In an ideal scenario, each number on a twenty-sided die should have an equal chance of appearing, but real-world factors complicate this expectation.
The concept of random chance is complex; rolling a d20 multiple times does not guarantee that each number appears exactly once, defying intuitive expectations.
The law of large numbers indicates that while small sample sizes can deviate from expected probabilities, larger numbers of rolls align more closely with predicted outcomes.
The imperfections of dice and external influences illustrate that randomness is influenced by multiple factors, challenging the notion of perfect chance in rolling.
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