Similar to problem 2528. This is a more general case, when bounds creates intersections between intervals. Description changes just a little bit from the original:
Given a row vector of an even number of integers. Each pair of consecutive integers is the lower and upper bound (included) of an integer interval. Return a row vector which consists of all the integers, ordered, non repeated, within these intervals.
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Extract leading non-zero digit
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Find the peak 3n+1 sequence value
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Basics: 'Find the eigenvalues of given matrix
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Max Change in Consecutive Elements
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