# Playing cards

(Redirected from Playing Cards)
Playing cards
You are encouraged to solve this task according to the task description, using any language you may know.

Create a data structure and the associated methods to define and manipulate a deck of   playing cards.

The deck should contain 52 unique cards.

The methods must include the ability to:

•   make a new deck
•   shuffle (randomize) the deck
•   deal from the deck
•   print the current contents of a deck

Each card must have a pip value and a suit value which constitute the unique value of the card.

## ACL2

```(defun remove-nth (i xs)
(if (or (zp i) (endp (rest xs)))
(rest xs)
(cons (first xs)
(remove-nth (1- i) (rest xs)))))

(defthm remove-nth-shortens
(implies (consp xs)
(< (len (remove-nth i xs)) (len xs))))

:set-state-ok t

(defun shuffle-r (xs ys state)
(declare (xargs :measure (len xs)))
(if (endp xs)
(mv ys state)
(mv-let (idx state)
(random\$ (len xs) state)
(shuffle-r (remove-nth idx xs)
(cons (nth idx xs) ys)
state))))

(defun shuffle (xs state)
(shuffle-r xs nil state))

(defun cross-r (x ys)
(if (endp ys)
nil
(cons (cons x (first ys))
(cross-r x (rest ys)))))

(defun cross (xs ys)
(if (or (endp xs) (endp ys))
nil
(append (cross-r (first xs) ys)
(cross (rest xs) ys))))

(defun make-deck ()
(cross '(ace 2 3 4 5 6 7 8 9 10 jack queen king)

(defun print-card (card)
(cw "~x0 of ~x1~%" (car card) (cdr card)))

(defun print-deck (deck)
(if (endp deck)
nil
(progn\$ (print-card (first deck))
(print-deck (rest deck)))))

(defun draw-from-deck (deck)
(mv (first deck) (rest deck)))
```

Example (first 4 cards of a shuffled deck):

```> (mv-let (deck state) (shuffle (make-deck) state)
(mv (print-deck (take 4 deck)) state))
5 of CLUBS
ACE of DIAMONDS
6 of HEARTS
4 of DIAMONDS
(NIL <state>)```

## Action!

```DEFINE PTR="CARD"
DEFINE MAXDECKSIZE="52"

TYPE Deck=[
PTR cards ;BYTE ARRAY
BYTE first,count]

BYTE FUNC IsEmpty(Deck POINTER d)
IF d.count=0 THEN
RETURN (1)
FI
RETURN (0)

BYTE FUNC IsFull(Deck POINTER d)
IF d.count=MAXDECKSIZE THEN
RETURN (1)
FI
RETURN (0)

BYTE FUNC Index(Deck POINTER d BYTE i)
RETURN ((d.first+i) MOD MAXDECKSIZE)

PROC InitEmpty(Deck POINTER d BYTE ARRAY crds)
d.cards=crds
d.first=0
d.count=0
RETURN

PROC InitFull(Deck POINTER d BYTE ARRAY crds)
BYTE i

d.cards=crds
d.first=0
d.count=MAXDECKSIZE
FOR i=0 TO MAXDECKSIZE-1
DO
crds(i)=i
OD
RETURN

PROC Shuffle(Deck POINTER d)
BYTE i,j,i2,j2,tmp
BYTE ARRAY crds

crds=d.cards
i=d.count-1
WHILE i>0
DO
j=Rand(i)
i2=Index(d,i)
j2=Index(d,j)
tmp=crds(i2)
crds(i2)=crds(j2)
crds(j2)=tmp
i==-1
OD
RETURN

BYTE FUNC Deal(Deck POINTER d)
BYTE ARRAY crds
BYTE c

IF IsEmpty(d) THEN
PrintE("Error: deck is empty!")
Break()
FI

crds=d.cards
c=crds(d.first)
d.count==-1
d.first==+1
IF d.first=MAXDECKSIZE THEN
d.first=0
FI
RETURN (c)

PROC Add(Deck POINTER d BYTE c)
BYTE ARRAY crds
BYTE i

IF IsFull(d) THEN
PrintE("Error: deck is full!")
Break()
FI

crds=d.cards
i=Index(d,d.count)
crds(i)=c
d.count==+1
RETURN

PROC PrintCard(BYTE c)
BYTE s,v
BYTE ARRAY fig=['J 'Q 'K 'A]
BYTE ARRAY suit=[16 96 0 123]

s=c/13 v=c MOD 13
IF v<=8 THEN
PrintB(v+2)
ELSE
Put(fig(v-9))
FI
Put(suit(s))
RETURN

PROC PrintDeck(Deck POINTER d)
BYTE i,i2
BYTE ARRAY crds

crds=d.cards
IF IsEmpty(d) THEN
Print("Empty")
ELSE
FOR i=0 TO d.count-1
DO
i2=Index(d,i)
PrintCard(crds(i2))
IF i<d.count-1 THEN
Put(' )
FI
OD
FI
RETURN

PROC Main()
BYTE LMARGIN=\$52,oldLMARGIN,i,c
BYTE ARRAY crds(MAXDECKSIZE),crds1(MAXDECKSIZE),crds2(MAXDECKSIZE)
Deck d,d1,d2

oldLMARGIN=LMARGIN
LMARGIN=0 ;remove left margin on the screen
Put(125) PutE() ;clear the screen

PrintE("New deck:")
InitFull(d,crds)
PrintDeck(d) PutE() PutE()

PrintE("Shuffle:")
Shuffle(d)
PrintDeck(d) PutE() PutE()

PrintE("Deal cards:")
InitEmpty(d1,crds1) InitEmpty(d2,crds2)
FOR i=1 TO 5
DO
OD
Print("  Player 1: ") PrintDeck(d1) PutE()
Print("  Player 2: ") PrintDeck(d2) PutE() PutE()

PrintE("Deck after dealing:")
PrintDeck(d)

