Find a method to identify whether a linked list has a loop in it.
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Given an unsorted list of integers, return true if the list contains any fuzzy duplicates within k indices of each element. A fuzzy duplicate is another integer within d of the original integer. Example: If d=4, then 6 is a fuzzy duplicate of 3 but 8 is not. Do it faster than O(n^2).
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Given US denomination coins, what is the algorithm to make change for any amount?
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