Understanding RTP — Pragmatic Play Review: Slots That Conquered the World

Hold on — RTP isn’t a promise. Pragmatic Play’s slots wear strong RTP badges, but that number only tells you the long-run expectation, not what you’ll see in a single session. For a beginner, the most useful practical benefit is this: use RTP to estimate average loss per hour and to choose games whose variance matches your bankroll and goals.

Here’s the quick win: if a slot has 96% RTP and you plan to stake $1 per spin at 20 spins per minute (~1200 spins/hour), your theoretical hourly loss is: (1 – 0.96) × $1 × 1200 = $48. That simple calculation gives you a baseline for bankroll planning and sets realistic session limits.

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)

What RTP actually measures — plain and usable

Wow! RTP (Return to Player) is a statistical average. On a 96% RTP slot, the machine returns $96 for every $100 wagered over an enormous sample size. That doesn’t mean you’ll see $96 back after 100 spins, though; variance can make nights wildly different.

Pragmatic Play lists RTP values for many of its titles and tends to publish several variants for the same game (e.g., 94.5%, 96.5%, 98%). This flexibility lets operators tune the product for regional markets, but it also means you must confirm the RTP on the specific site you play.

In practice, always check the game info screen or the operator’s help pages before you deposit. If the casino doesn’t show the RTP clearly, treat that as a transparency red flag and consider alternatives with clearer disclosures.

RTP vs volatility: choosing the right slot for your session

Hold on — volatility matters as much as RTP. Two slots can both say 96%, yet one pays small frequent wins and the other pays rare, huge jackpots.

Volatility (variance) describes the distribution of wins. Low-volatility slots: steadier bankroll movement, smaller swings. High-volatility slots: possible big payouts but require a bigger bankroll or more patience. If your goal is entertainment with less stress, favour lower volatility. If you’re chasing big one-offs, accept higher variance and set strict loss limits.

Practical rule of thumb: bankroll = (average bet) × (target session length in spins) × (risk multiplier). For low-variance play use multiplier 0.5–1; for high-variance play use 2–5. This crude heuristic helps you avoid going broke in a single night.

Mini-case: how to calculate expected turnover for a bonus

Something’s odd when bonuses look huge. For example, a 200% match on $100 with a 35× wagering requirement (on D+B) sounds generous until you do the maths. You receive $100 deposit + $200 bonus = $300. Wagering requirement = 35 × $300 = $10,500. At $1 spins that’s 10,500 spins. At 96% RTP your expected theoretical loss across those spins is 4% × $10,500 = $420.

Please note: bet-size limits and game weightings usually reduce practical ability to clear wagering. Avoid bonuses with WR on D+B unless you fully compute the turnover and accept the odds.

Comparison: tools and approaches for assessing Pragmatic Play slots

Approach / Tool What it shows Best use
Game info (RTP/Paytable) Declared RTP, symbol payouts, bonus features Quick pre-play check
Session log & staking calculator Actual spins, results, running ROI Self-monitoring and variance analysis
Independent tests / provider reports RNG audits and large-sample results Due diligence on fairness
Community run-rate trackers User-reported hit frequency (anecdotal) Spot-checks but use cautiously

On that note, if you’re comparing operator implementations of Pragmatic Play games, one practical place to inspect multiple live implementations and RTP variants is pokiespinz.com official — they list Pragmatic titles and RTPs in their game sections, which can help you confirm the live RTP variant before committing bankroll to a session.

Example session: using RTP and volatility together

Hold on — real example time. I test a Pragmatic Play slot with 96% RTP and high volatility. I choose $0.50 spins, plan 600 spins (30 minutes at 20 spm), so total turnover = $300. Expected loss = 4% × $300 = $12. To give myself a chance at a meaningful bonus round I up the bet to $1 for 200 spins (turnover $200) and keep $0.50 for the rest. That mix balances entertainment and a shot at bigger payouts while keeping expected loss visible.