LMARGIN=oldLMARGIN ;restore left margin on the screen
RETURN```
Output:
```New deck:
2โฃ 3โฃ 4โฃ 5โฃ 6โฃ 7โฃ 8โฃ 9โฃ 10โฃ Jโฃ Qโฃ Kโฃ Aโฃ
2โฆ 3โฆ 4โฆ 5โฆ 6โฆ 7โฆ 8โฆ 9โฆ 10โฆ Jโฆ Qโฆ Kโฆ Aโฆ
2โฅ 3โฅ 4โฅ 5โฅ 6โฅ 7โฅ 8โฅ 9โฅ 10โฅ Jโฅ Qโฅ Kโฅ Aโฅ
2โ  3โ  4โ  5โ  6โ  7โ  8โ  9โ  10โ  Jโ  Qโ  Kโ  Aโ

Shuffle:
5โฅ Kโฆ 2โฃ 3โ  4โฃ 5โฃ 9โฆ Jโฃ 10โ  Kโฃ Kโ  8โฆ 5โฆ
3โฆ 4โ  4โฅ 10โฆ 8โฅ 3โฃ Aโฆ 7โฃ 10โฅ Qโฃ 6โฆ 2โฆ 3โฅ
4โฆ 7โฅ 7โฆ Jโฅ 9โฃ Aโฅ 2โ  10โฃ Jโ  Qโฅ 2โฅ Aโฃ Qโฆ
8โฃ 9โฅ 9โ  6โฅ Kโฅ Qโ  6โฃ 5โ  Aโ  8โ  Jโฆ 6โ  7โ

Deal cards:
Player 1: 5โฅ 2โฃ 4โฃ 9โฆ 10โ
Player 2: Kโฆ 3โ  5โฃ Jโฃ Kโฃ

Deck after dealing:
Kโ  8โฆ 5โฆ 3โฆ 4โ  4โฅ 10โฆ 8โฅ 3โฃ Aโฆ 7โฃ 10โฅ Qโฃ
6โฆ 2โฆ 3โฅ 4โฆ 7โฅ 7โฆ Jโฅ 9โฃ Aโฅ 2โ  10โฃ Jโ  Qโฅ
2โฅ Aโฃ Qโฆ 8โฃ 9โฅ 9โ  6โฅ Kโฅ Qโ  6โฃ 5โ  Aโ  8โ
Jโฆ 6โ  7โ
```

## ALGOL 68

The scoping rules of ALGOL 68 tend to make object oriented coding in ALGOL 68 difficult. Also as invoking PROC is done before members of a STRUCT are extracted the programmer one quickly finds it is necessary to use numerous brackets.

e.g. compare "(shuffle OF deck class)(deck)" with python's simple "deck.shuffle()"

For further details:

```MODE CARD = STRUCT(STRING pip, suit); # instance attributes #

# class members & attributes #
STRUCT(
PROC(REF CARD, STRING, STRING)VOID init,
FORMAT format,
PROC(REF CARD)STRING repr,
[]STRING suits, pips
) class card = (
# PROC init = # (REF CARD self, STRING pip, suit)VOID:(
pip OF self:=pip;
suit OF self :=suit
),
# format = # \$"("g" OF "g")"\$,
# PROC repr = # (REF CARD self)STRING: (
HEAP STRING out; putf(BOOK out,(format OF class card,self)); out
),
# pips = # ("2","3","4","5","6","7","8","9","10","Jack","Queen","King","Ace")
);

MODE DECK = STRUCT(REF[]CARD deck); # instance attributes #

# class members & attributes #
STRUCT(
PROC(REF DECK)VOID init, shuffle,
PROC(REF DECK)STRING repr,
PROC(REF DECK)CARD deal
) class deck = (

# PROC init = # (REF DECK self)VOID:(
HEAP[ UPB suits OF class card * UPB pips OF class card ]CARD new;
FOR suit TO UPB suits OF class card DO
FOR pip TO UPB pips OF class card DO
new[(suit-1)*UPB pips OF class card + pip] :=
((pips OF class card)[pip], (suits OF class card)[suit])
OD
OD;
deck OF self := new
),

# PROC shuffle = # (REF DECK self)VOID:
FOR card TO UPB deck OF self DO
CARD this card = (deck OF self)[card];
INT random card = random int(LWB deck OF self,UPB deck OF self);
(deck OF self)[card] := (deck OF self)[random card];
(deck OF self)[random card] := this card
OD,

# PROC repr = # (REF DECK self)STRING: (
FORMAT format = \$"("n(UPB deck OF self-1)(f(format OF class card)", ")f(format OF class card)")"\$;
HEAP STRING out; putf(BOOK out,(format, deck OF self)); out
),

# PROC deal = # (REF DECK self)CARD: (
(shuffle OF class deck)(self);
(deck OF self)[UPB deck OF self]
)
);

# associate a STRING with a FILE for easy text manipulation #
OP BOOK = (REF STRING string)REF FILE:(
HEAP FILE book;
associate(book, string);
book
);

# Pick a random integer between from [lwb..upb] #
PROC random int = (INT lwb, upb)INT:
ENTIER(random * (upb - lwb + 1) + lwb);

DECK deck;
(init OF class deck)(deck);
(shuffle OF class deck)(deck);
print (((repr OF class deck)(deck), new line))```
Example output:
`((King OF Clubs), (6 OF Hearts), (7 OF Diamonds), (Ace OF Hearts), (9 OF Spades), (10 OF Clubs), (Ace OF Spades), (8 OF Clubs), (4 OF Spades), (8 OF Hearts), (Jack OF Hearts), (3 OF Clubs), (7 OF Hearts), (10 OF Hearts), (Jack OF Clubs), (Ace OF Clubs), (King OF Spades), (9 OF Clubs), (7 OF Spades), (5 OF Spades), (7 OF Clubs), (Queen OF Clubs), (9 OF Diamonds), (2 OF Spades), (6 OF Diamonds), (Ace OF Diamonds), (Queen OF Diamonds), (5 OF Hearts), (4 OF Clubs), (5 OF Clubs), (4 OF Hearts), (3 OF Diamonds), (4 OF Diamonds), (3 OF Hearts), (King OF Diamonds), (2 OF Clubs), (Jack OF Spades), (2 OF Diamonds), (5 OF Diamonds), (Queen OF Spades), (10 OF Diamonds), (King OF Hearts), (Jack OF Diamonds), (Queen OF Hearts), (8 OF Spades), (2 OF Hearts), (8 OF Diamonds), (10 OF Spades), (9 OF Hearts), (6 OF Clubs), (3 OF Spades), (6 OF Spades))`

## APL

```deckโ,'23456789TJQKA'โ.,'CDSH'
shuffleโ{โต[?โจโดโต]}
```
Output:
```      deck
2C 2D 2S 2H 3C 3D 3S 3H 4C ..
shuffle deck
7H 3D 2H 9D KS 7C JH TC JS ..
```

## Arturo

```ranks: 1..13
suits: [`โฃ`, `โฆ`, `โฅ`, `โ `]

define :card [rank, suit][
init: [
ensure ->
and? -> contains? ranks this\rank
-> contains? suits this\suit
]

print: [
R: รธ
case [this\rank=]
when? [1] -> R: `A`
when? [11]-> R: `J`
when? [12]-> R: `Q`
when? [13]-> R: `K`
else -> R: this\rank
~{|R||this\suit|}
]
]

define :deck [][
init: [
this\cards: []
loop ranks 'rank ->
loop suits 'suit ->
this\cards: this\cards ++ to :card @[rank, suit]
]
]

shuffleUp: function [this :deck][
this\cards: shuffle this\cards
]

deal: function [this :deck, cnt :integer][
if cnt > size this\cards ->
panic "Not enough cards in deck"

cards: []
do.times: cnt [
dealt: sample this\cards
'cards ++ dealt
this\cards: remove this\cards dealt
]
return cards
]

; create a new deck
Deck: to :deck []

