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Psicología de las apuestas y las implicaciones fiscales de tus ganancias: guía práctica para jugadores en México

Espera… antes de empezar a soñar con la gran racha. Esta guía corta te da tácticas prácticas y números claros para entender cómo actúa tu mente al apostar y qué pasa con el dinero si ganas —sin palabrería—; vas a salir con un checklist accionable y con dos mini-casos que puedes replicar en tu cabeza antes de meter la tarjeta. Al principio pensé en hacer solo teoría, pero luego recordé las veces que me pegaron el famoso “tilt” y tuve que rehacer estrategia. Aquí vas a encontrar: (1) por qué tomas malas decisiones cuando estás en racha, (2) cómo estructurar tu bankroll para minimizar daños, y (3) qué deberías saber sobre obligaciones fiscales en México cuando cobras ganancias. Si buscas un ejemplo práctico de operador con licencias y procesos locales, revisa sitios con operación en MX como betcris para comparar políticas de retiro y KYC. OBSERVAR: lo que pasa en la cabeza (corto, directo) ¡Wow! Esa victoria de $200 se siente eterna. Tu cerebro celebra como si fuera la última vez. En realidad, es solo una señal: el sesgo del recency te engaña. Si no armas reglas, el siguiente impulso puede costarte más. EXPANDIR: patrones psicológicos y cómo afectan tu juego Mi instinto dice que la próxima mano “viene”, y eso es el error clásico del jugador: la falacia del jugador. Por un lado, reconoces que las probabilidades no cambian; por otro, la emoción te empuja a apostar más para “recuperar”. En la práctica, la gente que pierde más suele mezclar tres cosas: falta de gestión de bankroll, apuestas impulsivas tras una pérdida y confiar en sistemas martingale sin capital suficiente. Al principio pensé que martingale era inofensivo; luego me topé con límites de mesa y saldo agotado —lección aprendida. Haz números: si tu bankroll mensual es $1,000 y decides fijar sesión de riesgo en 5%, tu pérdida máxima por sesión debería ser $50. Esa simple matemática reduce decisiones irracionales y controla tilt. REFLEJAR: estrategia económica y mental conjunta Por un lado, las herramientas de autocontrol (límites de depósito, temporizadores, autoexclusión) funcionan; por otro, si no las activas cuando estás en calma, no te salvarán en el momento de euforia. Al principio creí que poner límites era rendición —ahora sé que es prevención. Implementa una regla de tres pasos antes de apostar más: respira 60 segundos, revisa saldo real disponible (no el balance con bonos) y pregúntate si el movimiento entra en tu plan mensual. Si no, no apuestes. Esto evita la mayoría de las pérdidas por decisión caliente. Implicaciones fiscales en México: lo básico que debes saber Espera… esto no es lo más sexy, pero te ahorra dolores de cabeza. Según fuentes oficiales, en México las ganancias de juegos y apuestas pueden considerarse ingreso y, en ciertos casos, están sujetas a retenciones o a declaración en tu impuesto anual. Revisa las guías vigentes del SAT para detalles y umbrales aplicables. Al principio pensé que solo los grandes premios se reportaban; luego confirmé que cualquier premio susceptible de comprobación por pago puede tener impacto fiscal, y que la plataforma puede retener antes de pagarte si así lo exige la ley o la política interna. Mini-cálculo práctico Ejemplo hipotético: ganas $50,000 en un torneo marcado por la plataforma. Si la casa realiza una retención o si debes declarar ese ingreso en tu declaración anual, el impacto depende de tu situación fiscal personal. No es raro que operadores soliciten comprobantes y te expliquen el procedimiento de retención antes de liberar fondos. Quick Checklist: antes y después de apostar Antes: definir límite por sesión (ej. 5% del bankroll mensual) y objetivo de ganancia (ej. +30% de la sesión). Antes: verificar requisitos KYC y tiempos de retiro en la plataforma. Durante: aplicar la regla 60s antes de aumentar apuesta tras pérdida. Después: guardar recibos y comprobantes si cobras premio > $5,000 (por seguridad fiscal). Mensual: registrar en tu control financiero las ganancias y pérdidas para efectos de declaración. Comparación: enfoques para gestionar ganancias y obligaciones Enfoque Ventaja Riesgo Recomendado para Retirar ganancias parciales Proteges utilidades Posible retención fiscal si no documentas Jugadores conservadores Reinvertir en bankroll Mayor exposición para escalado Más riesgo de pérdidas acumuladas Jugadores con estrategia definida Registro y consulta fiscal Evitas sorpresas en SAT Necesita tiempo y a veces asesoría Quienes ganan montos significativos Si quieres comparar políticas de retiro, límites y procesos KYC de operadores con presencia en México, muchos jugadores revisan opciones locales y documentación de plataformas como betcris para confirmar tiempos y requisitos antes de mover dinero. Common Mistakes and How to Avoid Them No documentar depósitos y retiros — Solución: captura comprobantes y guarda PDF de transacciones. Apostar para recuperar pérdidas inmediatas — Solución: aplica la regla 60s y respeta tu límite de sesión. No entender el aporte al rollover de bonos — Solución: leer términos y simular escenarios numéricos antes de aceptar. Ignorar obligaciones fiscales — Solución: anota ganancias, guarda comprobantes y consulta al SAT o a un contador si dudas. Mini-casos reales (hipotéticos y prácticos) Caso A — Nuevo jugador, apuesta deportiva María pone $500 en parlays por diversión. Establece regla 5% del bankroll ($25) por sesión y decide retirar 50% de cualquier ganancia mayor a $200. Resultado: controla emoción y vuelve al plan. Le evita perseguir pérdidas. Caso B — Torneo con premio significativo Carlos gana $70,000 en un torneo. Antes de cobrar, la plataforma solicita INE y comprobante de domicilio; la casa le retiene y le explica posibles implicaciones fiscales. Carlos guarda todo y consulta a su contador; al final declara el ingreso conforme al SAT y evita multas por omisión. Mini-FAQ (preguntas frecuentes) ¿Tengo que pagar impuestos por cada ganancia pequeña? No necesariamente; depende del monto, la forma en que se pagó y de tu situación fiscal. Guarda comprobantes y consulta la guía del SAT o a un profesional. La retención puede aplicarse en casos de premios grandes o cuando la plataforma lo exige. ¿Qué hago si la plataforma me pide documentos antes de pagar? Es normal: es parte del KYC/AML.

