Feature #1: Hand of Straights

Description

For the first feature, we will be working on a variation of Poker. In traditional poker, players form sets of five playing cards, called hands. This feature is concerned with a hand of Straights. Traditionally, a hand of straight is formed by five cards of sequential ranks, such as 9♣, 8♠, 7♠, 6♥, and 5♥. However, in our variation of Poker, a number $k$ will be determined by rolling a dice 🎲. Then, a hand of straights is only possible if $k$ sets of cards can be formed using all of the cards in the hand. Each group will consist of $k$ cards of sequential rank.

If the dice rolls a 1, we roll it again. Therefore, you can assume that $k$ will always be in the 2 - 6 range.

Let’s try to understand this better with an example: