Problem 3: Back to the poker table Grading criteria: correctness of code. In a previous exercise, you constructed a "deck" of 52 playling cards consisting of the Cartesian product of "ranks" and "suits", and wrote a function to classify a set of 5 (distinct) cards as a poker hand. You may wish to reuse your answer to that problem here. 3a. Write a function which, given two poker hands h1 and h2, returns 1 ifh1 is the higher-ranking hand, -1 if h2 is the higher-ranking hand, and 0 if the two hands are equally ranked. Note that poker hands are primarily sorted by their type, but there are rules to break some ties even among hands of the same type. (For example, a pair of queens outranks a pair of jacks.) In 1 3b. Define a Pylhon class lled "Hand" with the following property: if s1 and 52 are two poker hands, then h1 Hands1) h2 Hands2) print(hh2) will print True if and only if s2 is (strictly) higher in ranking than si. Your class should implement the method 1t Python 3.) to achieve operator overloading. (Do not implement cmp this works in Python 2 but will fail in In class Hand: # rest of the definition goes here In [ ]: Assume that s1 and s2 are two lists of five distinct cards each. h1 Hand (s1) h2 Hand(s2) print(hi