; and shuffle it
shuffleUp Deck

; deal 5 cards
print deal Deck 5
```
Output:
`Aโฅ 6โฃ 7โฃ Qโฆ Kโฅ`

## ATS

```(* ****** ****** *)
//
#include
#include
//
(* ****** ****** *)
//
abst@ype
pip_type = int
abst@ype
suit_type = int
//
abst@ype
card_type = int
//
(* ****** ****** *)

typedef pip = pip_type
typedef suit = suit_type

(* ****** ****** *)

typedef card = card_type

(* ****** ****** *)
//
extern
fun
pip_make: natLt(13) -> pip
extern
fun
pip_get_name: pip -> string
extern
fun
pip_get_value: pip -> intBtwe(1, 13)
//
extern
fun
suit_make: natLt(4) -> suit
extern
fun
suit_get_name: suit -> string
extern
fun
suit_get_value: suit -> intBtwe(1, 4)
//
//
(* ****** ****** *)
//
(*
| Two | Three | Four | Five
| Six | Seven | Eight | Nine
| Ten | Jack | Queen | King | Ace
*)
//
(*
| Spade | Heart | Diamond | Club
*)
//
(* ****** ****** *)

local

assume
pip_type = natLt(13)

in (* in-of-local *)

implement
pip_make(x) = x
implement
pip_get_value(x) = x + 1

end // end of [local]

(* ****** ****** *)

local

assume
suit_type = natLt(4)

in (* in-of-local *)

implement
suit_make(x) = x
implement
suit_get_value(x) = x + 1

end // end of [local]

(* ****** ****** *)

implement
pip_get_name
(x) =
(
case+
x.value()
of // case+
| 1 => "Ace"
| 2 => "Two"
| 3 => "Three"
| 4 => "Four"
| 5 => "Five"
| 6 => "Six"
| 7 => "Seven"
| 8 => "Eight"
| 9 => "Nine"
| 10 => "Ten"
| 11 => "Jack"
| 12 => "Queen"
| 13 => "King"
)

(* ****** ****** *)
//
implement
suit_get_name
(x) =
(
case+
x.value()
of // case+
| 1 => "S" | 2 => "H" | 3 => "D" | 4 => "C"
) (* end of [suit_get_name] *)
//
(* ****** ****** *)
//
extern
fun
card_get_pip: card -> pip
extern
fun
card_get_suit: card -> suit
//
extern
fun
card_make: natLt(52) -> card
extern
fun
card_make_suit_pip: (suit, pip) -> card
//
(* ****** ****** *)

extern
fun
fprint_pip : fprint_type(pip)
extern
fun
fprint_suit : fprint_type(suit)
extern
fun
fprint_card : fprint_type(card)

(* ****** ****** *)

(* ****** ****** *)

implement
fprint_val<card> = fprint_card

(* ****** ****** *)

(* ****** ****** *)

local

assume
card_type = natLt(52)

in (* in-of-local *)
//
implement
card_get_pip
(x) = pip_make(nmod(x, 13))
implement
card_get_suit
(x) = suit_make(ndiv(x, 13))
//
implement
card_make(xy) = xy
//
implement
card_make_suit_pip(x, y) =
(x.value()-1) * 13 + (y.value()-1)
//
end // end of [local]

(* ****** ****** *)
//
implement
fprint_pip(out, x) =
fprint!(out, x.name())
implement
fprint_suit(out, x) =
fprint!(out, x.name())
//
implement
fprint_card(out, c) =
fprint!(out, c.suit(), "(", c.pip(), ")")
//
(* ****** ****** *)
//
absvtype
deck_vtype(n:int) = ptr
//
vtypedef deck(n:int) = deck_vtype(n)
//
(* ****** ****** *)
//
extern
fun
deck_get_size
{n:nat}(!deck(n)): int(n)
//
extern
fun
deck_is_empty
{n:nat}(!deck(n)): bool(n==0)
//
//
(* ****** ****** *)
//
extern
fun
deck_free{n:int}(deck(n)): void
//
//
(* ****** ****** *)
//
extern
fun
deck_make_full((*void*)): deck(52)
//
(* ****** ****** *)
//
extern
fun
fprint_deck
{n:nat}(FILEref, !deck(n)): void
//
//
(* ****** ****** *)
//
extern
fun
deck_shuffle
{n:nat}(!deck(n) >> _): void
//
//
(* ****** ****** *)
//
extern
fun
deck_takeout_top
{n:pos}(!deck(n) >> deck(n-1)): card
//
(* ****** ****** *)

local
//
datavtype
deck(int) =
| {n:nat}
Deck(n) of
(
int(n)
, list_vt(card, n)
) // end of [Deck]
//
assume
deck_vtype(n:int) = deck(n)
//
in (* in-of-local *)

implement
deck_get_size
(deck) =
(
let val+Deck(n, _) = deck in n end
)

implement
deck_is_empty
(deck) =
(
let val+Deck(n, _) = deck in n = 0 end
)

(* ****** ****** *)
//
implement
deck_free(deck) =
(
let val+~Deck(n, xs) = deck in free(xs) end
) (* end of [deck_free] *)
//
(* ****** ****** *)

implement
deck_make_full
((*void*)) = let
//
val xys =
list_make_intrange(0, 52)
//
val cards =
list_vt_mapfree_fun<natLt(52)><card>(xys, lam xy => card_make(xy))
//
in
Deck(52, cards)
end // end of [deck_make_full]

(* ****** ****** *)

implement
fprint_deck
(out, deck) = let
//
val+Deck(n, xs) = deck
//
in
//
fprint_list_vt(out, xs)
//
end // end of [fprint_deck]

(* ****** ****** *)

implement
deck_shuffle
(deck) =
fold@(deck) where
{
//
val+@Deck(n, xs) = deck
//
implement
list_vt_permute\$randint<>
(n) = randint(n)
//
val ((*void*)) =
(xs := list_vt_permute(xs))
//
} (* end of [deck_shuffle] *)

(* ****** ****** *)

implement
deck_takeout_top
(deck) = let
//
val+@Deck(n, xs) = deck
//
val+
~list_vt_cons(x0, xs_tl) = xs
//
val ((*void*)) = n := n - 1
val ((*void*)) = (xs := xs_tl)
//
in
fold@(deck); x0(*top*)
end // end of [deck_takeout_top]

end // end of [local]

(* ****** ****** *)

implement
main0((*void*)) =
{
//
val () =
println!
(
"Hello from [Playing_cards]!"
) (* println! *)
//
val out = stdout_ref
//
val theDeck =
deck_make_full((*void*))
//
val ((*void*)) =
fprintln!(out, "theDeck = ", theDeck)
//
val ((*void*)) =
theDeck.shuffle((*void*))
//
val ((*void*)) =
fprintln!(out, "theDeck = ", theDeck)
//
val ((*void*)) =
loop_deal(theDeck) where
{
//
fun
loop_deal{n:nat}
(
deck: !deck(n) >> deck(0)
) : void =
(
if (
iseqz(deck)
) then ((*void*))
else
let
val card =
deck_takeout_top(deck)
in
fprintln!(out, card); loop_deal(deck)
end // end of [let]
// end of [else]
)
//
} (* end of [val] *)
//
val ((*freed*)) = theDeck.free()
//
} (* end of [main0] *)