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How Gambling Psychology Shapes Your Play — and Why Casino Chat Etiquette Matters

Wow. Right up front: if you want to avoid bleeding your bankroll faster than you can say “one more spin,” read the next two paragraphs carefully. They give two concrete, actionable moves you can use tonight to reduce tilt and protect your money. First: set a strict session loss limit equal to 2%–5% of your bankroll and stop when you hit it. Second: if live chat ever suggests a rule or requirement you don’t understand, copy the advisor’s exact words into a screenshot and ask for confirmation in writing before you continue. Both steps are free, immediate, and hugely underused by beginners. Why psychology matters more than strategy in casual play Hold on… the math is important, but behaviour kills more sessions than bad odds. Most newcomers focus on RTP and strategy charts, which matter, yet emotional factors like loss-chasing and confirmation bias are the real money-drainers. When your gut screams “just one more” after a loss, your expected value calculation stops working because you’ve switched from deliberative thinking to reflexive action. Here’s the practical bit: use a two-step mental pause. First, take 60 seconds away from the screen and breathe. Second, review your objective (fun, practice, or profit?) and the session cap you set before starting. That pause reinstates System 2 thinking: it slows you down, reduces impulsivity, and preserves bankroll. On the one hand, volatility creates swings you can’t predict. But on the other, controlling session variables (bet size, pre-set stop-loss, and time limits) reduces the chance a bad streak spirals into chasing that mythical “back-to-even” moment. To be blunt: wins are fun, losses are learning. Treat them like separate events, not emotional ladders. Casino chat etiquette: short guide for getting better outcomes Something’s off when you ask a support agent a question and get boilerplate. Don’t accept that. Use a simple 5-step script to improve clarity and reduce disputes: Greet and state context: “Hi — I’m at the withdrawal page, account ID #12345.” Ask the exact question: “What documents do you need to process a CAD Interac withdrawal?” Request confirmation: “Please confirm the file formats and size limits.” Summarize the response back in one sentence and request a transcript: “So, PDF and PNG under 5MB, right? Please send this chat copy to my email.” Save screenshots and the transcript immediately after the chat ends. My gut says this seems formal—but that formality saves time and money when KYC or payments slow down. Chat agents respond better to clarity; they’re juggling multiple customers and can escalate faster when the request is precise. Mini comparison: chat approaches and when to use each Approach Best for Speed Evidence / Record Live chat Immediate queries, clarifications, troubleshooting Fast (minutes) Chat transcript / screenshot Email Document submission, formal disputes, receipts Slow (hours–days) Full written history, attachments Support ticket Complex issues requiring escalation or logs Medium (hours–days) Ticket ID & thread Phone (if available) Emotional reassurance, complex verbal clarification Fast Less recorded — get follow-up email Mental traps that spoil sessions — and how to avoid them My gut: you’ll fall into one of these traps if you don’t plan. Let’s make this practical with quick countermeasures. Gambler’s fallacy — “I’m due.” Counter: use fixed bet sizing and stop when your session limit hits. Confirmation bias — seek the data, not the narrative. Counter: check game RTP and volatility from official info pages, not forum anecdotes. Loss aversion / chasing — the fastest path to large losses. Counter: enforce “cool-off” rules (24–72 hrs) when losses exceed a chosen percentage of bankroll. On the practical side, write your session rules on a sticky note and place it beside your screen. Sounds silly, but visual commitments beat vague intentions. Two short cases (observed & hypothetical) Case A — Real-ish: A novice deposited C$150 and set no session limits. After a 45-minute streak of small losses, she doubled bets to recoup and lost C$420 total. The fix: next session she used fixed 1% bets and a C$30 stop-loss; variance became manageable and enjoyment returned. Case B — Hypothetical: You get a chat response that says “your withdrawal is pending verification.” You reply with unclear wording and get mixed instructions. Instead: request explicit file specs and ask for the ticket ID. That ticket ID matters if timelines slip. Where to check a casino’s chat and verification policies When you evaluate an operator, don’t only read promo pages. Look specifically at the help or payments pages and test the live chat with two sample questions: document formats and processing times. If their chat handles both crisply, the backend operations are likely decent. For a practical example of how a modern betting site organises these pages and customer pathways, you can review resources at lucky-once-casino.com/betting which lay out common payment options and support expectations in plain language. Hold on — one more practical tip: always test withdrawals with a small amount first to validate KYC and processing speed before you stake larger sums. If you need a benchmark of what to expect for CAD and Interac, see live support policies or the dedicated payments FAQ at lucky-once-casino.com/betting which often shows average timelines and required docs in step-by-step form. Quick Checklist: before you press “Deposit” Set a session loss limit (2%–5% of bankroll) and a time limit (30–90 minutes). Test live chat with two factual questions and save the transcript. Verify KYC requirements and prepare scanned copies (ID + proof of address). Decide your bet sizing (use % of bankroll, not fixed currency amounts). Know the bonus wagering terms before accepting offers (max bet limits, WR). Common mistakes and how to avoid them Mistake: Not saving chat transcripts. Fix: Always request chat email copies or take screenshots. Mistake: Accepting unclear bonus terms. Fix: Ask support specific questions about max bet, excluded games, and playthrough math. : Overbetting after a loss. Fix: Apply a two-raise rule: no increasing beyond 2× your standard bet without a 24-hour cooldown. : Using VPNs to bypass restrictions. Fix: Don’t. You risk account locks and

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Jurisdiction Comparison for Licensing & Casino Bonus Comparison — A Practical AU Guide

