Gambling Myths Debunked — How Slot Themes and Trends Really Work

Hold on — your mate who swears a “hot” dragon slot paid out last night might be telling a tall tale.

Here’s the practical bit first: if you want to avoid wasting money on myths, start by treating themes as entertainment, not strategy. Slots are designed for engagement; themes change how long you play, not the long-term math of your bankroll. Over the next few sections I’ll show simple checks you can run, short mental models to use at the machine, and a comparison table to spot which theme mechanics actually affect your chances.

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)

Myth 1 — “Hot” and “Cold” Slots: Don’t Fall for the Streak

Wow! The streak idea is seductive.

At first glance, seeing a string of wins feels meaningful. But slot outcomes are independent: each spin is a fresh RNG result with probabilities unchanged by past spins. Practically, this means a “cold” machine isn’t hiding wins you’ll unlock if you wait — it’s random. If you want to test this personally, try Demo Mode for 200 spins on a game and log hit frequency; you’ll see variance dominate short samples.

On the one hand, human pattern-seeking (confirmation bias) makes us notice hits and forget long losing runs. But then again, your session time, stake size and volatility determine whether you’ll feel ‘hot’ — not the theme or a secret cycle.

Myth 2 — Theme = Better RTP or Bigger Wins

Here’s the thing: theme is a skin, not a math upgrade.

Game studios layer themes (Egyptian, mythology, fruit classics) on top of the same math engine. Return-to-player (RTP) and volatility settings are what truly determine expected return and short-term swing. A polished pirate or dragon theme doesn’t change RTP — the paytable and reel configuration do. For example, two Megaways games might look different thematically but can have identical RTPs (e.g., 96.2%). Always check the game info panel for RTP, not the splash art.

Pro tip: if a themed slot includes a Bonus Buy, that affects short-term variance but not long-term RTP unless the buy alters distribution (it often does—read the fine print).

Myth 3 — New Themes Pay More to Attract Players

Hold up — new = generous isn’t a reliable rule.

Sometimes new releases hide slightly higher promotional RTPs during launch periods or are featured with free spin offers, which raises effective short-term EV for a player. But these are marketing-driven and temporary. After the initial promotional window, the underlying math reverts to normal business settings. If you chase new titles solely for a “better edge,” you’ll mostly chase illusions.

On the other hand, promotional boosts can be real value — if you read the wagering and max-cashout conditions first. Never assume a temporary increase equals a sustained advantage.

Mini-Case: How Theme Affected Playtime (Realistic, Short)

Quick story — I once tracked two players on the same RTP machine: one played the same pokie with a nostalgic 3-reel fruit theme, the other on the flashy cinematic version. The flashy one bet the same amount but played 40% longer per session because of animations and bonus sounds. Result: the flashy-theme player lost more overall despite identical expected RTPs. Lesson: theme affects time-on-device, which affects total loss on average.

Comparison Table — Theme Effects vs. Real Factors

Factor Does Theme Change It? Player Impact (Short-term) How to Check
RTP (Return to Player) No (usually) Major — determines expected loss rate View game info panel / provider reports
Volatility (variance) No — theme overlay; mechanics decide Major — affects hit frequency & payout size Check provider docs; test in demo mode
Session Length (engagement) Yes Moderate — longer sessions = greater losses Observe UI features: animations, sound, bonus hooks
Bonus Mechanics (free spins, buy-in) Usually Yes High — can change short-term EV Read bonus rules; simulate a few buys in demo

How Operators and Promotions Play Into Theme Perception

Alright, check this out — casinos use themes to segment players and promote titles differently. A site may feature a ‘new Egyptian release’ on the front page and add free spins; that doesn’t mean the game pays better long-term, but it does mean effective short-term value for the promoted window.

For a safe, informed starting point when exploring themed games, use reliable operator filters (by provider, RTP, volatility). If you’re testing a casino’s library, a neutral way is to open the provider page and run demo sessions for 500–1,000 spins across a few games to get a feel for volatility.

Where to Find Trusted Info (and a practical bookmark)

To verify licenses, RTP declarations and responsible gaming policies, check the operator’s legal footer and provider licences. If you want a hands-on testbed to explore themed games and compare mechanics side-by-side, the main page of a large multi-provider site is useful for browsing provider filters and demo modes — try the site’s provider pages and demo play to learn fast: main page.

Quick Checklist — Before You Spin

  • Check the RTP in the game info (target 95%+ for longer play).
  • Confirm volatility: low = steady small wins, high = infrequent big wins.
  • Play 100–500 demo spins to observe hit frequency and bonus triggers.
  • Read any Bonus Buy or free spin T&Cs — look for max cashout caps.
  • Set a session time and loss limit before you start (and stick to it).

Common Mistakes and How to Avoid Them

  • Chasing “hot” machines: Avoid — no memory in RNGs. Fix: use session limits and stop-loss rules.
  • Confusing theme for value: Avoid spending more time because the art is slick. Fix: decide stake per session, not per screen look.
  • Ignoring wagering terms on promo spins: Many free spins have higher WR or max cashout. Fix: read T&Cs first, calculate required turnover.
  • Not doing KYC early: Delays withdrawals. Fix: verify identity right after registration.

Mini-FAQ

Are themed slots rigged to promote longer play?

No. The theme itself doesn’t alter the core RNG math. What changes player behaviour is the UI and the emotional cues — bright wins, sounds, animations. Those drive session length; they don’t change the RTP programmed into the game.

Can I favor low-volatility themed slots to protect my bankroll?

Yes — choosing low-volatility titles limits swing size and keeps you in play longer for the same budget. If your goal is entertainment and limited loss, target games with steady small wins rather than chasing big jackpots on high volatility titles.

Do bonus buys make a theme more profitable?

Bonus buys change short-term variance and expected return for the session. Some buys can increase EV in the short run, but they’re usually designed to extract revenue from aggressive players. Simulate buys in demo mode and check the math before committing real money.

Simple Math Snippet — Wagering Requirement Reality Check

Quick calculation: if a welcome bonus gives $100 with a 40× wagering requirement on the bonus, you need to place $4,000 in bets (40 × $100) before withdrawing winnings tied to that bonus. If your average bet is $2, that’s 2,000 spins — plan for time and variance. If the game RTP is 96%, expected loss over that turnover is ~4% of $4,000 = $160 — meaning the bonus might not cover the expected cost of meeting the WR. Always do the turnover × RTP check before claiming.

Responsible Play — Practical Steps (AU focus)

To be honest, the best defence against myths is simple rules and tools: set deposit limits, enable session time reminders, and use self-exclusion if needed. Australian players should be aware that offshore casinos usually operate under foreign licences; keep KYC docs ready (ID, proof of address) to avoid withdrawal delays. If gambling causes harm, contact local services such as Lifeline or Gamblers Help in your state; interactive links are listed in the Sources below.

18+. Gambling can be addictive. Set a budget, stick to limits, and seek help if gambling impacts your life. For support in Australia visit Gamblers Help or Lifeline.

Sources

  • https://www.acma.gov.au — regulatory guidance on online gambling in Australia.
  • https://curacaoegamingcontrol.org — licensing and regulatory updates for Curaçao-licensed operators.
  • https://www.gamcare.org.uk — resources on responsible gambling and support services.

About the Author

Alex Mercer, iGaming expert. Alex has worked in product and player protection roles across online casino platforms and writes about practical player strategies, responsible gaming, and how to read the fine print.

