Consider a group of 10 individuals, each of whom has their birthday on a randomly chosen day of the year, out of 365 days (i.e. without leap years).(d) (4 points) Find the probability that all these individuals have birthdays in a se- quence; e.g. (Dec 30, Dec 31, Jan 1, Jan 2, ... , Jan 8). Note that sequences can "wrap around" the year, i.e. Jan 1 is considered as coming after Dec 31, in a loop. Also note than any individual can have any of the birthdays in the sequence, i.e. the individuals do not follow a specific order in the sequence