Wow! Here’s the immediate usefulness: if you’re choosing an offshore casino or weighing a flashy bonus, this guide gives you the exact checks to run in five minutes and a decision matrix you can use tonight. The two quickest wins are (1) check the licence strength and dispute process, and (2) convert bonus terms into a single expected-turnover number so you know real value, not marketing hype. Hold on — it’s easier than it sounds, and I’ll show the math. Hold on… this matters because licence jurisdiction and bonus structure change the real value and safety of your play. In plain terms: a “big” bonus on a weak licence can cost you time and money if disputes happen; a smaller, clear bonus on a trusted licence often gives better practical returns. In the next sections I’ll compare jurisdictions, run sample bonus math, and provide a compact checklist you can screenshot and use before you sign up. Why Jurisdiction (License) Matters — Quick Practical Points Wow! Licensing is not just a certificate image. It determines how complaints are handled, whether independent auditors are required, and what consumer protections exist. On the one hand, EU and UK-style licences usually force stronger transparency and faster dispute resolution; on the other hand, some offshore licences allow bigger game-li­braries and crypto options. At first I thought any licence was good enough, then I had to wait 21 days for a withdrawal clarification on a Curaçao-licensed site — lesson learned. For Australians, the typical trade-offs are: Strength of enforcement: UK/Gibraltar/MGA > Curacao for player protections. Game library breadth: offshore (Curacao, Kahnawake) often larger and more crypto-friendly. Dispute channels: regulated jurisdictions commonly use third-party adjudicators; some offshore sites do not. License Comparison Table (High-Level) Jurisdiction Typical Player Protections Game/Payment Flexibility Common for AU Players? United Kingdom (UKGC) High — strict audits, independent dispute routes Moderate — less crypto, strong responsible gaming tools Rare (big brands) Malta (MGA) High — audits & consumer protections Good — broad games, regulated providers Used by international brands Curacao Medium — basic checks, variable enforcement Excellent — large game libraries, crypto-friendly Common for AU-facing casinos Kahnawake / Isle of Man Medium-high — niche but reliable Good — some crypto, good compliance Less common but present How to Convert Bonus Terms into Real Value (Simple Formula) Here’s the thing. A 200% match or “$10,000 welcome” sounds huge, but the wagering requirement (WR) is what kills value. Use this quick formula to convert a bonus into the turnover you must create: Turnover required = WR × (Deposit + Bonus) Example mini-case (practical): you deposit $100 and receive a 100% match (bonus $100) with WR 40× on (D+B). Then turnover required = 40 × ($100 + $100) = $8,000. If you bet $1 spins primarily on a 96% RTP slot, you will likely need many sessions and face variance — so the effective chance to cash out is lower than headline numbers suggest. Comparison: Licensing vs Bonus Risk — Decision Matrix My gut says: don’t chase giant promos on weak licences. Look for clarity. Below is a compact decision table to use before you opt in: Factor Red Flag Prefer Licence & dispute route Curacao only, no third-party adjudicator named MGA/UK or Curacao + clear dispute policy Wagering requirement >60× on (D+B) with narrow game weighting $5 on low deposits Cap 10× your bankroll, it’s risky. Check max bet during wagering — don’t exceed this when playing. Start KYC immediately after deposit so withdrawals aren’t delayed. Confirm accepted currencies and payment speed for your preferred method (AUD/crypto). Common Mistakes and How to Avoid Them Something’s off if you skip these checks — they’re the usual traps I see: Misreading WR scope: many players think WR applies to bonus only; sometimes it’s on (Deposit + Bonus). Ignoring max bet rules: betting above the limit voids bonuses — don’t be sloppy. Assuming licence equals local law protection: offshore licences vary in enforceability for AU players. Delaying KYC: this causes long withdrawal waits — upload ID immediately. Chasing big headlines: check real caps and time windows (7-day expiry vs 30 days changes value drastically). Mini Case Studies (short, practical) Mini-case 1 — “Fast crypto win that stalled”: I deposited $200, used a crypto deposit and triggered a 150% match with 50× WR in 7 days. Big mistake — turnover required was enormous, and KYC delays meant a 10-day hold on payout. Lesson: calculate turnover before opting in, and start KYC the minute you deposit. Mini-case 2 — “Small clear bonus wins”: I used a $50 eligible bonus with 20× WR limited to pokies and a $1 max bet. Turnover was 20 × ($50 + $50)= $2,000, realistic when staking $0.50–$1 spins on high RTP titles. I cashed out cleanly. Lesson: smaller, clearer offers often deliver more usable value. How to Evaluate a Bonus — Practical Walkthrough Walkthrough steps: Find WR and whether it applies to deposit only or deposit+bonus. Compute turnover required (WR × amount in scope). Divide turnover by your average planned bet to estimate sessions required. Check expiry window — if expiry is short and turnover large, it’s effectively worthless. Confirm game weightings (e.g., pokies 100%, tables 10%). To be honest, I still get tempted by big matches. On the other hand, doing this math saved me from a wasteful chase once — it exposed that a 200% match with a tight $1 max bet required unrealistic turnover for my schedule. Mini-FAQ Is Curacao licence safe enough for Australian players? Short answer: it’s workable but not as protective as MGA/UK. Curacao sites often offer broader payment options and larger libraries, but dispute enforcement can be slower. Mitigation: choose sites with clear terms, fast live chat, and documented audit statements. How do I calculate the true cost of a bonus? Use Turnover = WR × (D+B). Then compare turnover to your bankroll and betting plan. If required turnover is many multiples of your bankroll, the bonus is unlikely to net you cash. Should I pick crypto-friendly

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Top 10 New Slots of the Month — Bonuses, Best Matches, and Sportsbook Bonus Codes for Beginners

Quick heads-up. Right away: this guide gives you the actionable picks — the ten freshest slots worth trying this month, the specific bonus styles that actually help clear wagering, and easy money-management checks you can use before you spin. Read the first two sections and you can pick a slot + bonus combo in under five minutes. Hold on. Below you’ll get short capsule reviews (RTP, volatility, one-line strategy), two mini-cases that show real bonus math, a comparison table to match bonus types to player goals, a quick checklist, common mistakes, and a short FAQ. Everything is aimed at beginners who want to avoid bait-and-switch offers and make informed, low-stress choices. 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) How to use this list (fast): pick slot → choose a bonus type → follow the checklist Here’s the thing. Don’t overcomplicate it — match the slot volatility to the bonus and bet size. Low-volatility slots are generally best for high wagering requirements because they pay small, frequent wins; high-volatility slots are better if a bonus has low max-bet restrictions and you can size bets to chase big hits. Practical tip: if a welcome bonus has a 30× wagering requirement on (D+B), roughly estimate turnover = (Deposit + Bonus) × WR. So for a €50 deposit with a €50 bonus and WR 30×, you need €3,000 in bets. Divide by your average bet to estimate spins needed. Top 10 New Slots of the Month — quick capsules Wow — these are the new releases getting traction with demo sessions and streamer runs this month. Below are concise notes you can use to decide which to try first. Thunder Vault Megaways — RTP 96.4%, high volatility. Big cascade wins; ideal with free spins that cap max bet low. Strategy: use a welcome match and play small-medium bets to clear spins. Golden Reef Hold & Win — RTP 95.9%, medium volatility. Frequent bonus retriggers; pairs well with reloads that give free-spin packs. Strategy: aim for medium bet to balance run-time with wagering. Neon Sushi Cluster — RTP 96.2%, low volatility. Cluster pays; small wins but long sessions. Use on higher WR offers where you need playtime (e.g., 40× bonus). Valkyrie Vault Jackpots — RTP 96.8% (base), high volatility + progressive. Best with no-deposit spins or low-WR free spins; avoid matched deposit with tight max-bet rules. Robot Royale Bonusbuy — RTP 96.0%, very high volatility, direct-buy bonus. Best when you have a bonus that allows bonusbuy or a cashback cushion. Forest Whisper Free-Spins — RTP 96.3%, medium volatility, sticky wild mechanics. Pairs well with free-spin-only promos. Lucky Lanterns — RTP 96.1%, low-medium volatility. Good for bankroll stretching and for wager-heavy bonuses. Crystal Cascades — RTP 96.5%, medium volatility, expanding reels. Use with deposit match + spins where slots count 100% towards WR. Pirate’s Promise — RTP 95.7%, medium-high volatility, respin jackpots. Avoid if bonus imposes strict max-bets; best under light wagering. Galactic Gold — RTP 96.45%, progressive mini-bonuses, high variance. Ideal for VIP reloads or low-WR welcome bonuses where bet size is small relative to bankroll. Comparison table — best bonus types for common beginner goals Goal Recommended Bonus Type Typical Wagering Impact Best Slot Match (from list) Long-play (learn a slot) Free spins / Time-limited play Medium (20–50×) but high playtime Neon Sushi Cluster Chase big wins Low-WR match or No-deposit spins Low (≤20×) Valkyrie Vault Jackpots Minimize loss while trying new slots No-deposit spins / Small match High variance if unused, otherwise low Forest Whisper Free-Spins Fast bonus clearance Match with 100% slots contribution Less friction if slots 100% count Crystal Cascades Mini-case examples — bonus math you can use now Hold on, these two short cases will save you confusion at checkout. Case A — The €50 match (clear fast) Scenario: Deposit €50, 100% match €50, WR 35× on (D+B) and slots contribute 100%. Turnover required = (€50 + €50) × 35 = €3,500. If your average bet is €0.50, you need 7,000 spins. If the slot RTP is 96% and volatility medium, expect variance; plan a bankroll to survive the spins (consider spreading bets or choose a lower average bet to extend play). Case B — Free spins with max cashout Scenario: 20 free spins on Thunder Vault Megaways, wins capped at €200. Each spin’s equivalent bet = €0.20. If average free-spin win is €2, expected free-spin return ≈ €40. If the cap is €200, do not expect to cash out the full theoretical max; treat free spins as short trials. Where to claim good combos (practical link) Here’s the practical move: if you want to test a few of these combos with beginner-friendly payment options, a fast way to get started is to register at a site with transparent wagering and clear free-spin terms. For a reliable sign-up path that favors crypto and quick KYC flows, consider register now and check the promotion pages for current welcome and free-spin offers. Remember to read max-bet rules and slots contribution before committing any deposit. Quick Checklist — do this before you spin Confirm the slot’s RTP and volatility (search provider page or game details). Check bonus terms: WR, max-bet, slots contribution, expiration, free-spin caps. Estimate turnover (Turnover = (D+B) × WR) and compare to bankroll. Prefer deposits with proof-friendly KYC (keep documents handy: ID + address). Set a session loss limit and use site responsible-gaming tools (deposit/game-time limits, self-exclusion). Use demo mode first if available — especially for new mechanics like Megaways or Hold & Win. Common Mistakes and How to Avoid Them Mistake: Ignoring max-bet clauses. Fix: Always check and stick to the max-bet while wagering; exceeding it can void bonus wins. Mistake: Betting too large to “clear faster.” Fix: Use smaller bets to stretch bonus play; larger bets raise variance and risk busting before clearing WR. Mistake: Using table games when contribution is 10%. Fix: Play only qualifying slots until bonus clears or understand weighting. Bias trap: Chasing one big hit because you “almost hit” last spin. Fix: Stick to your loss/session limit; accept variance.