(* ****** ****** *)```

## AutoHotkey

```suits := ["โ ", "โฆ", "โฅ", "โฃ"]
values := [2,3,4,5,6,7,8,9,10,"J","Q","K","A"]
Gui, font, s14
Gui, add, button, w190 gNewDeck, New Deck
Gui, add, button, x+10 wp gShuffle, Shuffle
Gui, add, button, x+10 wp gDeal, Deal
Gui, add, text, xs w600 , Current Deck:
Gui, add, Edit, xs wp r4 vDeck
Gui, add, text, xs , Hands:
Gui, add, Edit, x+10 w60  vHands gHands
Edits := 0

Hands:
Gui, Submit, NoHide
loop, % Edits
GuiControl,Hide, Hand%A_Index%

loop, % Hands
GuiControl,Show, % "Hand" A_Index

loop, % Hands - Edits
{
Edits++
Gui, add, ListBox, % "x" (Edits=1?"s":"+10") " w60 r13 vHand" Edits
}
Gui, show, AutoSize
return
;-----------------------------------------------
GuiClose:
ExitApp
return
;-----------------------------------------------
NewDeck:
cards := [], deck := Dealt:= ""

loop, % Hands
GuiControl,, Hand%A_Index%, |

for each, suit in suits
for each, value in values
cards.Insert(value suit)

for each, card in cards
deck .= card (mod(A_Index, 13) ? " " : "`n")
GuiControl,, Deck, % deck
GuiControl,, Dealt
GuiControl, Enable, Button2
GuiControl, Enable, Hands
return
;-----------------------------------------------
shuffle:
gosub, NewDeck
shuffled := [], deck := ""
loop, 52 {
Random, rnd, 1, % cards.MaxIndex()
shuffled[A_Index] := cards.RemoveAt(rnd)
}
for each, card in shuffled
{
deck .= card (mod(A_Index, 13) ? " " : "`n")
cards.Insert(card)
}
GuiControl,, Deck, % deck
return
;-----------------------------------------------
Deal:
Gui, Submit, NoHide
if ( Hands > cards.MaxIndex())
return

deck := ""
loop, % Hands
GuiControl,, Hand%A_Index%, % cards.RemoveAt(1)

GuiControl, Disable, Button2
GuiControl, Disable, Hands
GuiControl,, Dealt, % Dealt

for each, card in cards
deck .= card (mod(A_Index, 13) ? " " : "`n")
GuiControl,, Deck, % deck
return
;-----------------------------------------------
```

## AutoIt

```#Region ;**** Directives created by AutoIt3Wrapper_GUI ****
#AutoIt3Wrapper_Change2CUI=y
#EndRegion ;**** Directives created by AutoIt3Wrapper_GUI ****
#include <Array.au3>

; ## GLOBALS ##
Global \$SUIT = ["D", "H", "S", "C"]
Global \$FACE = [2, 3, 4, 5, 6, 7, 8, 9, 10, "J", "Q", "K", "A"]
Global \$DECK[52]

; ## CREATES A NEW DECK
Func NewDeck()

For \$i = 0 To 3
For \$x = 0 To 12
_ArrayPush(\$DECK, \$FACE[\$x] & \$SUIT[\$i])
Next
Next

EndFunc   ;==>NewDeck

; ## SHUFFLE DECK
Func Shuffle()

_ArrayShuffle(\$DECK)

EndFunc   ;==>Shuffle

; ## DEAL A CARD
Func Deal()

Return _ArrayPop(\$DECK)

EndFunc   ;==>Deal

; ## PRINT DECK
Func Print()

ConsoleWrite(_ArrayToString(\$DECK) & @CRLF)

EndFunc   ;==>Print

#Region ;#### USAGE ####
NewDeck()
Print()
Shuffle()
Print()
ConsoleWrite("DEALT: " & Deal() & @CRLF)
Print()
#EndRegion ;#### USAGE ####
```
Example output:
```2D|3D|4D|5D|6D|7D|8D|9D|10D|JD|QD|KD|AD|2H|3H|4H|5H|6H|7H|8H|9H|10H|JH|QH|KH|AH|2S|3S|4S|5S|6S|7S|8S|9S|10S|JS|QS|KS|AS|2C|3C|4C|5C|6C|7C|8C|9C|10C|JC|QC|KC|AC
DEALT: 4H
```

## BASIC

### QuickBASIC

Works with: QuickBASIC version QBX 7.1

Most BASICs aren't object-oriented (or anything even resembling such) and can't do a deck of cards as a single cohesive unit -- but we can fake it.

```DECLARE SUB setInitialValues (deck() AS STRING * 2)
DECLARE SUB shuffle (deck() AS STRING * 2)
DECLARE SUB showDeck (deck() AS STRING * 2)
DECLARE FUNCTION deal\$ (deck() AS STRING * 2)

DATA "AS", "2S", "3S", "4S", "5S", "6S", "7S", "8S", "9S", "TS", "JS", "QS", "KS"
DATA "AH", "2H", "3H", "4H", "5H", "6H", "7H", "8H", "9H", "TH", "JH", "QH", "KH"
DATA "AC", "2C", "3C", "4C", "5C", "6C", "7C", "8C", "9C", "TC", "JC", "QC", "KC"
DATA "AD", "2D", "3D", "4D", "5D", "6D", "7D", "8D", "9D", "TD", "JD", "QD", "KD"

RANDOMIZE TIMER

REDIM cards(51) AS STRING * 2
REDIM cards2(51) AS STRING * 2

setInitialValues cards()
setInitialValues cards2()
shuffle cards()
PRINT "Dealt: "; deal\$(cards())
PRINT "Dealt: "; deal\$(cards())
PRINT "Dealt: "; deal\$(cards())
PRINT "Dealt: "; deal\$(cards())
showDeck cards()
showDeck cards2()

FUNCTION deal\$ (deck() AS STRING * 2)
'technically dealing from the BOTTOM of the deck... whatever
DIM c AS STRING * 2
c = deck(UBOUND(deck))
REDIM PRESERVE deck(LBOUND(deck) TO UBOUND(deck) - 1) AS STRING * 2
deal\$ = c
END FUNCTION

SUB setInitialValues (deck() AS STRING * 2)
DIM L0 AS INTEGER

RESTORE
FOR L0 = 0 TO 51
NEXT
END SUB

SUB showDeck (deck() AS STRING * 2)
FOR L% = LBOUND(deck) TO UBOUND(deck)
PRINT deck(L%); " ";
NEXT
PRINT
END SUB

SUB shuffle (deck() AS STRING * 2)
DIM w AS INTEGER
DIM shuffled(51) AS STRING * 2
DIM L0 AS INTEGER

FOR L0 = 51 TO 0 STEP -1
w = INT(RND * (L0 + 1))
shuffled(L0) = deck(w)
IF w <> L0 THEN deck(w) = deck(L0)
NEXT

FOR L0 = 0 TO 51
deck(L0) = shuffled(L0)
NEXT
END SUB
```
Output:

