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grey-rock-casino-en-CA_hydra_article_grey-rock-casino-en-CA_5

$5,000 CAD) or sudden behavior changes (account dormant then sudden high turnover). For AML, integrate your case-management with Suspicious Transaction Reports and keep logs for 7+ years depending on provincial rules. H2: Reconciliation & ledger design — small formulas that matter Always keep two ledgers: “player ledger” and “settlement ledger”. Reconcile daily and reconcile by payout batch id. Simple reconciliation metrics: – Expected settlement = sum(withdraw_requests where state in [processing, completed]) – sum(refunds) – Reconciled ratio = settled_amount / expected_settlement — target > 99.95% daily If ratio slips, trace by batch_id and idempotency_key immediately. H2: Provider API patterns and a short comparison table | Approach | Pros | Cons | Typical latency | |—|—:|—|—:| | PSP Gateway (Visa/Mastercard rails) | Broad card coverage, familiar processes | Higher fees, chargebacks | 24–72h | | Issuing-bank integration (direct) | Lower fees, faster settlements | Harder contract, regional | 24–48h | | Hybrid (cards + e-wallet/crypto withdrawals) | Best UX flexibility, fewer fails | More UX complexity, more rails to support | e-wallet:

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Guía práctica: Volatilidad de tragamonedas y cómo elegir plataformas de apuestas en eSports

¡Ojo, primer consejo rápido! Si vas a mezclar apuestas en eSports con tragamonedas, entiende primero qué es volatilidad: no es mala ni buena por sí sola; es la frecuencia y el tamaño de los pagos que vas a experimentar. Esto importa tanto si apuestas a un mapa de CS:GO como si giras una slot en busca de un bonus, y por eso conviene empezar sabiendo cómo leer números antes de jugar. Esa lectura básica te prepara para elegir plataforma y estrategia, que veremos a continuación. Breve definición práctica: volatilidad alta significa rachas largas sin premio pero con botes grandes ocasionales; volatilidad baja ofrece premios pequeños frecuentes pero poca posibilidad de un pago enorme. Esto afecta tu bankroll y tu sesión en vivo si estás apostando durante partidas de eSports; por eso, planificar el stake y el stop-loss es crucial. Enseguida veremos ejemplos numéricos para que puedas simular resultados y elegir mejor la plataforma donde jugarás. Cómo medir volatilidad con números (mini-cálculo práctico) Primero, mira el RTP publicado y la volatilidad etiquetada por el proveedor; no confundas uno con otro: RTP indica retorno teórico a largo plazo, y volatilidad te dice cómo se distribuye ese retorno en el corto plazo. Por […]

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Fast-Payout Casinos in Canada: Photo-ID Rules & How to Get Paid Fast

Something’s off when your jackpot sits pending for days — I’ve been there, staring at the spinner while my patience and C$ balance evaporated. In this guide for Canadian players I’ll cut to the chase: what photo‑ID (casino photography) they want, why withdrawal holds happen, and how to pick fast‑payout, Canadian‑friendly sites so your Loonies and Toonies actually hit your bank fast. Read this first and you’ll save hours of chasing support and a few grey hairs. The next section digs into the mechanics that cause the delays so you can avoid them. Why Fast Payouts Matter to Canadian Players (Canada) Quick payouts aren’t just a convenience — they’re a trust signal. When a site honors Interac e‑Transfer cashouts in under 48 hours it’s usually because AML/KYC workflows are smooth and staffing is adequate, not because of luck. Canadians hate surprises like a frozen account after a C$500 withdrawal, and rightly so; knowing the red flags upfront helps you stay in control. Below I’ll explain the common triggers for holds and how photo‑ID quality ties into speed. How Casino Photo‑ID Rules Delay or Speed Up Payouts (Canada) Hold on — the selfie you sent with your driver’s licence could be […]

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What Makes Modern Online Casinos So Popular

