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If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?
If the average of five distinct positive integers is 10, what is the difference between the largest and the least possible values of the greatest of the five integers?