Sample output:

``` Dealt: 7D
Dealt: 6D
Dealt: KD
Dealt: 8S
5D QH JC JH KC 3S QD 4D 9H 2C JD KH 7H 4H AD 7S 3D 2H 3H 5C 4S AS TD 7C QS 9S 9D
KS 8H 4C 6H 5H 5S 8D TC AH TS 9C 3C 8C TH 2D QC 6C AC 2S JS 6S
AS 2S 3S 4S 5S 6S 7S 8S 9S TS JS QS KS AH 2H 3H 4H 5H 6H 7H 8H 9H TH JH QH KH AC
2C 3C 4C 5C 6C 7C 8C 9C TC JC QC KC AD 2D 3D 4D 5D 6D 7D 8D 9D TD JD QD KD
```

## BASIC256

Translation of: Run BASIC
```suite\$ = "CDHS"                 #Club, Diamond, Heart, Spade
card\$  = "A23456789TJQK"        #Cards Ace to King
card   = 0

dim n(55)                       #make ordered deck
for i = 1 to 52                 # of 52 cards
n[i] = i
next i

for i = 1 to 52 * 3             #shuffle deck 3 times
i1    = int(rand * 52) + 1
i2    = int(rand * 52) + 1
h2    = n[i1]
n[i1] = n[i2]
n[i2] = h2
next i

for hand = 1 to 4               #4 hands
for deal = 1 to 13            #deal each 13 cards
card += 1               #next card in deck
s = (n[card] mod 4)  + 1    #determine suite
c = (n[card] mod 13) + 1    #determine card
print mid(card\$,c,1);mid(suite\$,s,1);" ";  #show the card
next deal
print
next hand
end

function word\$(sr\$, wn, delim\$)
j = wn
if j = 0 then j += 1
res\$ = "" : s\$ = sr\$ : d\$ = delim\$
if d\$ = "" then d\$ = " "
sd = length(d\$) : sl = length(s\$)
while true
n = instr(s\$,d\$) : j -= 1
if j = 0 then
if n=0 then res\$=s\$ else res\$=mid(s\$,1,n-1)
return res\$
end if
if n = 0 then return res\$
if n = sl - sd then res\$ = "" : return res\$
sl2 = sl-n : s\$ = mid(s\$,n+1,sl2) : sl = sl2
end while
return res\$
end function```
Output:
`Same as Run BASIC entry.`

## Batch File

The data structure is a simple string with 3 characters per card, one char for the suit, a char for the pip (T) means ten and a last char not printed that would allow to sort a hand.

```@echo off
setlocal enabledelayedexpansion

call:newdeck deck
echo new deck:
echo.
call:showcards deck
echo.
echo shuffling:
echo.
call:shuffle deck
call:showcards deck
echo.
echo dealing 5 cards to 4 players
call:deal deck 5 hand1 hand2 hand3 hand4
echo.
echo player 1 & call:showcards hand1
echo.
echo player 2 & call:showcards hand2
echo.
echo player 3 & call:showcards hand3
echo.
echo player 4 & call:showcards hand4
echo.
call:count %deck% cnt
echo %cnt% cards remaining in the deck
echo.
call:showcards deck
echo.

exit /b

:getcard deck hand  :: deals 1 card to a player
set "loc1=!%~1!"
set "%~2=!%~2!!loc1:~0,3!"
set "%~1=!loc1:~3!"
exit /b

:deal deck n player1 player2...up to 7
set "loc=!%~1!"
set "cards=%~2"
set players=%3 %4 %5 %6 %7 %8 %9
for /L %%j in (1,1,!cards!) do (
for %%k in (!players!) do call:getcard loc %%k)
set "%~1=!loc!"
exit /b

:newdeck  [deck]   ::creates a deck of cards
:: in the parentheses below there are ascii chars 3,4,5 and 6 representing the suits
for %%i in ( โ  โฆ โฅ โฃ ) do (
for %%j in (20 31 42 53 64 75 86 97 T8 J9 QA KB AC) do set loc=!loc!%%i%%j
)
set "%~1=!loc!"
exit /b

:showcards  [deck]  :: prints a deck or a hand
set "loc=!%~1!"
for /L %%j in (0,39,117) do (
set s=
for /L %%i in (0,3,36) do (
set /a n=%%i+%%j
call set  s=%%s%% %%loc:~!n!,2%%
)
if "!s: =!" neq "" echo(!s!
set /a n+=1
if "%loc:~!n!,!%" equ "" goto endloop
)
:endloop
exit /b

:count deck count
set "loc1=%1"
set /a cnt1=0
for %%i in (96 48 24 12 6 3 ) do if "!loc1:~%%i,1!" neq "" set /a cnt1+=%%i & set loc1=!loc1:~%%i!
set /a cnt1=cnt1/3+1
set "%~2=!cnt1!"
exit /b

:shuffle (deck)   :: shuffles a deck
set "loc=!%~1!"
call:count %loc%, cnt
set /a cnt-=1
for /L %%i in (%cnt%,-1,0) do (
SET /A "from=%%i,to=(!RANDOM!*(%%i-1)/32768)"
call:swap loc from to
)
set "%~1=!loc!"
exit /b

:swap deck from to   :: swaps two cards
set "arr=!%~1!"
set /a "from=!%~2!*3,to=!%~3!*3"
set temp1=!arr:~%from%,3!
set temp2=!arr:~%to%,3!
set arr=!arr:%temp1%=@@@!
set arr=!arr:%temp2%=%temp1%!
set arr=!arr:@@@=%temp2%!
set "%~1=!arr!"
exit /b```
Output:
```new deck:

โ 2  โ 3  โ 4  โ 5  โ 6  โ 7  โ 8  โ 9  โ T  โ J  โ Q  โ K  โ A
โฆ2  โฆ3  โฆ4  โฆ5  โฆ6  โฆ7  โฆ8  โฆ9  โฆT  โฆJ  โฆQ  โฆK  โฆA
โฅ2  โฅ3  โฅ4  โฅ5  โฅ6  โฅ7  โฅ8  โฅ9  โฅT  โฅJ  โฅQ  โฅK  โฅA
โฃ2  โฃ3  โฃ4  โฃ5  โฃ6  โฃ7  โฃ8  โฃ9  โฃT  โฃJ  โฃQ  โฃK  โฃA

shuffling:

โฅ8  โฅ7  โฆK  โ K  โฅ2  โฅ5  โฅA  โ 7  โฃ8  โ A  โฆ7  โ 9  โ 3
โ J  โฃJ  โฆ9  โ 8  โฆA  โฃQ  โฆ2  โฆ5  โฃK  โฅ9  โฆ4  โฃ2  โฃ6
โฆ6  โฅQ  โฆ8  โฅ6  โฃ5  โฅT  โฆ3  โ 6  โฃ7  โ 5  โฃT  โฃ3  โ T
โ 2  โฆQ  โ Q  โฆT  โฅ3  โฅK  โฆJ  โฅ4  โ 4  โฃ4  โฅJ  โฃA  โฃ9

dealing 5 cards to 4 players

player 1
โฅ8  โฅ2  โฃ8  โ 3  โ 8

player 2
โฅ7  โฅ5  โ A  โ J  โฆA

player 3
โฆK  โฅA  โฆ7  โฃJ  โฃQ

player 4
โ K  โ 7  โ 9  โฆ9  โฆ2

32 cards remaining in the deck

โฆ5  โฃK  โฅ9  โฆ4  โฃ2  โฃ6  โฆ6  โฅQ  โฆ8  โฅ6  โฃ5  โฅT  โฆ3
โ 6  โฃ7  โ 5  โฃT  โฃ3  โ T  โ 2  โฆQ  โ Q  โฆT  โฅ3  โฅK  โฆJ
โฅ4  โ 4  โฃ4  โฅJ  โฃA  โฃ9
```

