"The Law of Averages"

The Law of Averages is a statistical principle suggesting that over time, outcomes of random events tend to even out. For example, if you flip a fair coin many times, the proportion of heads and tails should roughly balance out in the long run. It doesn’t guarantee immediate results—so a string of wins or losses is possible—but with enough trials, the overall results tend to align with their expected probabilities. Essentially, it emphasizes that patterns will emerge over time, and consistent outcomes will approach the average likelihood, not that every short-term sequence will mirror the statistical expectation exactly.