Top 10 New Slots of the Month — Bonuses, Best Matches, and Sportsbook Bonus Codes for Beginners Read More »

Live game-show casinos: picking the right payment method (practical guide for Aussie beginners)

Hold on — before you jump into a flashy live game-show table, decide how you’ll move money. Choosing the wrong payment method kills enjoyment: slow withdrawals, surprise fees, and painful KYC requests. This guide gives a compact, usable plan: which methods are fast, which carry friction, and how to avoid common traps when you’re playing live-hosted game shows or TV-style casino games online. Here’s the immediate benefit: follow the Quick Checklist below and you’ll reduce withdrawal waiting times, lower fees, and avoid the three biggest cashflow mistakes most beginners make. Read this once, bookmark it, and use the comparison table to match a deposit option to your playstyle. 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) Why payment choice matters for live game-show casinos Short answer: live game-show casinos (think Crazy Time, Dream Catcher, Monopoly Live) run faster rounds and higher-frequency bets than average table play. That changes your cashflow needs: you’ll want deposits that clear instantly, bet granularity that suits small, repeated spins, and withdrawals that don’t disappear into a long “pending” limbo. Also — your play environment affects the KYC and verification experience. Some operators push players toward crypto to speed withdrawals; others favour e-wallets to reduce bank-card chargebacks. On the other hand, if you’re in Australia, regulator action may restrict access to certain offshore sites, so check legality before playing. Fast comparison: payment methods at a glance Method Typical speed (deposits / withdrawals) Fees KYC friction Best for Credit/Debit cards (Visa/Mastercard) Instant / 2–7 business days Low–medium (sometimes refunded) Medium (card proof may be required) Casual players who want convenience E-wallets (MiFinity, Neteller) Instant / 24–48 hrs Low Low–medium Frequent players; fast withdrawals Prepaid vouchers (Neosurf) Instant / N/A or slow Low Low Privacy-focused deposits (withdrawals require another method) Bank transfer Minutes–1 business day / 3–10 days Low–medium High Large sums; conservative players Cryptocurrency (BTC/ETH/LTC) Minutes–1 hour / 24–48 hrs Network fee (variable) Low–medium (depends on operator) Fast withdrawals; privacy-minded players Two short cases (what actually happens) Case A — Sam (begins with $30): deposits by card, plays Dream Catcher, wins $400. He requests withdrawal; casino asks for ID and copy of card. Processing drags to 7 business days. Frustrating; he didn’t read withdrawal limits. Lesson: small deposits can lead to unexpectedly large verification if you win. Case B — Priya (regular), uses an e-wallet. She deposits instantly, bets in 0.10–0.50 increments on live-game spins, and requests a withdrawal of $250. The e-wallet transfer is processed within 36 hours. She avoided card chargebacks and long bank waits by choosing a method that the casino treats as instant. How to choose a payment method for live game-show play Hold on — start with two quick checks: withdrawal policy and max limits. Many operators let you deposit easily but cap daily withdrawals, or impose (D+B) wagering requirements that affect how soon you can cash out. Read the withdrawal section in T&Cs before you deposit a dollar. Step-by-step decision flow: Decide your typical bet size and session length (e.g., $0.10 spins × 200 rounds). Pick a method that supports those micro-bets without minimum bet-size friction (e-wallets and cards are usually fine). Check withdrawal speed and VIP limits (if you might win big, avoid low daily caps). Consider verification: if you don’t want long KYC, prefer providers with fast identity checks or crypto, but be aware of legal/regulatory trade-offs. Where the link fits — a practical example If you’re surveying live game-show sites and want to test a platform that supports both prepaid vouchers (Neosurf) and multiple cryptocurrencies, it can be useful to look at an operator’s payment page to confirm live-dealer funding. For example, nomini777.com lists a broad mix of crypto and voucher options — but note the legal status for Australian players and always verify withdrawal terms and local access rules before signing up. Quick checklist (do this before you deposit) Confirm the casino’s withdrawal processing time and daily/monthly limits. Check which games contribute to wagering requirements (live game shows often count 0–10% — check specifics). Prepare KYC documents in advance (ID, proof of address, card photos) to avoid delays. Match deposit method to withdrawal method where possible — many casinos force withdrawals via the original deposit method. Verify regulator & licence details and whether the operator is blocked or restricted in Australia. Common mistakes and how to avoid them Assuming deposit speed equals withdrawal speed. Reality: deposits are often instant; withdrawals are where friction appears. Avoid by checking payout timelines and testing with a small withdrawal first. Ignoring wagering rules for bonus-triggered funds. If you play with bonus money, many live-game-show bets contribute little or nothing to the wagering requirement. Read the contribution table in T&Cs before using a bonus. Failing to match deposit and withdrawal methods. Some casinos force withdrawals back to the original deposit route; if you deposit with Neosurf, you may need to provide a bank account for withdrawals. Plan ahead. Chasing speed at the expense of legality. Aussies: if a site is blocked by ACMA or operates without domestic approval, you lose local protection. Don’t bypass rules with VPNs; understand the risk. Mini-FAQ Q: Which payment method gives the fastest guaranteed payout? A: E-wallets and cryptocurrencies are usually the fastest once the casino has approved your withdrawal — often within 24–48 hours. But approval depends on completed KYC; speed is not guaranteed until verification is done. Q: Are there extra risks with crypto? A: Crypto can be faster and more private, but price volatility and irreversible transfers introduce risks. Also, some regulators treat crypto deposits/withdrawals differently; check the operator’s policy on conversion and fees. Q: What should I upload for KYC to avoid delays? A: A clear passport or driver’s licence, a recent utility or bank statement (under three months) for address proof, and a selfie with your ID if requested. Submit originals, not scans, and keep file sizes within the site’s limits. Simple decision table (pick by player profile) Player profile Recommended method Why Low-stakes frequent spinner E-wallet Instant deposits, low fees, fast withdrawals — keeps cashflow smooth. Privacy-first