## BBC BASIC

```      DIM Deck{ncards%, card&(51)}, Suit\$(3), Rank\$(12)
Suit\$() = "Clubs", "Diamonds", "Hearts", "Spades"
Rank\$() = "Ace", "Two", "Three", "Four", "Five", "Six", "Seven", \
\         "Eight", "Nine", "Ten", "Jack", "Queen", "King"

PRINT "Creating a new deck..."
PROCnewdeck(deck1{})
PRINT "Shuffling the deck..."
PROCshuffle(deck1{})
PRINT "The first few cards are:"
FOR card% = 1 TO 8
PRINT FNcardname(deck1.card&(card%))
NEXT
PRINT "Dealing three cards from the deck:"
FOR card% = 1 TO 3
PRINT FNcardname(FNdeal(deck1{}))
NEXT
PRINT "Number of cards remaining in the deck = " ; deck1.ncards%
END

REM Make a new deck:
DEF PROCnewdeck(RETURN deck{})
LOCAL N%
DIM deck{} = Deck{}
FOR N% = 0 TO 51
deck.card&(N%) = N%
deck.ncards% += 1
NEXT
ENDPROC

REM Shuffle a deck:
DEF PROCshuffle(deck{})
LOCAL N%
FOR N% = 52 TO 2 STEP -1
SWAP deck.card&(N%-1), deck.card&(RND(N%)-1)
NEXT
ENDPROC

REM Deal from the 'bottom' of the deck:
DEF FNdeal(deck{})
IF deck.ncards% = 0 THEN ERROR 100, "Deck is empty"
deck.ncards% -= 1
= deck.card&(deck.ncards%)

REM Return the name of a card:
DEF FNcardname(card&)
= Rank\$(card& >> 2) + " of " + Suit\$(card& AND 3)
```

Output:

```Creating a new deck...
Shuffling the deck...
The first few cards are:
Four of Diamonds
Four of Clubs
Six of Diamonds
Jack of Clubs
Nine of Clubs
Ace of Clubs
Dealing three cards from the deck:
Three of Diamonds
Four of Hearts
Number of cards remaining in the deck = 49```

## C

```#include <stdio.h>
#include <stdlib.h>
#include <locale.h>

int locale_ok = 0;

wchar_t s_suits[] = L"โ โฅโฆโฃ";
/* if your file can't contain unicode, use the next line instead */
//wchar_t s_suits[] = L"\x2660\x2665\x2666\x2663";

const char *s_suits_ascii[] = { "S", "H", "D", "C" };
const char *s_nums[] = { "WHAT",
"A", "2", "3", "4", "5", "6", "7", "8", "9", "10", "J", "Q", "K",
"OVERFLOW"
};

typedef struct { int suit, number, _s; } card_t, *card;
typedef struct { int n; card_t cards[52]; } deck_t, *deck;

void show_card(card c)
{
if (locale_ok)
printf(" %lc%s", s_suits[c->suit], s_nums[c->number]);
else
printf(" %s%s", s_suits_ascii[c->suit], s_nums[c->number]);
}

deck new_deck()
{
int i, j, k;
deck d = malloc(sizeof(deck_t));
d->n = 52;
for (i = k = 0; i < 4; i++)
for (j = 1; j <= 13; j++, k++) {
d->cards[k].suit = i;
d->cards[k].number = j;
}
return d;
}

void show_deck(deck d)
{
int i;
printf("%d cards:", d->n);
for (i = 0; i < d->n; i++)
show_card(d->cards + i);
printf("\n");
}

int cmp_card(const void *a, const void *b)
{
int x = ((card)a)->_s, y = ((card)b)->_s;
return x < y ? -1 : x > y;
}

card deal_card(deck d)
{
if (!d->n) return 0;
return d->cards + --d->n;
}

void shuffle_deck(deck d)
{
int i;
for (i = 0; i < d->n; i++)
d->cards[i]._s = rand();
qsort(d->cards, d->n, sizeof(card_t), cmp_card);
}

int main()
{
int i, j;
deck d = new_deck();

locale_ok = (0 != setlocale(LC_CTYPE, ""));

printf("New deck, "); show_deck(d);

printf("\nShuffle and deal to three players:\n");
shuffle_deck(d);
for (i = 0; i < 3; i++) {
for (j = 0; j < 5; j++)
show_card(deal_card(d));
printf("\n");
}
printf("Left in deck "); show_deck(d);

/* freeing the data struct requires just free(), but it depends on the
* situation: there might be cards dealt out somewhere, which is not
* in the scope of this task.
*/
//free(d);
return 0;
}
```

output

```New deck, 52 cards: โ A โ 2 โ 3 โ 4 โ 5 โ 6 โ 7 โ 8 โ 9 โ 10 โ J โ Q โ K โฅA โฅ2 ...