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Pokerdom – Официальный сайт онлайн казино Покердом (2025)

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Содержимое

В современном мире игроки казино имеют доступ к огромному количеству онлайн-казино, но не все из них могут похваться официальным статусом. В этом тексте мы рассмотрим покердом – официальный сайт онлайн-казино, который является одним из самых популярных и надежных в сети.

Покердом – это онлайн-казино, которое было основано в 2001 году и с тех пор стало одним из лидеров в своей области. Казино предлагает игрокам более 1000 игр, включая слоты, карточные игры, рулетку и другие. Покердом – это место, где игроки могут найти что-то для себя, начиная от классических игр до новых и инновационных.

Официальный сайт Покердом – это место, где игроки могут найти все, что им нужно для игры. Здесь они могут зарегистрироваться, сделать депозит, выбрать игру и начать играть. Покердом – это безопасное и надежное место, где игроки могут быть уверены в том, что их данные и деньги будут защищены.

Кроме того, Покердом предлагает игрокам различные бонусы и программы лояльности, чтобы они могли получать больше выигрышей и улучшать свои игровые навыки. Казино также предлагает игрокам поддержку 24/7, чтобы они могли получить помощь в любое время.

Покердом вход: https://pokerdom.com/

Покердом зеркало: https://pokerdom зеркало.com/

Покер дом: https://pokerdom официальный сайт.com/

Описание и функции

Для начала игры на Покердом необходимо зарегистрироваться на официальном сайте или использовать покердом зеркало. После регистрации игрок получает доступ к полному спектру игр, а также к функциям, которые помогут ему управлять игровым процессом.

Основные функции Покердома

Основные функции Покердома включают:

Бонусы и акции – Покердом регулярно предлагает игрокам различные бонусы и акции, которые помогут им увеличить свой банкролл.

Мобильная версия сайта – Покердом имеет мобильную версию сайта, что позволяет игрокам играть на любом устройстве с интернет-каналом.

Безопасность и конфиденциальность – Покердом обеспечивает безопасность и конфиденциальность игроков, используя современные технологии шифрования и защиты данных.

24/7 поддержка – Покердом предлагает 24/7 поддержку, чтобы помочь игрокам в случае возникших вопросов или проблем.

Покердом – это лучшее онлайн-казино, которое предлагает игрокам широкий спектр игровых автоматов, азартных игр и других развлекательных программ. Если вы ищете место, где можно играть и выигрывать реальные деньги, то Покердом – это ваш выбор.

Возможности и преимущества

Один из главных преимуществ Покердома – это его зеркало, которое позволяет игрокам доступаться к ресурсу в любое время и из любой точки мира. Это особенно важно для игроков, которые предпочитают играть в онлайн-казино в ночное время или вдали от дома.

Вход на Покердом – это процесс, который занимает считанные секунды. Для этого игроку нужно только зарегистрироваться на сайте, указав свои контактные данные и выбрав пароль. Затем он может начать играть и получать выигрыши.

Как начать играть в Покердом

Для начала играть в Покердом вам нужно зарегистрироваться на официальном сайте pokerdom.ru. Вам потребуется только несколько минут, чтобы создать свой аккаунт.

Шаг 1: регистрация

Перейдите на официальный сайт Покердом (pokerdom.ru) и нажмите на кнопку “Зарегистрироваться”. Введите свои личные данные, включая имя, фамилию, дату рождения и адрес электронной почты.

Шаг 2: подтверждение регистрации

После регистрации вам будет отправлено письмо с ссылкой на подтверждение аккаунта. Нажмите на ссылку, чтобы подтвердить свою регистрацию.

Шаг 3: вход в Покердом

После подтверждения регистрации вы можете войти в свой аккаунт, используя логин и пароль, которые вы создали при регистрации.

Шаг 4: выбор игры

После входа в аккаунт вы можете выбрать игру, которая вам понравилась. Покердом предлагает широкий спектр игр, включая покер, рулетку, слоты и другие.

Шаг 5: начало игры

Выбрав игру, вы можете начать играть. Вам будет предложено выбрать ставку и начать играть. Вам нужно следовать инструкциям и правилам игры, чтобы успешно играть в Покердом.

Важно: перед началом игры убедитесь, что вы понимаете правила игры и условия участия. Если у вас возникнут вопросы или проблемы, вы можете обратиться к поддержке Покердом.

Начните играть в Покердом сегодня и насладитесь играми в лучшем онлайн-казино!

How to Launch a $1M Charity Poker Tournament (Practical, step-by-step for organisers)

Hang on — before you picture a Vegas-level production, here are two practical gains you need immediately: a clear funding formula that tells you how many entries, sponsors or donations you need to reach a $1,000,000 prize pool; and a real checklist of legal and operational must-dos that keep the event clean, tax-compliant and trustworthy for donors and players. Read these two things first and you’ll avoid the most common rookie mistakes.

Here’s the thing. A $1M prize pool is ambitious but perfectly feasible if you mix revenue streams (buy-ins, sponsors, VIP seats, donations and media rights). Do not rely on a single path. Below I give you the math, two working mini-cases, vendor comparisons and the operational playbook you can hand to your events team.

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)

Start with the funding formula (simple, non-magical math)

Something’s obvious: people love big numbers, but big numbers also bring legal scrutiny. First, a compact formula you’ll use repeatedly:

PrizePool = (Entries × Buy-in × (1 − Rake%)) + Sponsorships + Direct Donations − EventCosts

Quick worked example — conservative:

  • Target prize pool: $1,000,000
  • Planned buy-in: $1,500 (main event)
  • Expected rake (operational fee retained): 10% → net per entry = $1,350
  • If relying only on entries: Required entries = 1,000,000 / 1,350 ≈ 741 entries

That’s doable for a high-profile charity event, but include sponsors and VIP seats to reduce pressure on general entries. If you secure $300k in sponsorship and $100k via VIP tables, entries required drop to ≈296 (1M − 400k = 600k; 600k/1,350 ≈ 444).

Three viable commercial models (comparison)

Model Typical Cost to Organiser Speed to $1M Best for
Live + Sponsors (Hybrid) High (venue, staff, insurance) Fast (with major sponsors/VIP tables) High-profile charities, celebrity draw
Online Qualifiers → Live Final Medium (platform fees, streaming) Moderate (broad reach) Scalable, lower marginal cost per player
Fully Online (regulated platform) Low (no venue) but tech/legal costs Depends on promo reach; can be fast Younger donors, international reach

Operational blueprint — stage-by-stage

Okay, breathe. At first glance you’ll think “this is a marketing job” but then you realise payment flows and KYC are the real blockers. On the one hand, you can run a slick campaign with streaming and celebrities; on the other, if you don’t get AML/KYC, charity receipts and prize-handling right, you’ll create a reputational disaster.

1) Legal & governance (first things first)

  • Register the event with your charity’s board and ensure the charity (or a separate event entity) is the legal beneficiary of proceeds.
  • Check local law: in AU, confirm fundraising rules with the state regulator and consider ACNC guidance for charities. Expect to provide transparent accounting to donors.
  • Design the prize/payout mechanics in writing. Decide whether prizes are paid from gross entries or net proceeds after costs and make this explicit in marketing and T&Cs.

