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HomeUncategorizedIn-Play Betting Guide — Understanding RTP (and how it matters in live...

In-Play Betting Guide — Understanding RTP (and how it matters in live action)

Hold on — RTP isn’t a promise. It’s a long-run average. That matters a lot when you’re betting in-play, where seconds count and emotional decisions are easy.

Here’s the practical benefit up front: if you understand what RTP really measures, how volatility interacts with in-play odds, and how to convert advertised percentages into bet-sizing rules, you’ll make fewer costly instinctive bets during live events. Read the next two short sections carefully and bookmark the checklist at the end.

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)

Quick primer: what RTP actually is (and isn’t)

RTP stands for Return to Player. Simple definition: over a very large number of identical bets, RTP is the average percentage of stake returned to players. So a 96% RTP implies the operator returns $96 for every $100 wagered in aggregate. Short-term outcomes can — and will — deviate massively.

Short and blunt: RTP is a statistical average, not a guarantee. It does not tell you anything about the distribution of wins (variance) or how quickly you will hit wins in a single live match or session. That distinction is the difference between a useful metric and a misleading marketing bullet point.

Why RTP matters for in-play betting

At first glance, RTP looks more relevant to casino slots than to sports in-play betting. But the concept maps directly: any betting market has an implied payout percentage (1 minus bookmaker margin). Understanding that “market-level RTP” plus the volatility of outcomes gives you a clearer expectation of long-run profitability and short-term risk.

Think about it like this: bookmaker margin reduces theoretical RTP. If a live market offers odds that imply a market payout of 94%, your long-run expected return is lower than in a 98% market. Combine that with volatile events — red cards, injury time, rain delays — and the real-time risk increases.

Key terms (fast)

  • RTP: long-run percentage returned to players.
  • Edge (house/book): 1 − RTP; the bookmaker’s built-in advantage.
  • Volatility (variance): how spread-out results are — crucial for in-play.
  • Implied probability: 1 / decimal odds (before margin adjustment).

Translating RTP into in-play decisions — a short method

Observe the market. Expand with numbers. Echo with a rule-of-thumb.

Step 1 — Convert odds to implied probability: decimal odds 2.50 → implied 40% (1/2.50 = 0.40).

Step 2 — Adjust for bookmaker margin (simplified method): sum the implied probabilities of all outcomes, then divide each implied probability by that sum. Example: two-way market with decimals 1.80 and 2.10. Raw implieds: 55.56% and 47.62%. Sum = 103.18%. Adjusted market payout for the first outcome = 55.56 / 103.18 = 53.86% (approx RTP to player).

Step 3 — Compare adjusted RTP to your bet size and time horizon. If market RTP ≈ 95% but the event is extremely noisy (late-match red card risk), reduce stake or skip. If you’re trading (laying off risk), use smaller stakes and tight stop rules.

Mini-case A — Live soccer corner market (simple numbers)

I once tracked a live corner market where the bookmaker’s two options (over/under next corner) had an implied market RTP of ~92% during the 80th minute due to a sudden shift. My gut said the home team was pushing. I sized the bet to 1% of bankroll, not 3%. The result: no corner and a small loss, but bankroll survived a stretch that otherwise could’ve been hit hard.

Lesson: when market RTP drops (wider margin), treat bets as higher house-edge and reduce size.

Comparison table — Tools and approaches for estimating RTP/market payout (quick)

Approach / Tool Speed (suitable for in-play?) Accuracy Use case
Manual implied-probability calc (phone) Fast Medium Quick checks, single bets
Spreadsheet tracker (pre-match models) Slow High Modeling, staking plans
Real-time odds API / overlay Very fast High Scalping, trading, advanced in-play
Bookmaker-implied market monitor (third-party) Fast Variable Compare margins across books instantly

Choosing platforms and payments with RTP in mind

Something that bugs me: people treat payout mechanics and RTP as separate from platform choice. They’re linked. If you prefer fast cashout after a successful in-play session, choose operators who reliably pay quickly and transparently. For example, operators that emphasize instant e-wallet or crypto payouts remove the friction of waiting — which is psychologically important after a volatile in-play run.

For players who value speed and wide market access, it’s useful to check operational features such as settlement speed, withdrawal rules, and how bonuses influence wagering requirements (which change your effective RTP on bonus funds). For a practical option where fast settlements and crypto options are core parts of the product, consider fastpaycasino as an example platform that emphasizes rapid payouts and broad payment support within its product mix.