What this shows in practice: use small sample calculations to shape stake patterns. Don’t chase outliers; set stop-loss and auto-cashout points based on the expected loss you can tolerate.

Quick Checklist — before you press “Spin”

  • Check the declared RTP on the game’s info screen.
  • Confirm the RTP variant used by the operator (if multiple RTPs exist for a title).
  • Assess volatility: low = steady play; high = bigger swings.
  • Calculate theoretical hourly loss: (1 − RTP) × avg bet × spins per hour.
  • Set session stake, stop-loss, and maximum time before you start.

Common Mistakes and How to Avoid Them

  • Misreading RTP as short-term guarantee: RTP is long-run; avoid expecting it to protect a short session. Fix: compute expected loss for your session length and accept it.
  • Ignoring volatility: Picking a high-variance game with a small bankroll leads to bust. Fix: match volatility to bankroll and goals.
  • Overvaluing bonuses on D+B WRs: You can end up wagering many thousands of dollars. Fix: calculate turnover and expected loss before accepting.
  • Playing without verifying operator transparency: Some sites don’t show RTP clearly. Fix: demand RTP on-site or move to a transparent operator.

Mini-FAQ

Is a higher RTP always better?

Short answer: usually, but context matters. Hold on — a higher RTP reduces expected loss but doesn’t change variance. If a high-RTP game is extremely volatile, you still need a matching bankroll. Use RTP as one filter, not the sole decision.

Do Pragmatic Play games get audited?

Yes. Pragmatic Play submits games for independent RNG and fairness audits. Look for certificates from recognised auditors on the provider or operator site to confirm. Also check whether the operator publishes a history of payouts and audit status.

How do bonuses affect RTP?

Bonuses don’t change a game’s underlying RTP. However, bonus wagering rules, game weightings and max bet limits reduce your effective ability to realise value. Always model WR on D+B into turnover and expected loss.

Practical tools and simple procedures

Here’s a short, practical workflow I use for every new Pragmatic Play slot I try: 1) read the paytable and confirm RTP; 2) note volatility and minimum/maximum bet; 3) set bankroll portion for the session (max 5% of total bankroll); 4) compute expected loss for planned spins; 5) set stop-loss and time limit; 6) log results. Repeat the log for at least 5–10 sessions to see if the slot’s behaviour aligns with stated metrics.

To be frank, biases sneak in. I sometimes anchor on big wins and forget average losses. Keep a short session log — it’s the simplest way to counter confirmation bias and gambler’s fallacy.

Two short case studies

Case A — Conservative play: Jane plays a 96% RTP, low-volatility Pragmatic slot. She uses $0.20 spins, plans 1800 spins across three sessions. Expected total turnover $360, expected loss ≈ $14.40. Result: enjoyable sessions, minor swings, no chase behaviour.

Case B — High-variance chase: Tom chooses a 96% RTP, high-volatility Pragmatic slot at $1 spins for 400 spins. Turnover $400, expected loss $16. But variance produced a long dry run and a single large hit that paid out. Tom’s emotional response (tilt) nearly doubled his subsequent session spend. Lesson: variance can produce wins but will also amplify behavioural risks.

Responsible play and regulatory context (Australia)

Hold on — play responsibly. If you’re in Australia, remember that offshore operators may not offer the same protections as licensed Australian operators, and the ACMA actively blocks non-compliant offshore sites. Always check operator licensing, KYC and AML practices before depositing. Set deposit limits, use self-exclusion if needed, and if gambling becomes a problem contact Lifeline (13 11 14) or visit Gambling Help Online for Australian support.

18+. Play responsibly. If gambling is causing harm, seek help: Gambling Help Online (www.gamblinghelponline.org.au) or Lifeline 13 11 14.

Sources

  • https://www.pragmaticplay.com
  • https://www.ecogra.org
  • https://www.acma.gov.au

About the Author

Alex Mercer, iGaming expert. Alex has ten years’ experience testing casino games, advising players on risk management, and auditing operator transparency. He writes practical guides aimed at reducing harm and improving player decision-making.

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