2) Financial flows & tax / donation receipts

Don’t assume every entry = a tax-deductible donation. Structure options:

  • Buy-in split: e.g., $1,500 = $1,000 entry (non-deductible prize pool), $500 voluntary donation (tax-deductible). This protects donor tax treatment and clarifies accounting.
  • Use a payment processor that can automate receipts and segregate funds; keep sponsor funds separate from player buy-ins to preserve audit trails.

3) Vendor & platform choices

Choose carefully. If you go online or hybrid, use a platform that supports KYC/age verification, has clear RNG or tournament integrity, handles chargebacks, and offers streaming hooks.

For a tasteful blend of charity and player trust, consider partnering with established provider platforms for qualifiers and move only finalists to a live event. If you need a partner recommendation for platform services or affiliate outreach, look for vendors experienced in charity events and transparent with compliance documentation — they’ll save months of headaches.

Mini-case A: “The Sponsor-Heavy Route” (practical)

Context: A national charity secures two headline sponsors and sells 50 VIP tables.

  • Sponsors provide $500,000 combined (branding, media rights).
  • VIP tables (50 × $5,000) = $250,000.
  • Remaining $250,000 covered by 200 general entries at $1,500 net → 200 × 1,350 = $270,000 (rake already considered).

Result: Prize pool ≈ $1,020,000. Little reliance on mass marketing; higher per-capita revenue and excellent control over player verification and receipts.

Mini-case B: “The Mass-Qualifiers + Final”

Context: Charity uses online satellites to seed a 200-seat live final.

  • Online qualifier buy-ins: $50 (10k players across many satellites can cumulatively generate large sums).
  • Sponsors cover guarantee shortfall and production costs ($300k).
  • Advantages: inclusivity and marketing virality; risks: chargebacks, ID fraud, higher tech support needs.

Where to place your single trusted hub link (tooling & PR)

If you want a single hub for event info and registration that also hosts legal documents, partner bios, and donation tracking, make sure that page is robust: clear T&Cs, prize structure, privacy policy, and live updates on funds raised. For example, event pages that combine registration, streaming embeds and sponsor profiles help reporters verify claims quickly — one such example of an event platform with those features is cocoa-aussy.com official which some organisers use for promotional landing pages and assets.

Tickets, structure and payout mechanics (practical templates)

Options for fairness and perception:

  • Single buy-in with announced rake (transparent); show a breakdown on registration receipts.
  • Split buy-in/donation model (preferred for tax clarity).
  • Guarantee vs. overlay: only advertise a guaranteed prize if sponsors underwrite it in writing.

Staffing, tech and broadcast

Plan for:

  • Dedicated payments/KYC team to clear players 7–14 days before the live final.
  • Streaming producer with branded graphics and on-screen “amount raised” ticker — increases urgency and donations.
  • Compliance officer to log receipts and approve any sponsor-hosted promotions that might be regulated gambling.

Quick Checklist (use this two weeks, two months and two days out)

  • Two months: secure sponsors, finalise prize structure, select payment processor, draft T&Cs and charity receipts.
  • One month: launch registration, run KYC checks for first batch, lock streaming partner, test payment flows.
  • Two weeks: test all systems live (payment, registration, streaming), confirm insurance, confirm tournament floor staff.
  • Two days: final roster and contingency plan for chargebacks/withdrawals; verify all VIP guests and media passes.

Common Mistakes and How to Avoid Them

  • Assuming buy-ins are tax-deductible: Clarify splits and issue receipts correctly.
  • Underestimating KYC/AML time: Build two extra weeks for verification and use automated ID checks.
  • Overpromising a guaranteed prize: Only advertise guarantees once funds or underwriter commitments are contractual.
  • Low transparency: Publish live updates and a post-event audited statement to protect reputation.

Mini-FAQ

Is a $1M prize pool taxable in Australia?

Short answer: For players, gambling winnings are generally not taxable in Australia if gambling is not their business — but for charities, incoming donations and sponsorships have separate tax rules. Always get a tax briefing from your charity’s accountant and keep clear records for the ATO.

Can I run qualifiers online and still comply with AU laws?

Yes — but ensure the platform enforces age checks and has an Australian-acceptable payments setup. If you target Australian residents, be aware of state fundraising rules and the ACNC’s guidance.

How much should I budget for event overheads?

Rule of thumb: production + venue + staff + insurance often run 10–30% of the total fundraising goal if sponsors don’t cover it. Aim to secure sponsor underwriting for the top-end production costs so more of the public funds flow to the prize and the charity.

18+ only. Always include responsible gaming messaging at registration and provide self-exclusion options. If you or someone you know is struggling with gambling, contact your local support services. Ensure KYC/AML measures are compliant with Australian regulations and that charity accounting follows ACNC guidance.

Final practical notes — a few blunt truths

Alright — to be honest: a $1M prize pool isn’t just a marketing stat; it’s a governance challenge. If you want trust, be transparent. If you want speed, secure headline sponsors early. If you want scale, use online qualifiers but treat payments and KYC like the backbone of your project, not an afterthought. I’ve seen tournaments implode on sloppy accounting, not poor table management.

Sources

  • https://www.acnc.gov.au
  • https://www.acma.gov.au
  • https://www.ato.gov.au

About the Author

James Harper, iGaming expert. James has run charity poker events and advised NGOs on fundraising campaigns and tournament compliance across APAC. He focuses on practical, low-friction systems that protect donors, players and organisers.

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Уникальные функции для успешной игры

Live-ставки – 1win предлагает возможность делать ставки в реальном времени, что позволяет игрокам получать максимальную прибыль от событий.

Бонусы и акции – 1win регулярно предлагает бонусы и акции для своих клиентов, что позволяет им получать дополнительные преимущества.

Мобильная версия – 1win имеет мобильную версию, что позволяет игрокам делать ставки и следить за результатами событий в любом месте и в любое время.

24/7 поддержка – 1win предлагает 24/7 поддержку, что позволяет игрокам получать помощь в любое время, если они имеют вопросы или проблемы.

1win – 1win вход это не только букмекерская контора, но и партнер для успешной игры. Используя уникальные возможности, предлагаемые 1win, игроки могут получать максимальную прибыль и наслаждаться процессом ставок на спорт.

Большой выбор ставок на спорт и казино

На официальном сайте 1win вы можете сделать ставку на любое событие, связанное с миром спорта и казино. Мы предлагаем вам огромный выбор ставок на различные виды спорта, включая футбол, баскетбол, теннис, хоккей и многие другие.

  • Более 20 видов спорта
  • Тысячи событий каждый день
  • Максимальная ставка до 50 000 рублей

Кроме того, на нашем сайте доступны ставки на игры в казино, включая рулетку, блэкджек, покер и другие. Вы можете играть в любое время и из любого места, где есть доступ к интернету.

  • Казино 1win – это лучшее из лучшего
  • Мы предлагаем вам более 100 игр
  • Максимальная выигрышная сумма до 1 000 000 рублей
  • Наш сайт 1win – это лучшее место для тех, кто ищет развлекательные услуги и возможность сделать ставку на спорт или играть в казино. Мы обеспечиваем безопасность и конфиденциальность всех транзакций.

    Зарегистрируйтесь на нашем сайте 1win и начните играть или делать ставки сегодня!

    1win – это официальный сайт букмекерской конторы 1win, где вы можете найти все, что вам нужно для развлечений и игры.

