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RTP Comparison of Popular Slots — Pragmatic Play Review: Slots That Conquered the World

Hold on. If you want one practical thing from this piece right away: compare slot RTPs by game and by operator before you chase a bonus or press “max bet.”

Here’s the thing — RTP numbers are simple on paper but noisy in practice. This article gives clear comparisons, short worked examples you can actually use at the casino cashier, and a checklist to keep your bankroll intact while exploring Pragmatic Play’s most-played titles.

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What RTP really means for you (short, practical)

Wow! RTP (Return to Player) is the percentage a slot returns over a very long sample. But for you — the session player — variance dwarfs RTP every night of the week.

Put plainly: a 96% RTP suggests that over millions of spins the game theoretically returns $96 for every $100 wagered. That does not mean you’ll see $96 back on a $100 deposit in an evening. You might walk away with $0 or $500. Expect volatility.

To use RTP practically: pick games with higher RTP for longer sessions or when clearing wagering requirements; pick volatile titles when you want rare, larger wins but accept extended losing stretches.

Why Pragmatic Play matters — and what to watch for

Hold on — Pragmatic Play isn’t just “another” provider. They’re one of the largest multi-product studios: slots, live casino, bingo. Their titles are ubiquitous across regulated markets and show up in most operator promos.

Two practical consequences: (1) many casinos offer multiple RTP settings for the same title — check the game info before betting; (2) promotional offers often route you to specific Pragmatic titles because providers track engagement. That matters for completing wagering requirements.

On the regulatory side, Pragmatic Play is licensed to supply games in multiple jurisdictions and submits games for independent testing; still, operators sometimes publish different RTP builds, so the number on the developer site is a reference, not a guarantee.

Quick primer: How to compare RTPs (mini-method)

Hold on. Here’s a fast, usable method:

  1. Open the game’s “Info” or “Help” screen in the casino lobby and note the RTP value and version/date if listed.
  2. Check the casino’s game page or paytable — differences sometimes exist between demo and real-money builds.
  3. When claiming a bonus, confirm with support which RTP titles are eligible (and which are weighted 0% or 10% towards wagering).

Example calculation: RTP 96% on a €0.50 spin = theoretical long-run loss of €0.02 per spin. If you run 1,000 spins at that stake, expected theoretical loss = 1,000 × €0.02 = €20. That’s expectation, not a promise.

Comparison table — Popular Pragmatic Play slots and their common RTPs

My table below lists commonly reported RTPs for widely played Pragmatic titles. Note: operators may publish slightly different figures; always verify the in-casino game info.

Game Typical RTP Volatility Why players pick it
Gates of Olympus 96.50% (typical) High Cluster pays + big top wins via multipliers
Sweet Bonanza 96.48% High Tumble mechanic, free spins with multipliers
Wolf Gold 96.00% Medium Fixed jackpot rounds; steady hits
Great Rhino 96.53% Medium-High Sticky respins and progressive-esque thrills
John Hunter & the Tomb of the Scarab Queen 96.50% High Big win potential in free spins
The Dog House 96.51% High Sticky wilds; popular with casual players

Mini-case: Two short examples to show RTP in action

Hold on. Case 1: You deposit €50, pick Gates of Olympus (96.50%), place €0.50 spins and play 200 spins. The theoretical loss ≈ 200 × €0.50 × (1 – 0.965) = €3.50. You may win jackpots that dwarf that, or you could go bust. The math gives a baseline for bankroll sizing.

Case 2: You have a 50× wagering requirement on a €20 bonus + €20 deposit (total €40). With a 50× WR, turnover required = 50 × €40 = €2,000. If you use a €0.50 average stake, that’s 4,000 spins — the RTP you pick affects expected net loss during WR clearance. Prefer higher RTPs to reduce expected loss while clearing WR.

RTP vs Volatility: Which to prioritize?

Short answer: it depends on your goal.

If you’re aiming to finish wagering requirements or stretch a small bankroll, prioritize higher RTP, lower volatility games. If you want big swings and rare large payouts, accept lower effective session RTP via high volatility.

Practical tip: split your session. Use 70% of the bonus/wagering time on a mid-high RTP title (e.g., Great Rhino) and 30% on a high-volatility Pragmatic title for shot-taking. This hedges both objectives.

Where to try these Pragmatic titles (context and a safe suggestion)

Here’s the thing — not all casinos show the same RTP by default. If you want a place that organizes provider apps and often lists RTPs clearly, check joocasinoz.com/apps for a consolidated view of casino apps and game lists that help you find provider-specific builds and live titles in your region.

Use that link to compare how different operators present RTP info and to locate studio builds available in your market. Always cross-check the in-game help page before placing real-money bets.

Quick Checklist — Before you spin

  • Check the in-game RTP in the help/paytable screen.
  • Confirm which games count towards any bonus wagering and their weightings.
  • Decide your session bankroll and max-loss limit (stop-loss).
  • Prefer higher RTP for WR clearance; accept volatility only if bankroll allows.
  • Document screenshots of promos and terms in case of disputes.

Common Mistakes and How to Avoid Them

  • Mistake: Assuming RTP = guaranteed short-term performance. Fix: Treat RTP as a long-run metric and size bets accordingly.
  • Mistake: Ignoring game weighting in bonus T&Cs. Fix: Read T&Cs — slots often contribute 100%, but live/table games may be excluded or low-weighted.
  • Mistake: Chasing a “hot” spinner after a loss (gambler’s fallacy). Fix: Use session limits and scheduled breaks; random outcomes don’t have memory.
  • Mistake: Not verifying the operator-specific RTP build. Fix: Check the game info in the casino client and ask support for build/version if unclear.

Mini-FAQ

Q: Can RTP change per casino?

A: Yes. Developers sometimes supply different RTP builds, and operators may publish different numbers. Always verify within the casino client’s game info screen before betting.

Q: Is higher RTP always better?

A: For expected loss per spin, yes. But higher RTP games can be very low volatility and reduce the chance of a single large payout. Choose based on session goals.

Q: Do bonuses change the effective RTP?

A: Indirectly. Wagering requirements and game weightings change the expected cost of clearing a bonus; use RTP to model expected losses during WR clearance.

18+ only. Play responsibly; set deposit and loss limits, and use self-exclusion tools if needed. For help in Canada, consult your provincial regulator (e.g., AGCO in Ontario) or visit national resources. Remember: no RTP or strategy guarantees wins.

Sources

  • https://www.pragmaticplay.com
  • https://www.agco.ca
  • https://www.gambleaware.org

About the Author

Alex Mercer, iGaming expert. Alex has spent a decade testing casino platforms and building practical guides for players; he focuses on responsible play, measurable tactics, and clear, evidence-based advice.

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