Shuffle and deal to three players:
โฆ3 โฆQ โฅ2 โฃJ โฃ9
โฅ3 โ 5 โฃ5 โ A โฆ6
โฃ8 โฅJ โ 4 โ 3 โฃA
Left in deck 37 cards: โฅ8 โฃ10 โฃK โฆ2 โฆA โฅ10 โฅ6 โฅQ โ 6 โฆ4 โฅ9 โ 9 โฃ6 โฆK โฆ8 โ 7 โฃ7 โ K โ 2 โฃ4 ...
```

## C#

```using System;
using System.Linq;
using System.Collections.Generic;

public struct Card
{
public Card(string rank, string suit) : this()
{
Rank = rank;
Suit = suit;
}

public string Rank { get; }
public string Suit { get; }

public override string ToString() => \$"{Rank} of {Suit}";
}

public class Deck : IEnumerable<Card>
{
static readonly string[] ranks = { "Two", "Three", "Four", "Five", "Six",
"Seven", "Eight", "Nine", "Ten", "Jack", "Queen", "King", "Ace" };

public Deck() {
cards = (from suit in suits
from rank in ranks
select new Card(rank, suit)).ToList();
}

public int Count => cards.Count;

public void Shuffle() {
// using Knuth Shuffle (see at http://rosettacode.org/wiki/Knuth_shuffle)
var random = new Random();
for (int i = 0; i < cards.Count; i++) {
int r = random.Next(i, cards.Count);
var temp = cards[i];
cards[i] = cards[r];
cards[r] = temp;
}
}

public Card Deal() {
int last = cards.Count - 1;
Card card = cards[last];
//Removing from the front will shift the other items back 1 spot,
//so that would be an O(n) operation. Removing from the back is O(1).
cards.RemoveAt(last);
return card;
}

public IEnumerator<Card> GetEnumerator() {
//Reverse enumeration of the list so that they are returned in the order they would be dealt.
//LINQ's Reverse() copies the entire list. Let's avoid that.
for (int i = cards.Count - 1; i >= 0; i--)
yield return cards[i];
}

System.Collections.IEnumerator System.Collections.IEnumerable.GetEnumerator() => GetEnumerator();
}
```

## C++

### Text version

```#include <deque>
#include <algorithm>
#include <ostream>
#include <iterator>

namespace cards
{
class card
{
public:
enum pip_type { two, three, four, five, six, seven, eight, nine, ten,
jack, queen, king, ace, pip_count };
enum suite_type { hearts, spades, diamonds, clubs, suite_count };
enum { unique_count = pip_count * suite_count };

card(suite_type s, pip_type p): value(s + suite_count * p) {}

explicit card(unsigned char v = 0): value(v) {}

pip_type pip() { return pip_type(value / suite_count); }

suite_type suite() { return suite_type(value % suite_count); }

private:
unsigned char value;
};

const char* const pip_names[] =
{ "two", "three", "four", "five", "six", "seven", "eight", "nine", "ten",
"jack", "queen", "king", "ace" };

std::ostream& operator<<(std::ostream& os, card::pip_type pip)
{
return os << pip_names[pip];
}

const char* const suite_names[] =
{ "hearts", "spades", "diamonds", "clubs" };

std::ostream& operator<<(std::ostream& os, card::suite_type suite)
{
return os << suite_names[suite];
}

std::ostream& operator<<(std::ostream& os, card c)
{
return os << c.pip() << " of " << c.suite();
}

class deck
{
public:
deck()
{
for (int i = 0; i < card::unique_count; ++i) {
cards.push_back(card(i));
}
}

void shuffle() { std::random_shuffle(cards.begin(), cards.end()); }

card deal() { card c = cards.front(); cards.pop_front(); return c; }

typedef std::deque<card>::const_iterator const_iterator;
const_iterator begin() const { return cards.cbegin(); }
const_iterator end() const { return cards.cend(); }
private:
std::deque<card> cards;
};

inline std::ostream& operator<<(std::ostream& os, const deck& d)
{
std::copy(d.begin(), d.end(), std::ostream_iterator<card>(os, "\n"));
return os;
}
}
```

main.cpp:

```#include <iostream>

int main(int argc, const char** args) {
cards::deck d;
d.shuffle();
std::cout << d;

return 0;
}
```

### Unicode version

Works with: Unicode version 6 and above
```#include <algorithm>
#include <iostream>
#include <string>
#include <vector>

const std::vector<std::string> cards = { "๐ก", "๐ฑ", "๐", "๐",
"๐ข", "๐ฒ", "๐", "๐",
"๐ฃ", "๐ณ", "๐", "๐",
"๐ค", "๐ด", "๐", "๐",
"๐ฅ", "๐ต", "๐", "๐",
"๐ฆ", "๐ถ", "๐", "๐",
"๐ง", "๐ท", "๐", "๐",
"๐จ", "๐ธ", "๐ธ", "๐ธ",
"๐ฉ", "๐ฉ", "๐", "๐",
"๐ช", "๐บ", "๐", "๐",
"๐ซ", "๐ป", "๐", "๐",
"๐ญ", "๐ฝ", "๐", "๐",
"๐ฎ", "๐พ", "๐", "๐"
};

int main(int argc, const char* args[]) {
auto deck(cards);
std::random_shuffle(deck.begin(), deck.end());
uint i = 1;
for (auto &card: deck) {
std::cout << card;
if (i++ % 13 == 0)
std::cout << std::endl;
}

return 0;
}
```
Output:
```๐ข๐๐๐๐ง๐๐ต๐ช๐๐๐ฉ๐๐
๐๐๐พ๐ท๐๐ฉ๐ซ๐ฒ๐ถ๐๐ค๐๐
๐๐๐ฝ๐ญ๐ธ๐๐ด๐บ๐๐ฅ๐ธ๐๐ณ
๐๐ฃ๐๐ฆ๐๐ฑ๐๐ธ๐ก๐๐ป๐ฎ๐จ```

## Ceylon

```import com.vasileff.ceylon.random.api { ... }

"""Run the example code for Rosetta Code ["Playing cards" task] (http://rosettacode.org/wiki/Playing_cards)."""
shared void run() {
variable value deck = Deck();
print("New deck (``deck.size`` cards): ``deck``
");

deck = deck.shuffle();
print("Shuffeled deck (``deck.size`` cards): ``deck``
");

print("Deal three hands: ");
for (i in 1..3) {
value [hand, _deck] = deck.deal();
print("- Dealt ``hand.size`` cards to hand ``i`` : ``join(hand)``");
deck = _deck;
}

print("
Deck (``deck.size`` cards) after dealing three hands: ``deck``");

}

abstract class Suit() of clubs | hearts | spades | diamonds {}

object clubs    extends Suit() { string = "โฃ"; }
object hearts   extends Suit() { string = "โฅ"; }
object spades   extends Suit() { string = "โ "; }
object diamonds extends Suit() { string = "โฆ"; }

abstract class Pip() of two | three | four | five | six | seven | eight | nine | ten | jack | queen | king | ace {}
object two   extends Pip() { string =  "2"; }
object three extends Pip() { string =  "3"; }
object four  extends Pip() { string =  "4"; }
object five  extends Pip() { string =  "5"; }
object six   extends Pip() { string =  "6"; }
object seven extends Pip() { string =  "7"; }
object eight extends Pip() { string =  "8"; }
object nine  extends Pip() { string =  "9"; }
object ten   extends Pip() { string = "10"; }
object jack  extends Pip() { string =  "J"; }
object queen extends Pip() { string =  "Q"; }
object king  extends Pip() { string =  "K"; }
object ace   extends Pip() { string =  "A"; }

class Card(shared Pip pip, shared Suit suit) {
string = "``pip`` of ``suit``";
}

String join(Card[] cards) => ", ".join { *cards };

class Deck (cards = [ for (suit in `Suit`.caseValues) for (pip in `Pip`.caseValues) Card(pip, suit) ]) {
shared Card[] cards;

shared Deck shuffle(Random rnd = platformRandom())
=> if (nonempty cards)
then Deck( [*randomize(cards, rnd)] )
else this;

shared Integer size => cards.size;

shared Boolean empty => cards.empty;

string => if (size > 13)
then "\n  " + "\n  ". join { *cards.partition(13).map((cards) => join(cards)) }
else join(cards);

shared [Card[], Deck] deal(Integer handSize = 5) {
if (handSize >= cards.size) {
return [cards, Deck([])];
}
else {
return [
cards.initial(handSize),
Deck(cards.skip(handSize).sequence())
];
}
}
}
```