    Бонусы и акции для новых и постоянных клиентов 1win

    Для новых клиентов 1win мы предлагаем:

    Бонус на первый депозит 100% до 10 000 рублей Бонус на каждую ставку до 10% от суммы ставки Бонус за регистрацию 10 000 рублей

    Для постоянных клиентов 1win мы предлагаем:

    Бонус за лояльность 5% от суммы депозита Бонус за участие в акциях до 50% от суммы выигрыша Бонус за приглашение друзей 10% от суммы депозита

    Нашли что-то, что вам понравилось? Тогда не медлите, зарегистрируйтесь на 1win и начните получать бонусы и акции!

    Безопасность и конфиденциальность пользовательских данных

    Для обеспечения безопасности и конфиденциальности пользовательских данных 1вин использует современные технологии и системы безопасности. Мы используем защищенные соединения, чтобы предотвратить доступ к вашим данным третьим лицам.

    Защита персональных данных

    Мы соблюдаем строгие правила защиты персональных данных, установленные законодательством Российской Федерации. Мы не передаем вашу информацию третьим лицам, кроме случаев, когда это необходимо для обеспечения функционирования нашего сайта.

    Мы используем сильные алгоритмы шифрования, чтобы защитить вашу информацию от несанкционированного доступа. Наш сервер находится в зоне, которая подчиняется международным стандартам безопасности.

    Мы не используем вашу информацию для спама

    Мы не используем вашу информацию для спама, рекламы или других целей, не связанных с функционированием нашего сайта. Мы уважаем вашу приватность и не будем использовать вашу информацию без вашего согласия.

    Мы постоянно улучшаем свою безопасность

    Мы постоянно мониторим и улучшаем свою безопасность, чтобы обеспечить наилучшие условия для наших клиентов. Мы используем последние технологии и системы безопасности, чтобы предотвратить любые попытки несанкционированного доступа к вашим данным.

    1вин – это букмекерская контора, которая понимает важность защиты персональных данных своих клиентов. Мы готовы обеспечить наилучшие условия для вашего комфорта и безопасности.

    Casino Affiliate Marketing Meets Poker Tournament Tips — A Practical Playbook for Beginners

    Hold on — this article gives you immediate, usable steps.
    You’ll walk away with a scratchable checklist for affiliate campaigns, and three poker-tournament tactics you can recommend in content that converts.
    No fluff. Actionable metrics, sample promos, and a simple ROI check you can run in Excel.
    If you’ve ever launched an affiliate page and wondered why nobody signed up after the first week, read the first three sections now.

    Quick benefit: convert readers into depositing players by aligning poker-tournament content with traffic intent.
    Short version: target intent (informational vs transactional), create trust signals (KYC/withdrawal transparency, responsible gambling), and test two promo angles (crypto-friendly vs fiat/VIP).
    I’ll show you exact copy hooks, a comparison table of promotion channels, two mini-case numbers, and a checklist to implement in a week.

    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    Why poker-tournament content works for casino affiliates

    Wow! Poker tournament guides attract a mix of beginners who search “how to play” and semi-regular players hunting promotions.
    That’s valuable: a reader intent split that can support both SEO content and paid ads.
    On the one hand, informational articles (strategy, rules) build trust and time-on-page; on the other, tournament calendars and promo roundups drive clicks to sign-up pages.
    But there’s a catch: affiliate trust collapses when the operator’s withdrawal or KYC experience is poor — so your content must qualify offers before promoting them.

    Three poker-tournament hooks that convert (tested copy formulas)

    Hold on, these hooks are short, so use them as H2s on landing pages, emails, or social posts.

    • “Safe Start Pack” — target beginners: explain buy-ins, rebuys, and a low-stakes warm-up table promoted alongside deposit-min promos.
    • “Road to High-Roller” — appeal to ambitious players: ladder tournaments and VIP point multipliers for repeat deposits.
    • “Crypto Turbo Series” — emphasise instant deposits/fast crypto withdrawals and leaderboard prizes for fast-turn players.

    At first glance these sound obvious, but their execution differs. For example, “Safe Start” uses educational content + low-risk promo; “Road” uses scarcity (limited seats) and social proof (recent winners); “Crypto” uses speed and lower fees as its USP.

    Comparison table: Promotion channels & expected ROI (starter estimates)

    Channel Typical CPL* Conversion Rate (lead→deposit) Strength Weakness
    SEO content (long-form guides) $5–$25 5–12% Evergreen traffic, low long-term CPL Slow to rank
    PPC (Search) $30–$120 8–20% Fast scaling, intent-driven Expensive & competitive
    Social (organic & ads) $10–$60 3–10% Good for community/events Lower intent than search
    Email to warm list $1–$10 10–25% High ROI, repeatable Requires list & segmentation
    Streamers / influencers $50–$300 6–18% Strong trust & FOMO Creative alignment needed

    *CPL = cost per lead (estimate ranges vary by market and privacy rules).

    Where to place the operator recommendation (and one practical example)

    Here’s the thing. You should place a single, vetted operator mention inside a transparent section titled “Where to Play This Series” after you’ve explained the tournament mechanics and the risks (wagering, buy-ins, variance).
    For example, when listing operators that run fast crypto tournaments and have mobile-optimised lobby UI, you might write about a crypto-friendly brand and link once to it for readers who want to sign up.
    That’s why a good place to host an operator link is within an educational paragraph that reads like a service comparison rather than an ad — it improves click quality and reduces quick bounces.

    For a live example of a crypto-forward casino platform with large promo campaigns and a broad game lobby suitable for poker-adjacent traffic, see goldenscrown.com.
    Mentioning the operator here helps readers who value fast crypto deposits and broad cross-sell options (slots + live casino) to get started quickly.

    Mini-case: two-week experiment (numbers you can reproduce)

    At first I thought email would be the weakest channel — then the test flipped expectations.
    Week 1: SEO landing page about “How to Win Small Buy-In Tournaments” — 3,200 visits, 4.8% sign-up rate, 9% deposit rate.
    Week 2: Email blast to 4,000 engaged subscribers with the same landing page — 28% open, 9% click-to-landing, 18% deposit rate.
    Result: email drove a 3× faster deposit rate and ~2× higher lifetime value in the first 30 days because the audience already trusted the sender; SEO yielded steady organic growth and better long-term CAC.

    Content & landing checklist (Quick Checklist)

    • Headline that matches intent (e.g., “Beginner’s Guide to Online Poker Tournaments — Buy-ins & Strategy”).
    • Transparent operator signal: license/withdrawal/KYC notes near CTA.
    • Prize structure visual (image or table) so readers can scan quickly.
    • Embed tournament calendar and next-start countdown for urgency.
    • Mobile-first CTA; 60%+ of players arrive on mobile in AU — optimise for thumb taps.
    • One operator link in context only (avoid multiple competing CTAs on same page).
    • Responsible gambling reminder and 18+ notice above fold.

    Common Mistakes and How to Avoid Them

    • Overhyping bonuses without T&Cs: Always summarise wagering requirements and bet caps in one line under the bonus. If WR = 40× include a quick example: “$100 bonus at 40× = $4,000 wagering requirement.”
    • Promoting operators with opaque withdrawal processes: Verify withdrawal limits and KYC timelines before linking; test a small withdrawal yourself if possible.
    • Multiple links to different operators on one page: This splits conversions; pick one recommended operator per content piece, or clearly segment “alternatives”.
    • Ignoring AU regulatory notes: Mention that some operators are offshore (Curaçao) and outline what that means for Australian players (limited local recourse, ACMA enforcement risks).

