Uncategorized

Pragmatic Play Review: Slots That Conquered the World — Professional Poker Player: Life at the Tables

Hold on. If you want one practical takeaway before you scroll: Pragmatic Play makes consistently playable, mobile-first slots with clear math and widely varying volatility — so choose the game to match your session goals, not the headline bonus. That single decision will change how your bankroll behaves within 30 minutes of play.

Here’s the thing. Pragmatic Play titles populate the lobbies of most large multi-provider casinos, and their games often sit near the top of “popular” lists because they balance visuals, bonus features, and RTP in a way that clicks with casual players and seasoned grinders alike. This review gives you the real-world mechanics, simple calculations you can use at the table (or slot), and a short checklist to pick the Pragmatic slot that fits your money, mood and tolerance for variance.

![image](data:image/webp;base64,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)

Why Pragmatic Play matters (quick, practical view)

Wow. Pragmatic Play went from a small studio to a top-tier supplier in under a decade. They ship a high volume of new titles, keep the UI consistent across games, and support mobile in a way that reduces friction — important if you play on the tram or during lunch. For beginners: that means fewer surprises about where the buy-bonus is, how fast free spins run, and whether the game drops a big hit or drips small wins.

Two useful rules to start with: 1) If you prefer longer sessions, pick low-to-medium volatility and bankroll accordingly; 2) If you chase big single hits, pick high volatility and size bets smaller so you survive the dry spells. Below I show concrete math for both approaches.

Slot mechanics and math — the bits that actually change outcomes

Hold on — volatility and RTP are not interchangeable. RTP (Return to Player) is a long-run expectation — over millions of spins. Volatility (variance) controls the frequency and size of wins in the short run. You can have a 96% RTP slot with either calm payouts or wild, infrequent jackpots.

Example mini-case (practical): You have $200 and want a session that lasts 60 minutes. With a 1% rule of bankroll per spin, you’d set a base bet of $2. On a medium-volatility Pragmatic title (RTP ≈ 96%), you can expect longer playtime than on a high-volatility title where variance will burn your bankroll faster. Conversely, if you’re on a $200 roll and chasing a potential big payout, switch to high volatility and reduce bet size to $0.50–$1 to preserve rounds.

Quick calculation: A 35× wagering requirement on a Welcome Bonus (D+B) is common. If you deposit $100 + get a $100 bonus, wagering 35× on D+B = 35×($200) = $7,000 turnover. If your average bet is $2, that’s 3,500 spins required. That’s the reality check — bonuses often mean time-on-device, not instant cash.

Top Pragmatic Play slot types and features

Here’s what you’ll see again and again: free spins with multipliers, tumbling reels (cascades), buy-feature options on selected jurisdictions, and cluster/ways mechanics rather than fixed paylines. Their slots feel modern because UI choices (bet sizing, autoplay, info panels) are consistent across releases. That matters when you switch titles mid-session.

Title Approx. RTP Volatility Signature Feature When to play
Sweet Bonanza ~96.5% High Pay anywhere + tumbling wins + multiplier free spins Small bets, chasing high-multipliers
Wolf Gold ~96.0% Medium Fixed jackpots, respins Balanced sessions, medium stake
Mustang Gold ~96.5% Medium-High Pick-and-click jackpots Jackpot hunting with conservative bets

Choosing a Pragmatic slot: a short decision flow

Hold on. Ask yourself three questions before you press spin: What’s my bankroll? How long do I want to play? Am I chasing a specific feature? The answers map directly to bet sizing and volatility choice. Below is a short checklist and examples to make it concrete.

Quick Checklist

  • Decide target session length and set a win/loss stop.
  • Pick volatility to match session: low for time, high for hit-seeking.
  • Check RTP on the game info screen — prefer ≥96% if possible.
  • Read bonus game rules (max bet with bonus funds, excluded features).
  • Complete KYC early to avoid withdrawal delays.

Common mistakes Pragmatic players make — and how to avoid them

  • Misreading wagering terms: Treat 35× D+B like a speed test — know how many spins it implies.
  • Overbetting during bonus rounds: Casinos often limit max bet while bonus funds are active — this can void wins.
  • Chasing a bad run: Don’t double down impulsively; volatility means dry runs are normal.
  • Ignoring provider provenance: Pragmatic titles are audited, but always check the operator’s license and payout policy.

Where to play Pragmatic titles — practical recommendation

To find Pragmatic Play titles grouped neatly, look for operators who publish their provider list and show game RTP in the lobby. For a hands-on trial, visit the main page where many Pragmatic games are listed in demo and real-money modes; it’s a useful place to compare how different jackpots and features feel on mobile versus desktop.