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Taxation of Winnings — What Players and Operators Must Know When Winning a New Market in Asia

Quick take: taxes matter differently depending on who you are — a casual player, a high-roller, or an operator opening a market presence in Asia. Here’s the immediate benefit: this guide gives you a ready checklist, clear mini-cases and a comparison of market-entry approaches so you can see tax risk, reporting needs, and likely cashflow impacts in plain numbers. No fluff — just practical next steps. Here’s the thing. Different Asian jurisdictions treat gambling proceeds in radically different ways for players and for businesses. Some places don’t tax casual player winnings at all; others impose withholding at source or treat operator activity as domestic income subject to corporate tax and VAT-style levies. Read the two short checklists below first, then dive into the how-to and the mini-cases. Immediate checklists (do these before you launch or cash out) Player checklist — what to verify before you play or accept a prize: Confirm your residence tax rules (e.g., CRA guidance for Canadians). Document wins and dates (screenshots, account statements, bonus terms). If the prize is large, consult a tax advisor before withdrawing cash. Know whether the payor (operator) is required to withhold tax. Keep KYC and identity docs current — many jurisdictions require proofs for large payouts. Operator checklist — first things operators should do before entering an Asian market: Decide market route: local license, white-label partner, or offshore supply. Map tax exposures: corporate tax, withholding on payouts, VAT/sales tax, and any gambling-specific levies. Estimate employer/withholding obligations for staff, agents, and prize winners. Budget for tax registrations, monthly filings and local legal counsel (timeline: 60–120 days typical). Make KYC/AML and payment rails compliant with local payment provider rules to avoid frozen funds. Why tax rules differ — and why that matters to you Taxation of gambling winnings is inconsistent globally because tax systems distinguish between casual chance gains and business-like profit. Short sentence: it’s messy. For players, many Asian jurisdictions treat casual gambling gains as non-taxable (no reporting required), while others either require reporting or impose withholding by the payer. For operators, the picture is almost always corporate: revenues booked locally can create taxable presence, require VAT-like charges, and trigger employee payroll taxes or gaming duties. Those differences drive three practical consequences: Cashflow timing — withholding at source reduces the net payout to players instantly; operators must provision for these withholdings. Compliance friction — local tax registration, monthly returns and audit risk increase go-to-market time and costs. Customer experience — a player who expects 100% of a prize but receives a taxed net can complain, hurting retention. Mini-case A — Player tax (hypothetical, conservative figures) Scenario: A Canadian resident hits a 100,000 CAD jackpot while using an operator’s Singapore-facing site. My gut says: document everything. Hypothetical outcome: Singapore generally treats casual gambling winnings as non-taxable for individuals, so no Singapore income tax on that payout. However, Canada’s approach (CRA) typically does not include casual gambling winnings in taxable income either — unless the activity is a business (frequency, organisation, stakes). Result: most casual players wouldn’t report that jackpot as income in Canada. That said, operators may still ask for proof of residence and complete KYC before releasing funds. Practical note: always keep your statements and proof of non-business character of play — that prevents later reclassification during an audit. Mini-case B — Operator tax & withholding (simplified numbers) Scenario: A mid-sized operator launches a local entity in Singapore and records 1,000,000 SGD gross bets, 70% payout to players (700,000 SGD), leaving Nett revenue = 300,000 SGD before costs. Conservative tax sketch: corporate tax in Singapore sits at 17% on taxable profit. If taxable profit after operating costs is 80,000 SGD, corporate tax ≈ 13,600 SGD. If the jurisdiction also requires a 5% gaming duty on gross revenue, add 50,000 SGD duty — a meaningful hit to margins. Short sentence: taxes bite margins fast. Operators must therefore model both direct corporate taxes and the layer of gaming-specific levies. In some markets, prizes over a threshold require the operator to withhold tax from the payout — so payouts are net of withholding, and players must be notified clearly. Comparison table — market-entry approaches (tax & compliance snapshot) Approach Speed to market Tax complexity Withholding on prizes Control / Cost Local license + local entity Slow (3–9 months) High (local corporate tax + gaming duties) Possible — depends on law High control, higher compliance cost White-label partner Medium (30–90 days) Medium (partner handles some filings) Usually partner handles withholding Lower cost upfront, less control Offshore license + remote supply Fast (days–weeks) Low local tax but higher risk (regulatory) Varies — can create player disputes Low local tax, higher regulatory risk Where to focus compliance effort (practical priorities) Start with three things: KYC/AML readiness, payment-provider rules, and a withholding policy for prize payouts. Short sentence: communicate early. Why? Because withholding at source is the most visible tax touchpoint for players. If a jurisdiction requires, say, 15% withholding on prizes > X, players who expect the full promotional or jackpot amount will feel blindsided. That creates customer disputes and regulatory complaints faster than almost anything else. Where a resource helps — market research with a local edge When I looked for granular market-fee and payment facts, I bookmarked a few operator resource pages that summarize local payment rails and license pricers. For practical market-entry checks, sites that track provider line-ups, payment acceptance rates and localized KYC flows save time — for example, casino-days.ca has country notes and payment overviews that are useful when comparing regional payment options and average payout times. Use them as a starting point before you hire local counsel. Common mistakes and how to avoid them Mistake: Treating the rule in one Asian market as representative of the region. Fix: Map each jurisdiction separately; don’t cluster. Mistake: Relying on offshore wording to avoid local registration. Fix: Confirm whether local regulators treat your activity as domestic (PE risk). Mistake: Ignoring player residence tax rules. Fix: Add a “player tax advice” note in T&Cs and

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Blockchain in Casinos: How It Works — VR Casinos and the Tech That Changes the Game