What Makes Modern Online Casinos So Popular Online casino sites have become one of the most vibrant corners of the digital home entertainment globe. Their appeal lies in the blend of excitement, convenience and constant technology. Gamers no longer need to visit physical venues to experience real-money video gaming. Rather, they can open a mobile application or web browser and access hundreds of video games within mins. This comfort has actually created a brand-new generation of gamers who value adaptability and rapid access over standard online casino routines. The development of secure payment techniques and reliable systems has also strengthened trust. Accredited operators comply with stringent regulations, while modern encryption technologies protect every transaction. Therefore, players really feel safer depositing and taking out funds on-line than ever. The Selection of Games Available Today One of the strongest benefits of on-line gambling enterprises is the sheer deepness of their video game libraries. Digital platforms supply everything from timeless pokies and modern-day video clip slots to table video games like blackjack, roulette and baccarat. Online dealership areas add an https://testtest-test.com/perevirka/ additional layer of realistic look by streaming human croupiers directly to the gamer’& rsquo; s display. These workshops integrate real online casino […]

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highflyercasino-en-CA_hydra_article_highflyercasino-en-CA_9

official site. Use that view as a checklist: license badges, audit certificates, responsible-gaming tools, and clear payment routes. If you’re building or auditing a site, model your “proof of fairness” section similarly: visible certs, easy-to-find KYC/payout guides, and a clear responsible-gaming hub. The transparency reduces disputes and improves regulator relations. Later, when explaining player disputes and audit trails to execs, show the same public evidence and ask: does our player-facing information match internal logs? If not, fix it immediately and publish the correction. For an example of all required elements — licensing, payment clarity, and fairness statements — review the model layout on the official site and mirror its clarity in your product. ## Mini-FAQ (3–5 questions) Q: Does higher RTP guarantee profitability? A: No. RTP is a statistical expectation; profitability depends on aggregated player mix, promotions, jackpot hits, and operational costs. Q: How often should RTP reconciliation run? A: Weekly for operational alerting; monthly for accounting reconciliation; quarterly for external audit. Q: How do I model a promotion safely? A: Simulate user cohorts under conservative RTP, apply bet caps, set per-player liability caps, and provision funds. Q: What’s an acceptable variance threshold? A: Escalate if variance >1.5% month-over-month for […]

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Color Psychology in Pokies: Game Designer Insights for Australian Players

Wow—colour matters more than you think when you sit down for a late arvo punt on the pokies in Sydney or give the pokies a go from Perth. Designers use hue, contrast and motion to nudge your mood and attention, and that affects session length more than bets-per-spin. This piece digs into the practice, with fair dinkum examples and A$ math that Aussie punters can actually use to spot design nudges and play smarter, not harder—and it moves straight into why colours shift behaviour on a basic level. Why Colour Moves the Needle for Aussie Pokie Punters Hold on—your gut might say “it’s just a pretty background”, but colours act like emotional shorthand: warm tones increase arousal, cool tones calm you down, high contrast speeds perception. That means red/orange call-to-action buttons, green win overlays, and gold jackpot animations are not accidental; they’re engineered to speed your decision-making and extend the session. Next, we’ll break down the key colour levers designers pull in Australian-facing games so you know what to watch for when you have a punt. Key Colour Strategies Used by Game Designers for Australian Players Short summary: designers rely on saturation, contrast, and animation. Medium detail: saturated reds and […]

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Entendiendo el RTP: el papel de la suerte en las apuestas deportivas

