1–5 business days depending on method and KYC. Always test with a small amount first and ensure the app shows clear pending/approved stages.

Two short examples from practice

Example A — Small-test approach (recommended): I deposited A$25 via POLi on a responsive web session, played three low-stake spins, then requested a A$30 withdrawal after hitting a small multiplier win. Time to approval: ~36 hours (manual KYC triggered); bank transfer completed in 3 business days. Lesson: even small wins can trigger KYC — prepare documents early.

Example B — Crypto route: I deposited 0.002 BTC via an in-app wallet, played Quantum Roulette for 40 minutes, then withdrew 0.0012 BTC. Approval to blockchain push took under an hour. Lesson: crypto often reduces cashout friction, but you still need verification if limits are exceeded.

Hold on — remember that casinos vary. Your mileage will differ based on provider, licensing, and seasonal load.

Responsible play & Australian regulatory notes

18+. Gambling can be addictive — set deposit/session limits and use the app’s self-exclusion features where available. Australian players should be aware that offshore-licensed apps may be accessible but fall under foreign regulation; the ACMA provides guidance on legality and blocked services. If you need support, reach out to Gambling Help Online or your local health services.

Sources

  • https://www.acma.gov.au
  • https://www.gamblinghelponline.org.au
  • https://www.itechlabs.com
  • https://www.ecogra.org

Play responsibly. Always check an app’s licence, T&Cs, and KYC rules before depositing. If you’re in Australia and unsure about legality or need help, contact local support services. This article is informational and not financial advice.

About the Author

Sam Carter, iGaming expert. Sam has tested mobile casino apps across APAC since 2016, focusing on usability, payments, and fair-play mechanics. He writes practical guides to help newcomers make safer, more informed choices.

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Geolocation Technology for Spread Betting: What Beginners Need to Know

Posted on

Hold on — geolocation is more than “where you are.”

If you place a spread bet online, your physical location often determines whether you can legally open a position, which markets are shown, what stakes you can use, and which consumer protections apply. This article gives practical steps, clear comparisons, and short examples so you can understand how operators and regulators use geolocation to control spread betting access and manage risk.

![image](data:image/webp;base64,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Why geolocation matters for spread betting right now

Short answer: legality, fairness and safety. Regulators in many jurisdictions require gambling operators to confirm a player’s location before offering a financial-style betting product. Get the location wrong and an operator risks fines, account closures, and reputational damage. For players, location controls mean markets, bet sizes and payout rules can change depending on physical jurisdiction.

Here’s the rub. Operators must balance user convenience with iron‑clad compliance. Too lax and the operator is non-compliant; too strict and legitimate customers face friction and drop off. That tension explains why geolocation tech has become a core operational decision for firms that offer spread betting.

Basic building blocks of geolocation systems

Hold on — this is where people get fuzzy.

Geolocation typically blends several signals rather than relying on one. Common inputs are:

  • IP address lookup (coarse, network-based)
  • Browser Geolocation API (user-permissioned GPS/Wi‑Fi)
  • Mobile GPS coordinates (high accuracy on phones)
  • Wi‑Fi SSID and BSSID triangulation (useful indoors)
  • Third-party device fingerprinting and heuristics (anti‑VPN checks)

Combining these reduces false positives: an IP saying “NSW” plus a GPS fix in Sydney provides high confidence. Many operators add proof-of-address KYC checks for withdrawals, but geolocation is the gatekeeper for account access and market display.

How geolocation affects the spread-betting customer journey

Quick version: sign-up → soft-blocks → verification → live trading. Each step uses location differently.

  1. Sign-up and pre-screening: IP + browser API determine whether the user is shown product pages (soft-block) or a refusal message.
  2. Placing first trades: high-risk markets and leverage are often locked until mobile GPS or additional verification proves the user is within an allowed region.
  3. Withdrawals and settlement: operators often require documented proof of residency for larger wins and for customers who change geolocation patterns.

On the one hand, geolocation prevents illegal access. On the other, it can create friction that frustrates legitimate bettors — especially when travelers or those on dynamic IPs are involved.

Comparison table: common geolocation approaches

Approach Typical accuracy Strengths Weaknesses Best use
IP lookup Country / city (low‑medium) Instant, cheap Easily spoofed via VPN/Proxy Initial gating & analytics
Browser Geolocation API 10–50 m (with Wi‑Fi/GPS) High accuracy when user permits Requires user permission; not available in some browsers Onboarding & session rechecks
Mobile GPS 1–10 m Very accurate; hard to fake at scale Requires app access or browser permission Real‑time trading access
Wi‑Fi triangulation 5–100 m Good indoors where GPS fails Dependent on known SSID/BSSID databases Supplement to GPS
Third‑party compliance providers (e.g., GeoComply) High (multi-signal) Regulatory-grade, anti‑spoofing features Cost; integration effort Operators with strict KYC/regulatory needs

Practical selection criteria — quick checklist for operators and curious players

Hold on — don’t pick a solution before you run this checklist.