Quick win first: this guide tells you, step-by-step, how blockchain is used inside online casinos (including VR venues), what actually changes for players, and the three practical checks you should run before staking real money. Read this and you’ll be able to spot provably-fair mechanics, understand on‑chain vs off‑chain settlement, and test a casino’s payout behaviour without getting lost in jargon. Short checklist up front: 1) Can you verify a game seed? 2) Does the operator publish audit or RNG reports? 3) Are withdrawals processed on-chain or routed through custodial rails? If two of those are “no”, move slowly. Hold on. 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Why blockchain matters for casinos (practical benefits) Here’s the thing. Blockchain isn’t magic — it’s a set of architectural choices that change three things for gambling: transparency (you can audit outcomes), settlement (you can withdraw on-chain), and custody (you control private keys or you dont). For a novice that means fewer opaque audits and potentially faster, traceable cashouts — but also new points of failure: smart contract bugs and gas fees. For VR casinos, those three changes compound. VR environments demand low-latency UX and realistic economies (NFTs, in-game assets, items you can trade). Blockchain provides provable scarcity for those assets, and a public ledger for transfers — which helps when a jackpot involves tokenised prizes or item drops. Hold on. Basic architectures: three approaches (and when each makes sense) Not all blockchain casinos are built the same. Choose a model that fits your needs: Approach How it works (short) Pros Cons Best for Provably-fair on-chain (smart-contract games) Game logic (or outcome verification) runs on-chain; commitments and reveals recorded publicly. High transparency; automated settlement; minimal operator trust. Gas costs, latency, limited complexity for heavy RNG games. Dice, coinflip, simple RNG games, tokenised jackpots. Hybrid (off-chain RNG, on-chain settlement) Randomness generated off-chain (RNG server or oracle); wins paid on-chain via settlement tx. Lower latency, complex games (slots, live), faster UX. Requires trusted oracles/RNG audits; settlement still depends on operator. Slots, VR table games, markets needing fast response. Centralised platform with blockchain rails Traditional casino backend, but deposits/withdrawals use crypto gateways. Best game variety, lower gas exposure for players. Less provability; trust remains with operator; withdrawal friction possible. Players who want classic casino UX plus crypto rails. Hold on. How provably fair actually works (simple walk-through) Practically, provably fair uses three elements: server seed, client seed, and a cryptographic hash. The operator publishes a hash of the server seed before the round so it can’t be changed later. After the outcome, the server seed is revealed and you verify that its hash matched the published value and that the combined seeds produced the reported result. Mini example: you place a bet in a provably-fair dice game. Operator published Hash(S). You provide client seed C. After play, operator reveals S and the outcome is f(S,C). You run f locally and confirm the roll. If the hash matches the pre-published value, the operator couldn’t have manipulated that round after you bet. Here’s the rub: not every “provably fair” label is equal. Some casinos publish seeds but still keep critical logic off-site. Check the source; audited smart contract code is stronger than a PDF explanation. Hold on. VR casinos + blockchain: real user flows Imagine this player flow inside a VR casino: you enter a holo-lobby, pick a live roulette table, buy-in with USDT, and receive an NFT spectator badge for that session. Your bet outcome is resolved on the operator server (fast), but large payouts above a threshold auto-trigger an on-chain settlement to your wallet. That hybrid flow balances UX and on-chain guarantees. Two small examples (hypothetical but practical): Case A — Small-stake VR slots: all RNG off-chain; operator records outcomes; daily batch settlements in stablecoin; low fees, best UX for casual players. Case B — High-roller provable table: every payout >10,000 tokens triggers a smart contract escrow that pays out on-chain once KYC clears; higher transparency and automated dispute logs. Hold on. What to check before you deposit (Quick Checklist) Can you verify game outcomes? Look for seed hashes or published smart contract addresses. Is there an independent RNG or iTech Labs / eCOGRA audit available? Prefer public certificates. How are withdrawals handled — on-chain or through custodial fiat gateways? Know the fee model and minimums. What triggers KYC? Check thresholds for forced verification and any 2× rollover or other deposit rules. Is there a published smart contract address for jackpot/escrow? If yes, inspect transactions on-chain. Hold on. Common mistakes and how to avoid them Assuming “crypto” equals privacy. Mistake: depositing with crypto avoids KYC. Reality: many casinos require KYC once you hit thresholds — check policy first. Ignoring gas and settlement latency. Mistake: depositing tiny amounts in ETH during peak gas times. Fix: use stablecoins on low-fee chains (e.g., USDT on TRON, BSC with caution) or LTC/TRX where supported. Trusting un-audited smart contracts. Mistake: playing on a contract with no third‑party audit. Fix: prefer platforms with published audits and open-source contracts where possible. Not splitting bankrolls. Mistake: keeping all funds on one site. Fix: withdraw regularly; keep operational balances small. Hold on. Comparison: tools & approaches for players and devs Tool / Approach Player benefit Developer trade-off On-chain RNG (VRF, Chainlink) Verifiable randomness; strong audit trail. Higher latency and gas costs; may need batching for throughput. Off-chain audited RNG + signed proofs Fast UX; proofs you can verify if published. Requires trusted oracle and secure key management. Smart-contract escrows Automated payouts for large wins; reduced counterparty risk. Complexity of upgradeability; audit costs. Now, if you want to test a platform that mixes a social UX with crypto rails — try small experiments, claim small offers, and verify seed proofs where available. One platform that often appears in crypto-casino discussions and offers hands-on promos is available if you prefer to start with a low-risk trial: claim bonus. Use it merely to familiarise yourself with deposits, withdrawals and the game-verify flow — and always start small. Hold on. Regulatory & safety notes

Blockchain in Casinos: How It Works — VR Casinos and the Tech That Changes the Game Read More »

KYC and Verification — Protecting Your Account (and the Casino) from Fraud and DDoS

