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Pragmatic Play Review: Slots That Conquered the World

Hold on. If you want to pick a few Pragmatic Play slots that actually give you a shot at enjoyment (and sensible bankroll management), you need more than a top-10 list. You want fast checks, simple math, and a place to test those picks without guesswork.

Here’s the practical payoff up front: this review tells you which Pragmatic Play mechanics matter (RTP, volatility, bonus frequency), how to convert a bonus into realistic expected value, and where to try titles in a licensed environment. Short checklist first; deeper thinking next.

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Why Pragmatic Play matters — quick read

Wow. Pragmatic Play kept a consistent release cadence through the 2010s and 2020s, and that output gave operators reliable, modern-feeling content. Their slots are everywhere because they balance accessible volatility with vivid bonus features: Megaways-style mechanics, free spins with retriggers, and linked jackpots.

Practically: look for RTPs in the 96–96.5% band for solid long-term value. Volatility is where the fun (and risk) lives — choose low/medium for bankroll preservation, high volatility for chance at big scores but with longer dry spells.

How Pragmatic Play slots work — the parts that change outcomes

Hold on — this part gets technical, but it’s useful.

Reels and paylines: Pragmatic mixes fixed-payline classics with ways-to-win or Megaways mechanics. That affects hit frequency more than RTP does. Hit frequency controls your short-term feel: frequent small wins = longer session feel-good; rare big wins = whiplash.

Bonus features: free spins, multipliers, expanding wilds, and bonus buy options (where legal). Free spins with retriggers usually increase variance but also create a path to outsized returns; multipliers amplify EV when combined with high RTP bases.

Return to Player (RTP): Pragmatic’s advertised RTPs typically range 94.5%–98% across titles. Always check the game page for the precise value. For example, some of their newer branded/feature-rich titles advertise 96.2%–96.5% RTP — a pragmatic sweet spot for many players.

Mini-case: turning a welcome bonus into a testbed

At first I thought a 100% match up to $200 with 35x WR looked decent; then I ran the numbers.

Example: deposit $50, bonus $50 — total balance $100. Wagering requirement 35× on (D+B) = 35×100 = $3,500 turnover. If you play a Pragmatic slot at 96% RTP, expected loss over that turnover = $3,500 × (1 − 0.96) = $140. Net expected value = gross bonus $50 − $140 = −$90. Not great.

So: don’t chase bonuses blindly. Either negotiate for lower WR, pick high RTP Pragmatic titles, or treat the bonus as a free extended trial rather than guaranteed value.

Comparison table: Pragmatic Play vs other major slot suppliers

Feature Pragmatic Play NetEnt Microgaming
RTP typical range 94.5%–98% 95%–97.5% 92%–97%
Known for Feature-rich modern slots, branded releases Polished classics, high volatility flagship titles Large progressive jackpots (Mega Moolah)
Live casino / streaming Own Live Casino studio offering 1080p streams Third-party live tables via partners Partnered live studios
BonusBuy availability Yes (in many jurisdictions) Limited Rare
Developer footprint Broad (operators worldwide) Legacy & premium Very large library

Where to play Pragmatic Play safely (and why it matters)

Something’s off if your chosen site doesn’t show licensing and RNG audit info. Pragmatic Play supplies to regulated operators; pick platforms that clearly publish MGA/NJ/PA or provincial Canadian regulatory details, display independent lab seals, and offer KYC transparency.

One practical test: scan the site footer for licenses, then check a random game’s info for RTP certification. If it’s missing, walk away.

For Canadian players wanting to test Pragmatic Play titles in a licensed environment, reputable platforms that list provider details and regulatory credentials are preferable; for example, try games on spinpalacecasino or a similarly transparent operator, verify the game RTP and audit seals, then run short sessions to judge hit frequency vs expected variance.

Standout Pragmatic Play slots and what they teach you

Pragmatic’s catalog is long; here are patterns rather than exhaustive titles.

  • Low-volatility, frequent-win slots — good for learning rules and bonus cadence without burning bankroll quickly.
  • Medium-volatility, retrigger-heavy slots — best for players who want tension with occasional big spins.
  • High-volatility, jackpot or buy-bonus titles — treat as speculative plays; size stakes tiny relative to total bankroll.

