We have a set of 28 cards with the 8, 9, 10, J, Q, and K of each suit. 25 of the cards were set out as shown below, creating twelve “hands” (five horizontally, five vertically, and two diagonally). Next to each hand is written its type:
Pair: two cards of the same value
Two pair: two pairs plus a fifth card
Three of a kind: three cards of equal value
Full house: three of a kind plus a pair
Four of a kind: four cards of equal value
Straight: five cards of consecutive value; the ace can be high or low (A-8-9-10-J, 8-9-10-J-Q, 9-10-J-Q-K, and 10-J-Q-K-A are the four possibilities)
Straight flush: a straight in which all the cards are of the same suit
Nothing: none of the combinations above exist
Find the values (not the suits) of all of the cards you cannot see.
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witter
Look at the example in the instructions. The Ace is high or low and, in this puzzle, represents either 7 or 14. 