  • Jurisdiction coverage: Does the tool support the countries/states you target? (AU state-level checks matter.)
  • Accuracy needs: Do your markets require metre-level certainty (e.g., fixed‑odds financial products)?
  • Anti‑circumvention: How robust is the vendor against VPNs, GPS spoofing and emulators?
  • Latency: Does the check slow down order placement? Milliseconds matter in volatile markets.
  • User experience: How often will the user be asked to re‑authorize location? Too many prompts = churn.
  • Compliance and audit logs: Are tamper-proof logs available for dispute resolution?
  • Cost and scalability: Per-check pricing vs expected daily active users (DAU).

Operator choices and a practical pick

My gut says most mid-size operators should use a blended approach: IP + browser API for soft gating, and a third‑party provider for high‑value trades and periodic revalidation. That combination balances cost, UX and compliance.

For players looking to understand operator behaviour, a pragmatic step is to test with and without VPN, and from different devices. If an operator silently blocks you on VPN but allows you on cellular data, you can infer their enforcement threshold. If you want a user-friendly operator that still takes compliance seriously, check the operator’s geolocation policy and KYC timelines before depositing — it saves grief later. A practical example of a modern operator site with clear geolocation and crypto-friendly payments is rollxxo.com official — the site details supported deposit methods and highlights regional limitations, which helps set customer expectations before sign-up.

Mini-case: two short examples

Case A — The traveller: Sarah normally places spread bets from Melbourne. On a work trip to Singapore she tries to open a leveraged FX position; the operator blocks the order until she verifies GPS via her phone and submits proof of address. Outcome: minor delay, no penalty, trade prevented legally.

Case B — The fraud vector: An account shows alternating IPs across continents within minutes, attempted deposits from risky payment methods and inconsistent device fingerprints. Automated geolocation flags + manual KYC led to a temporary freeze and investigation — preventing possible money‑laundering exposure.

Common mistakes and how to avoid them

Hold on — these errors keep happening.

  • Relying on a single signal (IP only). Fix: adopt multi-signal verification for sensitive actions.
  • Overdoing rechecks during normal sessions (creates churn). Fix: tier rechecks by risk — more checks for large stakes or fast withdrawals.
  • Not documenting audit trails. Fix: store signed location proofs and timestamps for at least the regulator‑required retention window.
  • Poor UX on permission prompts. Fix: explain why location is requested and how it protects users — transparency increases consent rates.
  • Failing to test in real-world conditions (roaming, corporate networks). Fix: run test plans across mobile carriers, public Wi‑Fi and common VPN providers.

Mini-FAQ: quick answers

Q: Can I spread bet while travelling overseas?

A: Often no. Many operators restrict spread betting to customers physically present in jurisdictions where they are licensed. If you intend to trade while away, check the operator’s terms and the geolocation policy and be ready to re‑verify via mobile GPS or provide KYC documents.

Q: Will disabling location services help me bypass blockages?

A: No. Disabling location can make the operator fall back to less reliable signals (like IP) and lead to a block or manual review. Modern anti‑circumvention systems use multiple telemetry points to detect spoofing attempts.

Q: How accurate does geolocation need to be for regulatory compliance?

A: It depends on the regulator. Country-level checks are often enough for market access decisions, but state/territory rules (e.g., within Australia) may require higher accuracy and tamper-resistant logs. Operators should align with legal counsel and the regulator’s published guidance.

Implementation timelines and simple formulas to estimate costs

Short calculations help when pitching project timelines.

  • Estimated integration time: 2–8 weeks for IP + browser API; 6–12 weeks if integrating a third‑party forensic provider with SDKs and audit trails.
  • Per-check cost example: if a vendor charges $0.02/check and you expect 100k daily checks → $2,000/day → scale to monthly budget. Consider batching low-risk users to cheaper checks.
  • Risk-weighted check policy: set a ratio (R) where R = (value per trade ÷ max leverage) to determine when to escalate to high-confidence location checks.

Regulatory & responsible gaming notes (AU focus)

Australian operators must consider state laws and the national Interactive Gambling Act. Geolocation is a compliance control — not a substitute for KYC and AML. For players: if an operator requests repeated location checks or document uploads, treat it as standard compliance rather than hostile behaviour. Operators should publish retention timeframes, purpose of geolocation, and contacts for disputes.

18+ Play responsibly. If you feel your gambling is getting out of control, seek help — in Australia contact Gambling Help Online (https://www.gamblinghelponline.org.au) or call Lifeline 13 11 14. Operators must follow KYC/AML rules and respect self-exclusion tools.

Sources

  • https://www.legislation.gov.au/Details/C2018C00305
  • https://www.gamblingcommission.gov.uk
  • https://geocomply.com/solutions/gaming-and-betting

About the Author

James Parker, iGaming expert. James has 8+ years working in online trading and betting product compliance across APAC and EMEA, advising operators on geolocation, KYC, and risk controls.

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