Aggregating data can reveal long-term patterns, but combining observations from different populations can also hide important differences. In a casino
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Consider three games with theoretical RTP values of 94%, 96% and 98%. If each contributes exactly €10,000 of turnover, the combined theoretical return is €28,800 from €30,000 wagered, equivalent to 96%. That 96% figure is mathematically correct for the combined turnover, but it does not mean that each game has a 96% RTP. If one game accounts for 80% of the total turnover, a simple arithmetic average of the three percentages would also be misleading because the games did not receive equal exposure.
Reddit discussions sometimes combine personal results from several games and use the total balance change to calculate one overall percentage. This can be useful for describing the player's complete experience, but it does not establish the mathematical properties of any individual game. X users may similarly aggregate screenshots from different sessions and draw conclusions about a broader trend. Behavioral analysts note that aggregation can obscure important subgroup differences, particularly when a small number of extreme outcomes dominate the total.
A better approach is to preserve the identity of each dataset while also calculating weighted combined results when appropriate. Analysts can compare individual RTP values, turnover, sample sizes and variance before calculating an overall figure. This makes it possible to determine whether an aggregate result is driven by a particular game, player group or rare outcome. Proper aggregation therefore adds analytical value without sacrificing the information contained in the underlying groups.