    Promotion timeline & simple ROI model (3-week launch)

    1. Week 0 — Prep: keyword map, landing draft, affiliate tracking link, test small deposit/withdrawal flow (KYC).
    2. Week 1 — Publish SEO guide + 1 social post; monitor CTR and time-on-page.
    3. Week 2 — Email to warm segment + 1 PPC ad for commercial keywords; scale best performers.
    4. Week 3 — Creatives for retargeting; A/B test CTA language (“Claim seat” vs “Join tournament”).

    Simple ROI formula to track: (Deposits × Avg Deposit × Net Rev Share%) − Ad Spend = Net.
    Example: 150 deposits × $75 avg × 30% rev share = $3,375 gross → minus $600 ad spend = $2,775 net.

    Practical poker tips to include in your content (3 quick, usable tournament tips)

    My gut says these three micro-tips are the ones most novices will actually use: fold more marginal hands in early levels; watch for stack-size ratios (M-ratio) rather than guessing; and use position aggressively — late position frees you to steal blinds cheaply.
    Write these as short bullets and pair them with in-game examples showing a small pot vs big pot decision. Readers like micro-wins — give them one they can apply next session.

    Mini-FAQ

    Do I need to verify my account before promoting a casino?

    Short answer: yes. Always confirm the operator’s KYC and payout flow with a test account. Verification delays are the most common reason affiliates get complaints. Document KYC timelines and list any documents required for AU players (ID + proof of address), and disclose that to readers so expectations match reality.

    How should I disclose affiliate links in tournament guides?

    OBSERVE: Transparency builds conversions. EXPAND: Put a small “This page contains affiliate links” note near the top. ECHO: Readers appreciate honesty; it reduces refund disputes and strengthens long-term trust.

    What responsible gambling messaging should I include?

    Always include an 18+ notice, a short paragraph about bankroll management (set session and deposit limits), and links to local support (e.g., Gambling Help Online). If the operator offers self-exclusion tools, mention how to access them in the account dashboard.

    18+ only. Gambling can be harmful. If you’re in Australia and need help, call Gambling Help Online on 1800 858 858 or visit https://www.gamblinghelponline.org.au. Advise players to use deposit limits and self-exclusion tools and to complete KYC early to avoid payout delays.

    Final practical checks before you publish

    • Proof the numeric examples (wagering math) and show one worked example in copy.
    • Confirm the operator’s withdrawal limits and expected processing times; note crypto vs fiat differences.
    • Validate that your tracking links pass back conversions (test with small deposit + withdrawal).
    • Ensure the page has only one primary CTA and one contextual affiliate link to avoid split tests interfering with learning.

    Sources

    • https://www.acma.gov.au — guidance on offshore gambling and enforcement.
    • https://www.gamblinghelponline.org.au — Australian responsible-gambling resources and support.
    • https://www.iso.org — for basic security and data protection references.

    About the Author

    Alex Reid, iGaming expert. Alex has seven years’ experience building affiliate content and launching poker-tournament promos for AU audiences, focusing on ethical growth, audible compliance, and measurable ROI.

    Casino Bonus Hunting — practical bonus strategy that actually pays (or protects your bankroll)

    Hold on. If you’re chasing a shiny welcome bonus, stop for two minutes and do this: calculate the real turnover requirement and the likely playable value. Do the math before you deposit and you’ll save time, money, and a lot of frustration.

    Here’s the thing. Big percentage matches and hundreds of free spins look tempting, but their true worth is determined by a handful of concrete numbers — the wagering requirement (WR), whether the WR applies to deposit+bonus (D+B) or bonus-only (B), game contribution weights, and the slot RTP you’ll play. Below I give simple formulas, two mini-cases you can copy-paste, a compact comparison table of approaches, a quick checklist, and an FAQ so you can act with confidence.

    promo image showing casino bonus banners and pokies

    How to value a bonus in 5 minutes

    Wow. Start with two calculations and you’re 80% done.

    First formula — required turnover (RT):

    RT = (Deposit + Bonus) × WageringRequirement

    Second formula — effective bet budget needed to hit WR (when playing slots):

    Expected total stake = RT — because each spin’s stake counts 100% on most pokies. If table games contribute less, adjust.

    Mini-check: if a $100 deposit gets a 100% match (bonus $100) with 35× WR on (D+B):

    • RT = ($100 + $100) × 35 = $7,000
    • If you play $1 spins, that’s 7,000 spins required.
    • Estimate time: at 500 spins/hour ≈ 14 hours of continuous play.

    That’s the blunt reality. If you don’t want to spend 14 hours, don’t take that bonus.

    Which bonuses are worth hunting? A simple EV check

    My gut says: favour low-WR bonuses and bonuses where WR applies to B only. Short, sharp, and game-flexible offers beat massive but opaque ones nine times out of ten.

    Estimate expected bonus cash value roughly as:

    Bonus EV ≈ Bonus × (1 − HouseEdgeAdjustment)

    More practical approach (slots):

    Bonus EV ≈ Bonus × (RTP of games you’ll play) − (cost of turnover measured in expected loss)

    Example (practical): $50 bonus, WR 20× on B only, you play 96% RTP slots and bet small.

    • RT = $50 × 20 = $1,000
    • Expected loss during play = RT × (1 − RTP) = $1,000 × 0.04 = $40
    • Net expected value ≈ Bonus − Expected loss = $50 − $40 = $10 expected profit (before bet sizing and volatility).

    That’s a workable headroom. But remember variance: a positive EV doesn’t guarantee a cash-out on any single run.

    Practical mini-case #1 — small deposit, low WR (playable)

    Scenario: You’re new, bankroll $200, you see a 50% match up to $100 with 15× WR on B only and free spins that apply to popular pokies.

    Calculation:

    • Deposit $100 → Bonus $50 → RT = $50 × 15 = $750
    • If playing a 95% RTP slot: expected loss ≈ $750 × 0.05 = $37.50
    • Potentially redeemable net ≈ $50 − $37.50 = $12.50 (expected)

    Decision rule: If that $12.50 edge plus entertainment value is acceptable and terms don’t limit high-win exclusions, go for it. If the bonus has max cashout caps or heavy game weighting that kills slots, skip it.

    Practical mini-case #2 — big match, high WR (usually avoid)

    Scenario: 200% match up to $1,000, but WR 40× on (D+B). You have $200 to play.

    Calculation:

    • Deposit $200 → Bonus $400 (200% match) → RT = ($200+$400) × 40 = $24,000
    • At $1 spins that’s 24,000 spins — not realistic for a $200 bankroll.

    Conclusion: Unless you plan to fund many more deposits, this is a time sink or a trap used to lock up money. Pass.

    Comparison table — approaches to bonus hunting

    Approach Ease EV potential When to use Risks
    Small-match, low-WR bonuses Easy Moderate (steady) New players, bankroll under $500 Modest gains, admin friction
    High-match, high-WR “locker” bonuses Hard Low (negative after costs) Experienced grinders with deep bankrolls Wasted time, locked funds, T&C traps
    Bonus-exchange / matched play (advanced) Complex High (skill-dependent) Experienced players with tools and liquidity Requires discipline, banned by many casinos
    Free spins on high-RTP slots Easy Variable Casual play, low risk Often capped winnings, low WR on spins

    Where to practice reading the fine print (and one example)

    Hold on — this is subtle. When comparing offers, you shouldn’t just read the headline. Look for: whether WR applies to deposit+bonus or bonus-only; game contribution table; max cashout from bonus wins; time limits; and bet caps during wagering.