Espera… esto no es solo un número en una página. El RTP que verás aplicado a mercados deportivos es la traducción matemática de la ventaja del operador y de la fricción del mercado; saber leerlo transforma decisiones impulsivas en jugadas informadas. Aquí tienes, desde el inicio, tres herramientas prácticas: 1) cómo convertir cuotas en probabilidades implícitas; 2) cómo calcular el “overround” (margen) y su impacto en el RTP; 3) cómo estimar si una apuesta tiene Valor Esperado (EV) positivo. Mira esto: con dos cálculos sencillos puedes saber si una cuota merece una apuesta. Primero convierte la cuota decimal en probabilidad (1/cuota). Segundo suma las probabilidades de todos los resultados; si la suma es mayor que 1, ahí está la casa. Más abajo te muestro ejemplos numéricos, mini-casos y una tabla comparativa de herramientas útiles. 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) ¿Qué significa RTP en apuestas deportivas? Observación rápida ¡Atención! En slots RTP suele ser un % explícito del retorno teórico, en deportes no verás ese valor así de claro. Aquí el RTP aparece implícito en las cuotas: si el mercado suma más de 100% en probabilidades, eso reduce tu retorno esperado a largo plazo. En palabras sencillas: RTP = 1 / (suma de probabilidades implícitas). […]

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Progressive Jackpots: How to Win Big

What is a Progressive Jackpot? A progressive jackpot is a type of casino jackpot that increases every time the game is played and the jackpot is not won. This means that the prize pool can grow significantly over time, often reaching life-changing amounts. The funds for the jackpot are collected from a small percentage of each bet placed by players, contributing to the overall jackpot total. How Do Progressive Jackpots Work? Progressive jackpots are linked across multiple machines or online games. Each time a player makes a wager, a portion of that bet goes into the jackpot pool. There are typically three types of progressive jackpots: Standalone Progressives: These are linked to a single machine or game. Local Progressives: These are linked across multiple machines within a single casino. Networked Progressives: These connect machines across various casinos, often resulting in much larger jackpots. What Are the Odds of Winning a Progressive Jackpot? The odds of winning a progressive jackpot can vary widely depending on the game and its rules. For instance, the odds can range from 1 in 50,000 to over 1 in several million. Understanding the game’s Return to Player (RTP) percentage is crucial; most progressive jackpot slots have […]

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Banking Security in Online Casinos

When playing at online casinos like Wildzy Casino UK, understanding banking security is essential for ensuring a safe gaming experience. Players need to be confident that their personal and financial information is protected while enjoying their favourite games. In this guide, we will break down the key aspects of banking security in online casinos, making it easy for novice players to grasp the concepts. Understanding Online Casino Banking Security Online banking security refers to the measures taken by casinos to protect players’ sensitive data during transactions. This includes both deposits and withdrawals. Key elements of banking security are: Encryption Technology: Casinos use SSL (Secure Socket Layer) encryption to safeguard data. This technology encrypts information, making it unreadable to unauthorised users. Firewalls: Firewalls are used to prevent unauthorised access to the casino’s servers, adding an extra layer of protection. Two-Factor Authentication (2FA): This security step requires players to verify their identity through a second method, such as a text message or email, when logging in or making transactions. Regulatory Oversight in the UK The UK Gambling Commission (UKGC) oversees online gambling regulations in the United Kingdom. Casinos licensed by the UKGC must adhere to strict guidelines, ensuring that: Player funds are […]

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Live Dealer Games vs RNG Games Comparison

When it comes to online gaming, players often find themselves deciding between Live Dealer Games and Random Number Generator (RNG) games. Each type offers unique experiences, and understanding their differences can enhance your gaming strategy. If you’re looking to get started, explore BetRolla Casino for a wide range of options. Step 1: Understanding Live Dealer Games Live Dealer Games bring the casino experience directly to your screen through real-time video streaming. Here’s how you can get started: Choose a Live Dealer Game: Popular options include Blackjack, Roulette, and Baccarat. Join a Live Table: Select your preferred table based on stakes and dealer preferences. Interact with the Dealer: Use the chat feature to communicate, making the experience more engaging. Step 2: Exploring RNG Games RNG Games rely on software algorithms to generate results, ensuring a random outcome every time. Follow these steps to play: Select an RNG Game: Options include slots, video poker, and table games. Understand the RTP: Look for games with a Return to Player (RTP) percentage typically between 92% to 98%. Check Wagering Requirements: Many bonuses require a wagering of around 35x the bonus amount before withdrawals. Step 3: Compare Features To help you decide which type of […]

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