"Successive dependent events are a sequence of actions or trials where they occur one after another, in a sequence, and the outcome of the 2nd event is affected ('is dependent on...') the outcome of the 2nd event."

连续相依事件是指一系列按顺序相继发生的行动或试验，其中后一事件的结果受到前一事件结果的影响（即相互依存）。

• Drawing a card from a deck of 52 cards looking for an Ace P(Ace) = 4/52, then by NOT replacing whatever card it is changes the probability of getting another Ace in the next draw, to either 3/51 (if the first card was indeed an Ace) or 4/51 (if the first card wasn't an Ace)

• 从一副52张的牌中抽一张牌，抽到A的概率是4/52。如果抽到的牌不放回，那么下一次再抽到A的概率就会改变——如果第一张牌确实是A，那么概率变为3/51；如果第一张牌不是A，那么概率变为4/51。

• Spinning this class's 'wheel of names' looking for Christian P(Christian) = 1/24, then choosing to remove him, means that the probability of landing on Christian again in the next spin is either 1/23, or 0/23, in both cases it's changed..

• 转动班级的“姓名转盘”，第一次转到克里斯蒂安的概率是1/24。如果选择将他从转盘中移除，那么下一次转动时再转到他的概率要么是1/23，要么是0/23。无论哪种情况，概率都发生了改变。