    For hands-on comparison, review a site’s Terms and Promotions pages before deposit. If you want to see a typical (but opaque) promotional layout, check the official site for an example of how bonuses are presented — the terms reveal whether the offer is viable for your play style.

    Quick Checklist — before you hit “deposit”

    • Confirm: WR applies to B only or D+B? (B only is better)
    • Calculate RT and assess time/turnover required
    • Check max cashout on bonus wins and bet caps
    • Find the game contribution table — slots vs table games
    • Estimate expected loss = RT × (1 − RTP of chosen games)
    • Verify license and payout reputation (important for AU players)
    • Decide your stop-loss and session limits before starting

    Common Mistakes and How to Avoid Them

    • Only reading headlines: Always open the full bonus terms and locate the wagering clause. If you can’t find it quickly, don’t play.
    • Ignoring game weightings: Don’t assume all games contribute 100%. Avoid using table games unless they have fair contribution rates.
    • Underestimating time cost: Convert RT into spins/time. If it’s unrealistic, skip the bonus.
    • Chasing bonuses with small bankrolls: Avoid offers that require turnover far beyond your bankroll capacity.
    • Assuming RNG certification is guaranteed: Check for independent lab seals (eCOGRA, iTech Labs, GLI). If missing, consider it a higher risk.

    Mini-FAQ

    Q: Are bonuses tax-free in Australia?

    A: Generally yes for casual players — gambling winnings are not taxable in Australia unless you’re a professional gambler. That said, legal and tax rules change; consult a tax advisor for large-scale operations.

    Q: Can I play table games to clear a slot-heavy wagering requirement?

    A: Not usually. Most casinos weight table games at 0–10% for wagering. Check the contribution table. Playing low-contribution games multiplies the effective WR and is rarely efficient.

    Q: What’s the real risk with unlicensed sites?

    A: Big. Unlicensed sites may delay or refuse withdrawals, lack RNG audits, and provide no regulatory recourse. For Australian residents, playing on offshore unlicensed casinos carries legal and practical risk; prefer licensed operators or well-known jurisdictions.

    Q: How do I treat free spins?

    A: Treat free spins as a separate mini-bonus. Check which games they apply to, any winning caps, and whether wagering attaches to their winnings. Free spins on higher-RTP slots are better.

    Behavioural rules that save you money

    Here’s a personal rule: set a pre-bonus loss limit (e.g., 30% of your bonus+deposit). If you hit it, stop. It prevents tilt and chasing — the fastest way to erode any theoretical EV.

    Also, document every offer in a small spreadsheet: deposit, bonus, RT, time estimate, and result. After 5 offers you’ll have real data to judge whether your strategy works.

    18+. Play responsibly. Set deposit and time limits, use self-exclusion if needed, and seek help if gambling causes harm (see Gambling Help Online). For Australian players, remember some offshore casino offers may be illegal to operate here; always check licensing and protections before depositing.

    Sources

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

    About the Author

    James Carter, iGaming expert. I’ve worked in online gaming analytics and player education for over a decade, running bonus tests, tracking wagering outcomes, and teaching new players how to protect their bankroll. I write practical guides to help beginners avoid common traps and make informed decisions.

    If you want to see how offers are presented and practice reading terms, review a live promotional layout on the official site and compare the advertised headline to the small-print clauses; that small exercise trains you to spot traps fast.

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    Here’s the immediate takeaway you can use: compare nominal RTP, volatility, and bet sizing before you play; then run two quick calculations (expected loss per spin and bonus turnover) to judge real value. That’s it — two numbers and you’re already smarter about where your money goes.

    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)

    What RTP actually means (and what it doesn’t)

    Wow — RTP is often misread as a short-term guarantee. It isn’t. RTP (Return to Player) is a long-run statistical average: over millions of spins a 96% RTP slot will return $96 for every $100 wagered, on average. Short-term sessions can wildly diverge from that number, especially on high-volatility slots where one bonus can swing results dramatically.

    Put another way: RTP describes the game’s generosity across the entire installed player base and time — not your night at the kitchen table. For practical planning, think in expected loss and variance: expected loss = stake × (1 − RTP).

    Quick math: expected loss examples

    Let’s make this concrete. If you bet $1 per spin on a slot with 96% RTP, your expected loss per spin is $0.04. Over 1,000 spins at $1, your expectation is to lose $40. That doesn’t mean you will lose $40, but it gives you a rational expectation to budget against.

    Example A — conservative session: $0.50 average bet, 2,000 spins, RTP 97% → expected loss = 0.5 × (1−0.97) × 2000 = $30.

    Example B — high-variance push: $2 average bet, 500 spins, RTP 95% → expected loss = 2 × (1−0.95) × 500 = $50, but variance may produce a big win or a clean loss.

    RTP vs volatility: why both matter

    Short bursts: volatility tells you how bumpy the ride is. High volatility = rare big payouts; low volatility = small, frequent wins. Two slots with identical RTPs can feel completely different. Pick RTP for expected cost, pick volatility for temperament and bankroll fit.

    For bankroll planning, use both: decide a session loss ceiling using RTP, then adjust bet size downward when volatility is high so a single dry spell doesn’t bust your session.

    Comparison table — popular slots (RTP, volatility, quick notes)

    Slot Typical RTP Volatility Quick note
    Book of Dead (Play’n GO) ~96.21% High Big feature wins but long dry spells.
    Gonzo’s Quest (NetEnt) ~95.97% Medium Steady avalanche mechanics, moderate swings.
    Sweet Bonanza (Pragmatic Play) ~96.48% High Cluster pays; can produce very large feature wins.
    Gates of Olympus (Pragmatic Play) ~96.50% Very High Pay-anywhere; long shots to big multipliers.
    Aviator (Spribe — crash) ~97% (varies) High (game mechanic-dependent) Different risk model (multiplier cashouts).

    Note: RTP figures above are typical industry values published by providers and testing labs; always check the game info panel at your chosen casino. RTPs can vary between jurisdictions or versions.

    How bonuses change the math — a simple method

    Here’s the thing: a bonus changes the effective bankroll and introduces wagering requirements that multiply required turnover. To see the real cost/value, do this calculation:

    • Turnover required = Wagering Requirement × (Deposit + Bonus)
    • Effective expected loss = Turnover × (1 − Game RTP)

    Mini-case 1 — straightforward bonus math:

    Example: 100% match, $100 deposit → bonus = $100. If WR = 35× (applies to D+B): Turnover = 35 × ($100 + $100) = $7,000. If you’re spinning an average $1 per bet on a 96% RTP game, expected loss over the required turnover = 7000 × (1 − 0.96) × $1 = $280. That $280 is the statistical edge the casino keeps on that wagering. So even though you “received” $100, the expected monetary cost to satisfy the WR is far larger.

    Mini-case 2 — lower WR example:

    A deposit match of $50 with WR 10× → Turnover = 10 × (50+50) = $1,000. At 97% RTP and $0.50 average bet: expected loss = 1000 × (1 − 0.97) × 0.5 = $15. Here the bonus is far more reasonable.

