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Learning Goal: I’m working on a python project and need an explanation and answer to help me learn.Hand RepresentationA hand consists of five different cards drawn from a 52-card deck. Each card contains a rank (2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13 or 14) and a suit (“clubs”, “diamonds”, “hearts” or “spades”). For the ranks, an 11 represents a jack, a 12 represents a queen, a 13 represents a king and a 14 represents an ace.
Poker Hand Evaluation – From Best to WorstNote: Cards can appear in any order.Royal Flush: Contains a 10, jack, queen, king and ace, all of the same suit. For example: king clubs, jack clubs, ace clubs, 10 clubs, queen clubs.
Straight Flush: Contains five consecutive cards that share the same suit. A straight flush does not contain an ace. For example: 3 clubs, 7 clubs, 6 clubs, 4 clubs, 5 clubs.
Four of a Kind: Contains four cards that share the same rank. For example: 4 clubs, 10 diamonds, 4 hearts, 4 spades, 4 diamonds.
Full House: Contains three cards that share the same rank and two cards that share a different rank. For example: jack hearts, king hearts, king clubs, jack clubs, jack diamonds.
Flush House: Contains five cards all with the same suit. For example: 8 hearts, 2 hearts, A hearts, 4 hearts, 10 hearts.
Straight: Contains five consecutive cards that do not all share the same suit. For example: 3 clubs, 7 diamonds, 6 hearts, 5 hearts, 4 clubs.
Three of a Kind: Contains three cards that share the same rank and two cards that have unique ranks. For example: 6 clubs, 7 clubs, 8 clubs, 7 diamonds, 7 hearts.
Two Pair: Contains two cards that share the same rank, two cards that share a different rank, and one card that has a unique rank. For example: six diamonds, six hearts, queen spades, ace clubs, queen diamonds.
Pair: Contains two cards that share the same rank and three cards that have unique ranks. For example: king hearts, queen hearts, 9 diamonds, 9 hearts, ace spades.
Nothing: All other hands of five cards. For example: 9 hearts, 6 diamonds, 3 diamonds, 10 spades, queen clubs
program should have:
Every royal flush is identified correctly. (All or nothing.)
– Every straight flush is identified correctly. (All or nothing.)
– Every four of a kind is identified correctly. (All or nothing.)
– Every full house is identified correctly. (All or nothing.)
– Every flush is identified correctly. (All or nothing.)
– Every straight is identified correctly. (All or nothing.)
– Every three of a kind is identified correctly. (All or nothing.)
– Every two pair is identified correctly. (All or nothing.)
– Every pair is identified correctly. (All or nothing.)
– Every nothing is identified correctly. (All or nothing.)
The Python solution is properly commented, easy to understand, high quality and does not contain unnecessary code.
The program also should evaluate an ACE either as 1 or 14, depending on which would make a better hand for a straight.
Test Data[[2, ‘spd’], [7, ‘clb’], [8, ‘dmd’], [12, ‘hrt’], [14, ‘dmd’]] is Nothing[[10, ‘spd’], [11, ‘spd’], [12, ‘spd’], [13, ‘spd’], [14, ‘spd’]] is a Royal Flush[[6, ‘clb’], [7, ‘clb’], [8, ‘clb’], [9, ‘clb’], [10, ‘clb’]] is a Straight Flush[[2, ‘clb’], [2, ‘dmd’], [2, ‘hrt’], [2, ‘spd’], [7, ‘clb’]] is a Four of a Kind[[7, ‘clb’], [7, ‘spd’], [8, ‘clb’], [8, ‘dmd’], [8, ‘hrt’]] is a Full House[[2, ‘hrt’], [3, ‘hrt’], [6, ‘hrt’], [9, ‘hrt’], [10, ‘hrt’]] is a Flush[[7, ‘clb’], [7, ‘hrt’], [7, ‘spd’], [8, ‘clb’], [13, ‘dmd’]] is Three of a Kind[[6, ‘clb’], [7, ‘clb’], [8, ‘spd’], [9, ‘clb’], [10, ‘clb’]] is a Straight[[6, ‘dmd’], [6, ‘hrt’], [9, ‘clb’], [9, ‘dmd’], [10, ‘spd’]] is Two Pair[[6, ‘dmd’], [9, ‘dmd’], [10, ‘spd’], [12, ‘clb’], [12, ‘hrt’]] is a Pair
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