Practical tip: if a slot offers BonusBuy and you have a small test stake ($20–$50), try a couple BonusBuys at the minimum buy to see feature payout behaviour; but only where legal and where you can afford the variance.

Common mistakes and how to avoid them

  • Chasing short-term “streaks” — remember independence: prior spins do not alter RNG outcomes.
  • Ignoring volatility — always align game volatility to session goals (bankroll, time, tolerance).
  • Overvaluing advertised max wins — jackpots and top prizes are outliers; plan for median outcomes.
  • Not checking T&Cs — bonus game weighting and max bet caps will torpedo bonus clearing plans if overlooked.

Quick Checklist: before you spin a Pragmatic Play slot

  • Check RTP on the game page (write it down).
  • Set a session loss limit and max time (use site tools if available).
  • Decide stake sizing: risk no more than 1–2% of total bankroll on high-volatility, 3–5% on low-volatility.
  • Confirm whether BonusBuy is allowed and legal in your jurisdiction.
  • Verify site licensing and independent lab seals (e.g., iTech Labs, Gaming Labs).

Mini FAQ

Is Pragmatic Play fair?

Short answer: Yes, when played on regulated sites. Pragmatic Play is audited by independent labs and distributes to licensed operators. Still, fairness in the short run is governed by variance — expect wild swings.

Which Pragmatic slot has the highest RTP?

RTP varies by release and region. Some titles publish RTPs up to ~98% in specific variants, but always check the exact game info in the lobby you use.

Can I predict when a bonus will trigger?

No. RNG ensures unpredictability. Your best approach is bankroll sizing and choosing games whose bonus cadence historically fits your session length.

Two short examples from real practice

Example A — The bankroll test: I allocated $150 to test a medium-volatility Pragmatic title with 96.5% RTP. Using $0.50 spins, I ran 300 spins (~$150 turnover). Result: long dry spell, one big retrigger win. Takeaway: pick lower stakes for longer sessions unless you’re chasing volatility.

Example B — Bonus clearing math: a $100 bonus with 40x WR (D+B) on a 96% slot is often negative EV after required turnover. Compute turnover = 40×(deposit+bonus). Then expected house margin = turnover × (1 − RTP). Use this quick calc before accepting offers.

Responsible play and Canadian regulatory notes

Hold on — this matters. Play only if you are 18+ (or 19+ in some provinces). Use operator responsible gaming tools: deposit limits, reality checks, self-exclusion. Canadian players should verify provincial access rules and operator licensing. If gambling causes harm, contact local resources such as the Responsible Gambling Council or provincial help lines.

Gamble responsibly. 18+. If you need help, visit your provincial support services.

Final thoughts — a practical nudge

To be honest, Pragmatic Play earned broad distribution because their titles are reliable for operators and enjoyable for many players. They aren’t the “most generous” or “most volatile” across the board, but they offer predictable feature design and a modern UX.

If you want to learn them properly: 1) pick a low-stakes test game for 500–1,000 spins to feel hit rhythm, 2) run the bonus math before accepting site offers, and 3) if you test on a licensed operator, confirm RTP and audit seals first.

One practical route: try Pragmatic Play games on a transparent, licensed platform where provider and RTP info are exposed so you can make informed choices and use site responsible gaming tools.

Common Mistakes and How to Avoid Them

  • Assuming short-term results match RTP — mitigate with smaller stakes and longer sessions.
  • Using bankroll-per-spin rules that are too aggressive — scale stakes to volatility.
  • Accepting high WR bonuses without calculating turnover EV — do the math first.
  • Neglecting license checks — always validate operator credentials before depositing.

Sources

  • Pragmatic Play — official provider information and game pages (developer site)
  • Malta Gaming Authority — licensing records and regulatory guidance
  • iTech Labs — independent test lab reports and certification standards

About the Author

Alex Morgan, iGaming expert. I’ve reviewed suppliers, audited RTP claims, and worked with Canadian-focused operators to validate game and platform compliance. I write practical guides to help players make safer, smarter choices.