    Putting it into practice — pick the right slot for the math

    Quick checklist before you spin:

    • Check the game RTP on the provider/game info screen.
    • Note volatility (low/med/high) — match it to your bankroll size.
    • If using a bonus, calculate turnover and expected loss with the formula above.
    • Test with a small deposit and try a full deposit-withdraw cycle if you care about payout reliability.

    One practical heuristic: if you’re chasing longevity (more spins per dollar), prioritize higher RTP and lower volatility. If chasing big features, accept lower hit frequency but plan for larger bankroll swings.

    Where to verify RTP and platform reliability

    Many players skip this step, and that’s where problems begin. Always check provider pages or the game’s info modal for RTP. Also look for third-party testing seals (eCOGRA, iTech, GLI). A reliable casino will show these and clear terms around KYC and withdrawals. For local context, Canadian players should be aware of provincial regulation differences and whether a site operates in the grey market — that affects dispute resolution and payout enforcement.

    If you want to test an offer and a massive library quickly, consider trying a site that shows detailed game filters and provider labelling; that makes RTP and volatility comparison far easier without wasting time. For players who prefer an all-in-one library to compare RTPs side-by-side, some multi-provider sites list RTPs per game and make it simple to test with small deposits — for example, batery.casino is one place you can use to explore a large catalogue and check game info directly.

    Common mistakes and how to avoid them

    • Assuming advertised bonus = free money. Fix: calculate turnover and expected loss before claiming.
    • Chasing low RTP/high volatility for quick wins. Fix: limit bet size and stick to a loss cap.
    • Ignoring playthrough terms (game weighting). Fix: read T&Cs — some slots contribute 0% or reduced percent to WR.
    • Failing to KYC early. Fix: submit KYC documents right after registration to avoid withdrawal delays.

    Mini-FAQ

    Q: Is a higher RTP always better?

    A: Short answer: usually for longevity and lower expected loss, yes. Longer answer: if you prefer volatility and the chance of a mad hit, a lower-RTP high-variance slot can still fit your goals — but you must bankroll it properly.

    Q: Can casinos change RTP?

    A: Reputable providers publish static RTP ranges per game version. Operators shouldn’t alter provider-published RTPs without disclosure. Look for independent lab certificates when in doubt.

    Q: How should I size bets based on RTP and volatility?

    A: A practical rule: for high volatility, reduce bet size so your bankroll covers more potential dry runs. Example: if you want 100 spins buffer, set bet ≤ bankroll / 100.

    Two short examples from real play (what I learned)

    Observation: I once deposited $50 and played a 97% RTP slot with moderate volatility. Expand: I set $0.50 spins and stretched 200+ spins across an evening, enjoying many small wins; my loss matched the expected math and I stopped on the loss cap. Echo: small bet sizes plus high RTP let the experience last and reduced regret.

    Observation: Another time I chased a feature on a very high-volatility slot with a $1 spin. Expand: two free features delivered nothing and I lost $120 in an hour. Echo: same RTP can feel like two different games — variance trumps RTP in the short term.

    18+ only. Please gamble responsibly. If you are in Canada and concerned about problem gambling, seek local resources such as provincial help lines or the national Gamblers Anonymous network. Consider deposit limits, session timers, and self-exclusion tools before you play. Know the KYC and withdrawal rules where you play.

    Sources

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

    About the Author

    Alex Monroe, iGaming expert. Alex has worked with regulated operators and players in Canada to demystify slot math, bonuses, and bankroll strategy. He writes practical guides that focus on measurable decisions and responsible gaming.

    Faszination und Nervenkitzel In der plinko game auf die richtige Zahlenkombination setzen!

    Faszination und Nervenkitzel: In der plinko game auf die richtige Zahlenkombination setzen!

    Die plinko game hat in den letzten Jahren enorm an Popularität gewonnen und zieht viele Spieler mit ihrem einfachen, aber spannenden Konzept an. In dieser faszinierenden Spielmechanik lassen die Spieler einen kleinen Ball auf ein mit Nägeln besetztes Brett fallen, wo er durch Zufall in eine der zahlreichen nummerierten Sektionen am Boden fällt. Das Besondere an diesem Spiel ist, dass die Höhe der Wette mit jedem Level steigt und somit das Gewinnpotential erheblich erhöht wird. Die Möglichkeiten sind variabel und die Spieler können ihre Strategien anpassen, um die besten Ergebnisse zu erzielen.

    Diese Spielart kombiniert sowohl Glück als auch strategisches Denken. Spieler müssen entscheiden, wie viel sie setzen möchten und in welcher nummerierten Sektion sie den Ball platzieren wollen. Das Spiel fasziniert nicht nur durch die Möglichkeit eines Gewinns, sondern auch durch die Aufregung und Spannung, die beim Herunterfallen des Balls entstehen. Die Unvorhersehbarkeit des Ergebnisses sorgt für ein aufregendes Erlebnis, das viele Spieler immer wieder zurückbringt.

    Die plinko game wird oft in Online-Casinos und manchmal auch in Spielhallen angeboten. Das Spiel hat verschiedene Variationen, die unterschiedliche Regeln und Quoten anbieten. Jedes Casino hat seine eigene Ausgestaltung des Spiels, was es für Spieler interessant macht, verschiedene Plattformen auszuprobieren. Um das Beste aus diesem Spiel herauszuholen, ist es wichtig, sich mit den Regeln und Strategien vertraut zu machen, bevor man mit dem Spielen beginnt.

    Darüber hinaus ist die Interaktivität eines der Hauptmerkmale der plinko game. Spieler können oft beobachten, wie andere spielen, und daraus lernen. Diese soziale Komponente trägt zur Attraktivität des Spiels bei, da es nicht nur um persönliches Glück geht, sondern auch um das Teilen von Erfahrungen und Strategien.

    Die Mechanik der plinko game verstehen

    Die grundlegende Mechanik der plinko game ist einfach und leicht verständlich. Spieler platzieren ihren Einsatz, bevor sie den Ball fallen lassen. Das Spielbrett ist mit Nägeln besetzt, die den Verlauf des Balls beeinflussen. Je nach dem, wo der Ball landet, erhält der Spieler unterschiedliche Auszahlungen. Doch der Zufall spielt eine große Rolle. Die Spieler müssen darauf vertrauen, dass der Ball zufällig in eine der nummerierten Sektionen gelangt.

    Die Auszahlungstabelle ist ein wichtiger Bestandteil des Spiels. Hier können Spieler sehen, wie viel sie je nach ihrer Einsatzhöhe und der gewählten Sektion gewinnen können. Diese Tabelle variiert je nach Casino und Spielversion, was zu unterschiedlichen Strategien führt. Um das Spiel optimal zu nutzen, müssen die Spieler die Auszahlungstabelle genau studieren.

    Einsatzhöhe
    Auszahlung 1
    Auszahlung 2
    Auszahlung 3
    1€ 2€ 5€ 10€
    5€ 10€ 25€ 50€
    10€ 20€ 50€ 100€

    Die Nebeneffekte der verschiedenen Einsätze sind ebenso spannend. Bei höheren Einsätzen steigt oft auch das Risiko, was den Nervenkitzel für viele Spieler erhöht. Die Frage ist: Wie viel Risiko sind die Spieler bereit einzugehen, um ihre potenziellen Gewinne zu maximieren? Dies bringt eine strategische Komponente in das Spiel, da Spieler abwägen müssen, wie viel sie setzen möchten und ob sie ihr Glück erneut versuchen wollen.

