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Which of the following are examples of a sequence of events to which the gambler's fallacy would not apply because the events are not independent. (Select all that apply.) While your friend rolls a single six-sided dice, you attempt to guess the outcome. One the first roll, you correctly guess the dice would come up 5. For the second roll, you attempt to guess 5 again, but your friend interrupts and state "Are you sure? It was literally just 5." An elementary school student picks two marbles from a bag consisting of 5 blue and 5 red marbles. They randomly pick a blue marble from the bag, and then put the marble back in the bag. Before picking their next marble, they state "The next marble I pick should be red." A man waiting for a train decides to pass the time by flipping a coin. He flips the coin four times, resulting in the following: heads, tails, heads, heads. He states "The next time I flip the coin, it will land on tails." An elementary school student picks two marbles from a bag consisting of 5 blue and 5 red marbles. They randomly pick and remove a blue marble from the bag. Before picking their next marble, they state "The next marble I pick should be red." A repairman is called over to a neighborhood to replace a broken street light. The very next day, the repairman is called over to replace a second broken street light. When he returns to his office, the repairman's boss says "Well, at least you won't be going out there again anytime soon.\