Payments, KYC, and withdrawals — what Australian players need to know

Here’s the thing: if you’re in Australia, offshore casinos often accept AUD, e-wallets, vouchers like Neosurf, and cryptocurrencies. Pragmatic games are agnostic — they work across the board — but the operator’s payment policy matters. Complete KYC (ID, proof of address, proof of payment) early; otherwise your first withdrawal can be delayed for days.

Regulatory note: many offshore sites operate under Curacao-based licenses, which impose basic AML/KYC rules but fewer player-protection guarantees than top-tier regulators. The ACMA sometimes blocks domains; that’s a practical access risk. Keep balances modest and withdraw often as a mitigation tactic.

Mini-case: bonus math in practice

Short test: You accept a 100% match up to $200 with a 30× wagering requirement on bonus only (B). You deposit $100 and receive $100 bonus. Wagering is 30×B = 30×$100 = $3,000. If average bet = $2, you need ~1,500 spins. If the slot’s hit rate is low (high volatility), that’s a long slog and likely to deplete bankroll without big wins. If you prefer shorter commitment, pick games that contribute 100% to wagering and lower volatility.

Strategy tips from a poker-pro perspective

Here’s what bugs me: many slot players treat spins like independent bets without session-level planning. As a poker pro, I plan sessions: target ROI, stop-loss, variance buffer. Apply the same to slots. For example, allocate 20 buy-ins for a high-volatility session if you want a realistic chance at a large hit. That’s basic risk management, not luck-chasing.

Also: acknowledgement of cognitive biases helps. Gambler’s fallacy (expecting a hit after a dry streak) and anchoring to previous wins are common traps. If you’re emotional post-loss — take a break. Don’t bet to “win back” within the same session.

Common Mistakes and How to Avoid Them

  • Assuming high RTP means frequent wins — it doesn’t. Check volatility.
  • Failing to read excluded games in bonus T&Cs — leads to forfeited wins.
  • Delaying KYC until withdrawal — causes long hold times on your cash.
  • Over-reliance on autoplay — removes adaptive bet control during swings.

Mini-FAQ

Q: Are Pragmatic Play slots fair?

A: Yes. Pragmatic Play is an audited studio; their RNGs are tested by independent labs. But fairness in practice also depends on the operator’s payout procedures and license enforcement.

Q: What RTP should I target?

A: Aim for ≥96% for steady play. If you favour entertainment over expectation, RTP is less important than volatility and bonus frequency.

Q: Should I use the Buy Bonus option?

A: Only when the math gives you positive EV relative to your play style. Buy-bonus shortens the path to volatility but increases variance per spin — treat it like a sprint, not a marathon.

Q: How do I reduce withdrawal delays?

A: Finish KYC immediately after registration, use e-wallets or crypto for faster processing, and keep deposits/withdrawal methods consistent to avoid additional proof requests.

Final verdict — where Pragmatic Play shines and where to be careful

To be honest, Pragmatic Play won because they balanced production polish with repeatable mechanics and a developer cadence that keeps lobbies fresh. Their strong points: mobile-first design, consistent UI, engaging bonus mechanics, and a broad range of volatility to suit different players. The caution flags are operator-dependent: bonus rules, withdrawal policies, and the license under which games are offered.

If you want to test the experience without commitment, try Pragmatic free-play demos to learn the feel of a game’s variance and speed. For real-money play, set a session plan, complete KYC early, and treat promotions as time-on-device tools rather than guaranteed value.

Comparison: Practical Approaches to a Pragmatic Session

Approach Bankroll Plan Bet Size Best Titles Goal
Conservative Fun 50+ spins bankroll 0.25–1% of bankroll Wolf Gold, classic paylines Entertainment + steady wins
Jackpot Seeker 20–30 buy-ins 0.5–1% of bankroll Mustang Gold, Sweet Bonanza Big hit potential
Bonus-Centric Complete KYC, plan for WR Match bonus rules Titles with high bonus weights Convert bonus to withdrawable funds

18+ only. Gamble responsibly — set deposit limits and time-outs, and use self-exclusion if needed. If you’re in Australia and want help, contact your local support services for problem gambling assistance.

Sources

  • https://www.pragmaticplay.com
  • https://www.acma.gov.au
  • https://www.itechlabs.com

About the Author

Alex Mercer, iGaming expert. Alex has played professionally at live tables and tested thousands of online slot sessions across major providers; he writes practical guides for players who prefer clear math and real-world tactics over hype.