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Statistical Model · Updated Daily

RTP Prediction Calculator

Forecast slot RTP for tomorrow, 3 days, and 7 days ahead using autoregressive statistical models. See confidence intervals based on 30 days of observed data. Select a slot and explore the prediction.

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How the RTP Prediction Model Works

Our prediction engine uses a combination of statistical techniques to estimate probable RTP ranges for the near future:

1. Autoregressive Moving Average

We model daily observed RTP as an AR(1) process with mean-reversion toward the theoretical RTP. The autocorrelation coefficient determines how strongly yesterday's RTP influences tomorrow's prediction.

RTP(t+1) = α × RTP(t) + (1-α) × RTP_theoretical + ε

2. Volatility Estimation

The rolling 7-day standard deviation (σ) determines the width of confidence bands. High-volatility slots have wider prediction ranges. We use σ to compute 50%, 80%, and 95% confidence intervals.

50% CI: μ ± 0.67σ  |  80% CI: μ ± 1.28σ  |  95% CI: μ ± 1.96σ

3. Provider & Category Priors

We factor in the average RTP drift across all slots from the same provider, and the slot's volatility category (high, medium, low). These hierarchical priors improve prediction accuracy, especially for slots with fewer days of data.

4. Confidence Intervals Explained

50% Confidence (Green): The RTP is equally likely to fall inside or outside this range. Think of it as the “most likely” zone.
80% Confidence (Yellow): We expect the RTP to land here 4 out of 5 times. A practical range for decision-making.
95% Confidence (Red): The full range of statistically reasonable outcomes. Only 1 in 20 days should fall outside this band.

Important Disclaimer: RTP predictions are statistical estimates based on historical data patterns. They do NOT guarantee future outcomes. Each individual spin is completely random and independent of past results. This tool is for educational and entertainment purposes only. The house always maintains a mathematical edge. Please gamble responsibly.

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