Hold on. This is practical stuff you can use today. Read the next two paragraphs and you’ll be able to: (1) spot the KYC documents a casino will ask for, (2) estimate how long verification should reasonably take, and (3) recognise the basic DDoS protections a legitimate operator should have in place. Here’s the quick takeaway before the detail: if a site asks for full KYC only at withdrawal, gives you a punitive 14‑day deadline, and has painfully slow payout windows — treat that as a red flag. If the operator can’t explain its DDoS mitigation (CDN? scrubbing? failover?), don’t trust uptime claims alone. Both gaps — weak KYC processes and poor DDoS protection — are precisely where players lose money or get locked out of accounts. 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Why KYC matters (for you) — not just the casino Wow! KYC is boring until it isn’t. A simple ID check can protect you from account takeovers, stolen‑card deposits, and fraud‑related chargebacks that freeze winnings. From a regulatory angle, casinos need to verify identity and source of funds to meet AML obligations (in Australia, operators must align with AUSTRAC-style identity expectations if they’re operating under a local licence or serving AU customers). For players, that means handing over a passport, driver’s licence, a recent utility bill, and sometimes a photo selfie or an image of the card used for deposit (with middle digits masked). If an operator asks for anything beyond that — or demands passwords, full bank statements, or remote access — walk away. Timing is everything. Best-practice verification: initial automated checks at signup (ID match within minutes), manual review only for exceptions (48–72 hours), and clearance before the first withdrawal, not as an afterthought. If a casino’s T&Cs say “verification must be provided within 14 days or funds are forfeited”, consider that predatory. It’s a trap that converts slow KYC into confiscated balances. Practical KYC checklist for players (what to prepare) Primary photo ID: passport or driver’s licence (colour scan or phone photo). Address proof: utility bill, bank statement, or government letter dated within 3 months. Payment proof: photo of card used (hide middle 8 digits), or screenshot of e-wallet account. Selfie verification: clear face photo; match must be reasonable (not a studio shot). Transaction logs: a short history if asked about unusual deposits (only when requested and reasonable). Common KYC timelines — what’s normal Short answer: minutes to 72 hours for most honest operators. Automated providers (Onfido, Jumio, Veriff) clear standard documents in 5–20 minutes 80–90% of the time. Manual reviews are for edge cases: suspect docs, mismatched names, unusual deposit patterns. Manual reviews should not exceed 3 business days; anything longer, and you should demand status updates via ticket or phone. Repeated “we didn’t receive your documents” without proof is textbook stalling behaviour. Mini‑case: a withdrawal gone wrong Example: Sarah, a casual pokie player in Melbourne, wins AU$3,200 and requests a withdrawal. The site asks for ID and a bank statement (fine). She uploads clear copies on Day 0. Support confirms receipt and sets a 14‑day deadline in the T&Cs. Day 4: status “under review”. Day 10: support asks for a duplicate document. Day 20: withdrawal still pending; support becomes intermittent. This sequence shows two problems: (a) an overly strict deadline used to threaten confiscation; (b) repeated document requests as a stalling tactic. Sarah should have kept screenshots and told support she requests a formal escalation or a payout timeline — then sought an independent watchdog or her bank if funds were still held. How casinos should run KYC — player-friendly blueprint Here’s the thing. A robust, player-friendly KYC flow looks like this: Pre‑signup soft checks (email/phone confirmation, simple device risk signal). Automated verification at signup (ID photo + selfie match via an identity vendor). Risk‑based escalation: only high-risk accounts go to manual review. Clear SLAs: automated pass = immediate withdrawals allowed; manual review = status updates every 48 hours; max 72–96 hours to final decision. Reasonable appeals and dispute channels; no unilateral forfeiture for missed deadlines caused by operator delay. DDoS attacks — why they matter to you Hold on. DDoS is often invisible until the site is down during a live tournament or while you’re trying to cash out. A successful DDoS can do more than annoy: it prevents withdrawals, hides system messages, and can be used as cover for fraudulent internal actions. For players, the key indicators of good DDoS hygiene are transparent statements about mitigation (use of a reputable CDN, scrubbing centres, traffic filtering, and redundant infrastructure). If the casino makes vague uptime promises with no technical details, that’s suspicious. Legitimate operators list partners (Cloudflare, Akamai, Imperva) or explain their mitigation approach. Basic DDoS protections a trustworthy casino should have CDN + WAF (Web Application Firewall) to absorb and filter traffic spikes. Traffic scrubbing / third‑party DDoS mitigation provider with regional PoPs. Automatic failover and geo‑load balancing — to avoid single‑point outages. Operational playbooks: player communication templates, scheduled maintenance windows, and clear status pages. Incident logging and post‑mortem summaries (transparency after attacks). Comparison table: KYC approaches and DDoS options Approach / Tool Pros Cons Best for Automated ID vendors (Onfido, Jumio) Fast, scalable, good accuracy for common docs False rejects on low‑quality photos; costs per check Sites with many new signups Manual in‑house review Better for edge cases; contextual judgement Slow; staffing cost; inconsistent decisions High‑value accounts Risk‑based KYC (tiered) Balances customer friction vs security Requires mature risk engine Regulated operators with diverse player base CDN + WAF (Cloudflare/Akamai) Strong baseline DDoS mitigation; global PoPs Costs vary; sophisticated attacks need extra layers All modern gaming sites Dedicated scrubbing service + failover Absorbs large attacks; failover keeps services up Higher cost; complexity in setup Large operators, tournaments Where to put the pressure — what you should expect and ask for To be blunt: ask the operator for two things before you deposit large sums. First, what identity vendor do they use and what is your typical time to verification? Second, who provides their DDoS/CDN

KYC and Verification — Protecting Your Account (and the Casino) from Fraud and DDoS Read More »

Same-Game Parlays and eSports Betting Platforms: A practical beginner’s playbook

Wow — that same-game parlay on a CS:GO final can look irresistible. Short, sharp thrill; a handful of linked bets; a headline payout that makes your mates jealous. But hold on: the math and the platform rules matter more than the hype. Here’s the quick value: same-game parlays (also called bet builders) multiply correlated outcomes inside a single match and therefore change the odds math and the house edge. If you understand correlation, stake sizing, and platform limits, you can treat these bets as high-variance, high-entertainment plays rather than stealth investments. Below I give you concrete checks, a comparison table of platform approaches, two mini-case math examples, a checklist, and common mistakes to avoid — all tuned for beginners in Australia exploring eSports markets. 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What a same-game parlay actually is — fast, and practically Hold on — not all parlays are created equal. A classic parlay combines separate events (Team A win; Over 2.5 goals in another match). A same-game parlay ties multiple legs to the same match: match winner + total rounds + first-kill, for example. Because the legs share a single source (one match), the outcomes can be strongly correlated — which breaks naïve probability multiplication. Practically, that means a 2-leg parlay of “Team X wins” (implied probability 55%) and “Player Y first kill” (20%) is not simply 0.55 × 0.20 = 11% probability if those events interact. If Player Y getting the first kill greatly increases Team X’s chance of winning, the combined true probability will be higher than the naïve product; sportsbooks price this via adjusted parlay odds or by blocking certain combinations entirely. Knowing how your chosen platform handles correlation is essential: it determines expected value (EV) and how often the market offers fair value versus pure vig. How platforms handle same-game parlays — the three practical models Here’s the thing: sportsbooks vary widely. Some allow unrestricted builders but shade odds; some disallow combinations they consider “too correlated.” Others use algorithmic odds engines to internally model joint distributions and then display a single parlay price. Below is a concise comparison to guide platform choice. Platform model What it does Beginner pros Key cons Unrestricted Builder (many US/crypto books) Lets you combine many legs freely; odds are simple product or lightly adjusted Flexible, creative slips High hidden vig on correlated legs; risk of false value Correlation-aware Engine Models joint probabilities; many sensible combos priced fairly More realistic odds; less surprise variance Less extreme payouts; fewer “long-shot” opportunities Restricted/Blocked Combinations Prevents certain pairs (e.g., player prop + match outcome) or caps payouts Stops obvious exploitation Frustrating; you might not place your intended bet Mini-case math: two simple examples Example A — Correlated leg misunderstanding: Imagine an Overwatch match where Team A is 60% to win; you pick Team A to win (0.60). You also pick “first map pistol round” by Team A, a 25% event (0.25). These aren’t independent — winning initial rounds statistically increases match win probability. If we falsely multiply: 0.60 × 0.25 = 0.15 (15% implied). But correlation-aware pricing might give a true implied probability near 22–28%, so the book’s parlay price will be shorter (lower payout) than 6.67× (which the naive model suggests). The takeaway: naïve multiplication can overstate payout expectations. Example B — Value-seeking on neutral legs: Pick three low-correlation legs: Map 1 winner (Team X) at 1.80, Map 2 total rounds Over 24.5 at 1.90, and Player Z to get 15+ kills at 2.10. If independent, parlay odds = 1.80 × 1.90 × 2.10 ≈ 7.19 (6.19× profit). If platform treats these as near-independent, the implied parlay probability equals product odds; that’s where true EV can exist — if your assessment of independence and the leg probabilities is accurate. Choosing the right eSports betting platform: a practical checklist Licence & jurisdiction — verify a reputable regulator (for AU customers, check whether the operator accepts Australians legally; ACMA restrictions apply to some offshore services). Parlay rules page — read the builder terms: allowed combinations, max legs, correlated-leg rules, payout caps. Market depth on specific eSports titles — are the prop markets (first kill, map totals) present and liquid? Odds transparency — does the site show how combined odds are calculated or which legs are restricted? Bet limits and max payout caps — especially relevant for big swings or tournament play. KYC & withdrawals — quick verification matters; check withdrawal speed and review forums for payment reliability. Responsible tools — deposit limits, session timers, and self-exclusion options should be available. Comparison: bet builders vs same-game parlay exchanges vs manual parlays Short version: builders are convenient; exchange-style matching can offer peer pricing (but with liquidity risk); manual parlays across separate markets may be cheaper or more expensive depending on the product mix. Approach When to use Risk / Reward Site Bet Builder Fast, single interface for same-game parlay Convenient but platform-dependent vig Exchange (peer pricing) When liquidity exists for the prop markets Potentially fairer prices; may need patience Manual parlay (separate markets) When builder blocks combos you want Higher effort; pricing can be inconsistent Where to place that parlay — a practical nudge If you’re testing same-game parlays, start small and pick a platform that documents its builder rules and has steady eSports coverage (market depth = smaller spreads). For Australian readers who want a straightforward signup flow and crypto + fiat options, some international books offer a simple builder UI and regular eSports props; for convenience you can choose to register now on a platform that lists clear builder terms and supports both desktop and mobile play. But remember: registration is just step one — the real test is how the platform treats correlated legs and how they process payouts. Read the terms and check community reviews before staking larger amounts. Quick Checklist — money and bet management Set a session bankroll for parlays (e.g., 1–3% of total gambling bankroll per parlay). Limit the number of legs — 2–4 legs keeps variance high but not catastrophic. Prefer low-correlation mixes if after