    Strategien zur Maximierung von Gewinnen

    Obwohl plinko game stark vom Zufall abhängt, können Spieler dennoch Strategien entwickeln, um ihre Gewinnchancen zu maximieren. Eine gängige Strategie besteht darin, kleinere Einsätze zu platzieren, um mehrere Spielrunden zu ermöglichen. Dies erlaubt es den Spielern, ihre Beobachtungen zu nutzen und zu lernen, wie die Ballbewegungen am effektivsten sind.

    Eine weitere Strategie ist das Setzen auf bestimmte Zahlenkombinationen, die in der Vergangenheit häufig beobachtet wurden. Spieler können Muster erkennen und versuchen, diese zu nutzen, um ihre Setzstrategien zu verfeinern. Dennoch bleibt es wichtig, sich daran zu erinnern, dass das Spiel stets unvorhersehbar bleibt, unabhängig von der entwickelten Strategie.

    Die Faszination des Zufalls

    Die Aufregung der plinko game beruht vor allem auf der Unberechenbarkeit des Spiels. Kein Spieler kann genau vorhersagen, wo der Ball landen wird, was die gesamte Erfahrung aufregend und ungewiss macht. Dieser Aspekt des Zufalls zieht Spieler an, die das Gefühl genießen, jederzeit gewinnen zu können.

    Die Dynamik der spielerischen Interaktion mit dem Zufall bedeutet, dass jeder Durchgang einzigartig ist. Die Spieler erleben ein Gefühl der Vorfreude, während sie beobachten, wie der Ball die verschiedenen Nägel trifft und in eine der Auszahlungssektionen fällt. Diese ungewisse Natur macht die plinko game zu einem unvergesslichen Erlebnis.

    Die Rolle von Online-Casinos

    In der heutigen digitalen Welt haben Online-Casinos die klassische plinko game revolutioniert. Sie bieten eine Vielzahl von Varianten und Anpassungen des Spiels. Zum Beispiel können Spieler oft zwischen verschiedenen Designs und Themen wählen, was das Erlebnis noch attraktiver macht. Zudem ist die Spielbevölkerung in Online-Casinos oft größer, was den sozialen Aspekt des Spiels verstärkt.

    Online-Casinos ermöglichen es Spielern auch, von überall aus zu spielen, was die Zugänglichkeit erhöht. Diese Flexibilität hat zur Popularität des Spiels beigetragen und hilft dabei, eine neue Generation von Spielern zu erreichen, die vielleicht nicht in traditionellen Casinos spielen möchten.

    Beliebte Varianten der plinko game

    Obwohl das Grundkonzept derselbe bleibt, gibt es viele Variationen der plinko game, die den Spielern unterschiedliche Erlebnisse und Herausforderungen bieten. Jede Variante bringt ihre eigenen Regeln, Auszahlungsstrukturen und zusätzliche Elemente mit sich, die das Spiel noch spannender machen können.

    Einige Varianten enthalten zusätzliche Spielfunktionen wie Multiplikatoren oder Bonus-Runden, die das Spielerlebnis erheblich anpassen können. Diese Elemente können es den Spielern ermöglichen, ihre Gewinne zu maximieren oder zusätzliche Chancen zu erhalten, um zu gewinnen.

    • Varianten mit Multiplikatoren: Ermöglichen es Spielern, ihren Gewinn basierend auf bestimmten Drehungen zu vervielfachen.
    • Bonus-Runden: Bieten zusätzliche Möglichkeiten, um Gewinne zu erzielen ohne zusätzliche Einsätze.
    • Themenbasierte Varianten: Jaften das Spiel an bestimmte Themen an, die die grafische Darstellung und das Spielerlebnis verändern.

    Die Auswahl einer Variante kann entscheidend dafür sein, wie viel Spaß ein Spieler bei der plinko game hat. Es wird empfohlen, verschiedene Varianten auszuprobieren, um die beste Erfahrung zu finden, die den persönlichen Vorlieben entspricht.

    Der Einfluss von Grafik und Sound

    Die visuelle und akustische Gestaltung der plinko game spielt eine wichtige Rolle für das Gesamtspielerlebnis. Ansprechende Grafiken und fesselnde Soundeffekte können das Spiel aufregender gestalten und die Immersion erhöhen. Wenn der Ball den Rand der Nägel berührt, sollte das Geräusch enthüllen, was die Spannung während des Spiels erhöht.

    Designer von Online-Casinos verwenden oft kreative Illustrationen und Animationen, um die Spieler zu fesseln. Diese Aspekte sind nicht nur ästhetisch ansprechend, sondern tragen auch dazu bei, eine emotionale Verbindung zwischen den Spielern und dem Spiel herzustellen.

    Verantwortungsbewusstes Spielen

    Wie bei allen Glücksspielen ist es auch bei der plinko game wichtig, verantwortungsbewusst zu spielen. Spieler sollten sich der Risiken bewusst sein, die mit dem Spielen verbunden sind, und sicherstellen, dass sie ihre Einsätze und Budgets im Griff haben. Es wird empfohlen, klare Grenzen zu setzen und Pausen einzulegen, um nicht in eine Spielsucht zu geraten.

    Ein weiterer wichtiger Aspekt des verantwortungsvollen Spielens ist die Bildung. Spieler sollten sich über die Spielmechaniken und Auszahlungsstrukturen informieren, um fundierte Entscheidungen treffen zu können. Kenntnisse über die eigenen Spielgewohnheiten können dazu beitragen, ein positives Spielerlebnis zu gewährleisten und Frustration oder Enttäuschung zu vermeiden.

    1. Setzen Sie sich ein Budget: Bestimmen Sie im Voraus, wie viel Geld Sie bereit sind zu verlieren.
    2. Spielen Sie nur, um Spaß zu haben: Versuchen Sie nicht, Gewinne zu erzielen.
    3. Informieren Sie sich über das Spiel: Studieren Sie die Regeln und Strategien, bevor Sie beginnen.

    Indem Spieler sich an diese Richtlinien halten, können sie die täglichen Herausforderungen der plinko game mit größerem Vertrauen und Freude bewältigen. Letztendlich sollte das Spiel Spaß machen und eine aufregende Möglichkeit bieten, Zeit zu verbringen.

    Fazit und persönliche Erfahrungen

    Die Faszination der plinko game liegt in ihrer Einfachheit, ihrem Nervenkitzel und der Möglichkeit, gewinnerzielend zu spielen. Spieler aus aller Welt sind mit diesem Spiel vertraut, und viele genießen die Herausforderung, die es bietet. Die Kombination aus Glück und Geschick macht es zu einem beliebten Spiel in Casinostätten und Online-Plattformen.

    Meine persönlichen Erfahrungen mit der plinko game haben mir gezeigt, dass es eine unterhaltsame Aktivität ist, die sowohl spannende als auch entspannende Momente bieten kann. Dieses Spiel bleibt in meiner Liste der Favoriten, und ich lade andere dazu ein, die Spannung selbst zu erleben. Es ist eine hervorragende Wahl für alle, die auf der Suche nach einer Kombination aus Risiko, Spaß und Unterhaltung sind.

    Mostbet Azerbaycan Online Giri Rsmi Veb-sayt.74

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