Given a sorted array of integers (e.g., [1, 2, 4, 7, 11, 16]), where distance between two numbers is defined as d = |a - b|, find the top K pairs with the smallest distances. For example, if K = 2, the result is [(1, 2), (2, 4)] corresponding to distances 1 and 2.
Asked in the Virtual Onsite stage. Implement top_k_pairs(nums, k).
nums is a sorted list of integers, and k is a positive integer. Return up to k pairs as lists [nums[i], nums[j]], ordered by increasing distance. Break equal-distance ties by increasing i, then increasing j.
def top_k_pairs(nums, k):