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Best High‑RTP Slots and the Craziest Wins in History (practical guide for beginners)

Best High-RTP Slots & Craziest Wins in History Hold on — right away: if you want the fastest practical win from reading this, here it is: pick high‑RTP slots, bet sensible fractions of your session bankroll, and treat every big win as a one‑off. That’s the behavioural lever that saves money more often than any “system.” Quick benefit: this article explains how RTP relates to short‑term variance; lists top high‑RTP slots you can actually find; shows real historic megawins with the maths behind them; and gives a short checklist plus common mistakes so you don’t walk into a session blind. No fluff — just the stuff you’ll use on your first 10 visits. How RTP, volatility and house edge actually behave (short practical primer) Wow — RTP is not a promise. RTP (Return to Player) is the theoretical average a machine pays back over an infinite number of spins. In practice, sessions are short and variance is huge. RTP example in numbers: a 98% RTP slot means that for every $100 wagered over a very long time, you’d expect to get $98 back on average. If you play 500 spins at $1 per spin (total $500), the expected loss is $10. But that hides volatility: you might win $2,000 on a bonus or lose the entire $500 with no hits. How to convert RTP to expected session loss quickly: Expected loss = Stake per spin × Spins × (1 − RTP) Example: $0.50 stake, 200 spins, RTP 97% → loss = 0.5×200×0.03 = $3 Top high‑RTP slots (practical picks and what to check) At first I thought RTP lists were a neat shortcut; then I realized casinos load different versions and sometimes change paytables. So check the game’s info screen for the exact RTP in the lobby before you play. Here are three perennial high‑RTP options you’ll find in many regulated casinos, plus the practical caveats: Slot Typical RTP Volatility Why pick it Ugga Bugga (Playtech) ≈ 99.07% Low–Medium Extremely high theoretical RTP and slow base game — good for steady play if available Blood Suckers (NetEnt) ≈ 98% Low Known for frequent small wins and gentle volatility — decent for long sessions Mega Joker (NetEnt, classic) Up to 99% (when Max Bet + progressive rules used) High Classic fruit machine with favourable paytable if you use optimal strategy Quick caveat: these RTPs reflect commonly reported values. Operators can run alternative RTP settings in some jurisdictions; always confirm the live RTP via the game’s info or casino help. Play small test sessions first to confirm behaviour. Craziest documented slot wins — the stories and the math Alright, check this out — these wins are memorable because they’re statistically extreme, not because they’re “repeatable strategies.” 2003, McDonald’s Mega Bucks (Las Vegas): $39.7 million progressive jackpot. This was a progressive‑linked network jackpot — your single spin’s probability of hitting it was astronomically tiny but real. The payback came from the progressive pool funded by many players. 2015, NetEnt’s Hall of Gods: €7.8 million (approx AU$11M). A progressive multiplier on a linked game produced the life‑changing number. 2013, Mega Moolah (Microgaming): €17.8M reported jackpot. Again, huge network progressive hit. Mini‑math on why these are rare: suppose a particular progressive hit probability is 1 in 50 million per spin. If 1,000 machines across a network spin 10,000 times per day collectively, that’s 10 million spins daily — still less than 1 expected jackpot per day. Luck clusters happen, but they’re rare. Two short case studies — how wins looked in session terms Case A — small bank, massive bonus: I once saw a friend play $0.50 spins on a low‑volatility game with 98% RTP and hit a $4,000 bonus after 600 spins. Expected loss there was ~0.5×600×0.02 = $6. So the win was wildly outsize relative to expectation — pure variance. Case B — progressive jackpot: a player bought in $10 and a progressive pooled over tens of thousands of players paid out $1.2M. The player’s share of the pool was tiny; the jackpot is funded by many players each contributing small amounts, so your chance is tiny but present. How to choose a high‑RTP slot for your session (a mini method) Here’s a three‑step checklist that I use and recommend: Confirm RTP in the game info screen (or floor/table pop‑up if land‑based). If you see multiple RTP settings, pick the highest steady setting. Decide volatility target: low volatility if you want longer play; high volatility if you chase big bonus swings (accept lower hit frequency). Set unit bets so a session is 100–200 spins at your chosen stake (session bankroll = stake × planned spins). If you want 200 spins at $0.50, bankroll = $100 minimum. Comparison: typical approaches for beginners Approach Good when Downside High‑RTP, low volatility You want long sessions and steady small wins Rare big jackpots High‑RTP, high volatility Chasing bigger single hits with decent long‑run expectation Long losing runs likely Progressive‑hunt Go for life‑changing wins; small buy‑in needed Extremely low hit probability; house edge effectively higher in base game Where to try these slots (safe, practical note) On a related note, if you’re registering with a regulated operator that offers a good suite of high‑RTP titles and responsible gaming tools, it’s wise to use a platform that enforces KYC and has clear pre‑commitment options. If you want to explore a modern gateway to regulated entertainment, you can register now to see how loyalty and responsible play tools are integrated on a major property’s platform — the link is a neutral suggestion to compare environments and tools rather than a guarantee of specific RTPs. Quick Checklist (print or save this before you spin) Confirm age: 18+ (or local legal age) and carry photo ID if required. Check game RTP in info screen — note the displayed value. Set a session bankroll and stick to it (use 100–200 planned spins as a frame). Choose volatility based on tolerance: low = longer play; high = bigger swing potential. Use self‑exclusion or

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