Staking strategies that respect RTP and variance

At first I thought flat-betting was boring. Then I realized it’s functional.

Flat stake: fixed amount per bet (best for high variance markets and beginners).

Kelly criterion (fractional Kelly preferred): uses edge estimate and odds to size stakes. Works well if you can estimate true probability better than the market — often unrealistic in in-play without models.

Fixed fractional: bet a fixed percent of current bankroll (1–2% typical). This is robust under varying RTP and volatility.

Practical rule-of-thumb for in-play

  • If market RTP ≤ 95% (high margin), reduce stake by 50% versus pre-match plan.
  • If volatility is high (late game, injury time, weather), halve stakes again or avoid.
  • Set a session stop-loss (e.g., 5–10% of bankroll per session).

Common mistakes and how to avoid them

  • Confusing RTP with short-term certainty. Avoid assuming a 97% payout will rescue a single losing streak — it won’t. Use bankroll sizing.
  • Not adjusting for bookmaker margin. Always convert odds to market payout before sizing bets.
  • Chasing losses during volatile swings. Implement automatic session limits and timeouts.
  • Using bonus funds without reading wagering terms. Bonuses with high playthrough reduce effective RTP and can trap funds.
  • Failing to verify settlement and withdrawal rules. Fast payouts are part of the experience; check KYC and withdrawal limits before staking large sums.

Quick Checklist — what to do before you press “bet” in-play

  • Convert odds to implied probability and adjust for margin (quick calc).
  • Estimate volatility for the market and the specific match/state of play.
  • Choose stake method (flat / fractional / Kelly) and cap per-session loss.
  • Confirm platform settlement speed and withdrawal rules (KYC done?).
  • Set an automatic timeout after N losses or after a fixed time.

Mini-FAQ

Q: Does a higher RTP mean I should always bet more?

A: No. A higher RTP reduces the long-run house edge but says nothing about variance. If the event is noisy and outcomes swing widely, the same RTP still risks large short-term drawdowns. Manage stake size accordingly.

Q: Can I use RTP to beat the bookmaker in-play?

A: RTP alone is not sufficient. To gain long-term edge you need superior information or pricing (i.e., you must identify when odds misprice true probability). That often requires models, fast data feeds, or being able to act before markets adjust.

Q: How do bonuses affect RTP?

A: Bonuses change effective RTP because wagering requirements and game weightings alter the fraction of bonus you can realistically convert to cash. High wagering multipliers (e.g., 30x–50x) can make a bonus effectively negative expected value unless you factor them into your plan.

Mini-case B — Simple calculation: converting bonus into effective RTP

Scenario: A sign-up bonus gives you $50 on a $50 deposit, but with a 40× wagering requirement on bonus only. That means you must wager $2,000 before withdrawing bonus-derived cash. If you play a game with RTP 96% and average bet size of $1, expected loss per $1 staked is $0.04. Over $2,000 you’ll lose ~$80 on average, meaning the bonus value is wiped out and negative in expectation. Always run this arithmetic before accepting bonuses during your in-play sessions.

Regulatory and safety notes for Canadian players (brief)

18+ (or the local provincial legal age). In Canada, gambling rules vary by province and territory. Operators serving Canadians should comply with provincial frameworks (e.g., iGaming Ontario for Ontario players) or clearly disclose their jurisdiction and licensing. Do your due diligence: check the operator’s license, KYC/AML procedures, and dispute channels before depositing significant funds.

Responsible gaming matters. Use deposit limits, session timers, and self-exclusion tools when available. If gambling causes harm, seek help — for Canada, problemgambling.ca is a national hub with local resources and support.

Gamble responsibly. This guide is educational, not financial advice. Never wager more than you can afford to lose. If you suspect a problem, contact your local support service.

Sources

  • https://www.gamblingcommission.gov.uk
  • https://www.ecogra.org
  • https://www.problemgambling.ca

About the Author

{author_name}, iGaming expert. I’ve spent a decade researching in-play markets and testing practical staking systems, working with both recreational players and semi-professional traders to improve bankroll management and reduce tilt.

Richard Brody
Richard Brody
I'm Richard Brody, a marketer based in the USA with over 20 years of experience in the industry. I specialize in creating innovative marketing strategies that help businesses grow and thrive in a competitive marketplace. My approach is data-driven, and I am constantly exploring new ways to leverage technology and consumer insights to deliver measurable results. I have a track record of success in developing and executing comprehensive marketing campaigns that drive brand awareness, engagement, and conversion. Outside of work, I enjoy spending time with my family and traveling to new places.
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