Output:

```New deck (52 cards):
2 of โฃ, 3 of โฃ, 4 of โฃ, 5 of โฃ, 6 of โฃ, 7 of โฃ, 8 of โฃ, 9 of โฃ, 10 of โฃ, J of โฃ, Q of โฃ, K of โฃ, A of โฃ
2 of โฅ, 3 of โฅ, 4 of โฅ, 5 of โฅ, 6 of โฅ, 7 of โฅ, 8 of โฅ, 9 of โฅ, 10 of โฅ, J of โฅ, Q of โฅ, K of โฅ, A of โฅ
2 of โ , 3 of โ , 4 of โ , 5 of โ , 6 of โ , 7 of โ , 8 of โ , 9 of โ , 10 of โ , J of โ , Q of โ , K of โ , A of โ
2 of โฆ, 3 of โฆ, 4 of โฆ, 5 of โฆ, 6 of โฆ, 7 of โฆ, 8 of โฆ, 9 of โฆ, 10 of โฆ, J of โฆ, Q of โฆ, K of โฆ, A of โฆ

Shuffeled deck (52 cards):
4 of โ , 2 of โฆ, 5 of โฃ, 9 of โ , 4 of โฅ, 7 of โฅ, 10 of โฆ, 5 of โ , 3 of โฅ, K of โฅ, 6 of โฃ, 9 of โฆ, 6 of โฆ
4 of โฃ, 8 of โฃ, 4 of โฆ, Q of โฅ, 6 of โฅ, J of โฅ, 8 of โฆ, 5 of โฅ, 5 of โฆ, J of โฃ, A of โฅ, J of โฆ, 2 of โฃ
7 of โ , Q of โฆ, A of โฃ, Q of โฃ, 6 of โ , Q of โ , K of โ , 7 of โฆ, 7 of โฃ, 3 of โฆ, 2 of โ , 8 of โฅ, A of โฆ
2 of โฅ, 9 of โฃ, 8 of โ , 10 of โฅ, 3 of โ , 10 of โฃ, 9 of โฅ, 10 of โ , 3 of โฃ, J of โ , K of โฃ, K of โฆ, A of โ

Deal three hands:
- Dealt 5 cards to hand 1 : 4 of โ , 2 of โฆ, 5 of โฃ, 9 of โ , 4 of โฅ
- Dealt 5 cards to hand 2 : 7 of โฅ, 10 of โฆ, 5 of โ , 3 of โฅ, K of โฅ
- Dealt 5 cards to hand 3 : 6 of โฃ, 9 of โฆ, 6 of โฆ, 4 of โฃ, 8 of โฃ

Deck (37 cards) after dealing three hands:
4 of โฆ, Q of โฅ, 6 of โฅ, J of โฅ, 8 of โฆ, 5 of โฅ, 5 of โฆ, J of โฃ, A of โฅ, J of โฆ, 2 of โฃ, 7 of โ , Q of โฆ
A of โฃ, Q of โฃ, 6 of โ , Q of โ , K of โ , 7 of โฆ, 7 of โฃ, 3 of โฆ, 2 of โ , 8 of โฅ, A of โฆ, 2 of โฅ, 9 of โฃ
8 of โ , 10 of โฅ, 3 of โ , 10 of โฃ, 9 of โฅ, 10 of โ , 3 of โฃ, J of โ , K of โฃ, K of โฆ, A of โ ```

## Clojure

```(def suits [:club :diamond :heart :spade])
(def pips [:ace 2 3 4 5 6 7 8 9 10 :jack :queen :king])

(defn deck [] (for [s suits p pips] [s p]))

(def shuffle clojure.core/shuffle)
(def deal first)
(defn output [deck]
(doseq [[suit pip] deck]
(println (format "%s of %ss"
(if (keyword? pip) (name pip) pip)
(name suit)))))
```

## CLU

```% Represents one playing card.
card = cluster is make, parse, unparse, equal, all_cards
rep = struct[pip: int, suit: char]
own suits: string := "CHSD";
own pips: sequence[string] := sequence[string]\$
["A","2","3","4","5","6","7","8","9","10","J","Q","K"]

find_pip = proc (pip: string) returns (int) signals (bad_format)
for i: int in int\$from_to(1, sequence[string]\$size(pips)) do
if pips[i] = pip then return(i) end
end
end find_pip

make = proc (pip: int, suit: char) returns (cvt) signals (bad_format)
if string\$indexc(suit, suits) = 0
cor ~(pip >= 1 cand pip <= 13)
end
return(rep\${pip: pip, suit: suit})
end make

parse = proc (s: string) returns (cvt) signals (bad_format)
size: int := string\$size(s)
if size<2 cor size>3 then signal bad_format end
pip: string := string\$substr(s, 1, size-1)
suit: char := string\$rest(s, size-1)[1]
end parse

unparse = proc (c: cvt) returns (string)
return( pips[c.pip] || string\$c2s(c.suit) )
end unparse

equal = proc (a, b: cvt) returns (bool)
return( a.pip = b.pip cand a.suit = b.suit )
end equal

% Yield all cards in the canonical order
all_cards = iter () yields (cvt)
for suit: char in string\$chars(suits) do
for pip: int in int\$from_to(1,sequence[string]\$size(pips)) do
yield(down(make(pip, suit)))
end
end
end all_cards
end card

% Represents a deck
deck = cluster is new, shuffle, cards, deal, unparse
rep = array[card]

new = proc () returns (cvt)
d: rep := rep\$new()
for c: card in card\$all_cards() do rep\$addh(d, c) end
return(d)
end new

shuffle = proc (d: cvt)
lo: int := rep\$low(d)
hi: int := rep\$high(d)
for i: int in int\$from_to_by(hi, lo+1, -1) do
j: int := lo + random\$next(i-lo)
c: card := d[i]
d[i] := d[j]
d[j] := c
end
end shuffle

cards = iter (d: cvt) yields (card)
for c: card in rep\$elements(d) do yield(c) end
end cards

deal = proc (d: cvt) returns (card) signals (empty)
if rep\$empty(d) then signal empty end
return(rep\$reml(d))
end deal

unparse = proc (d: cvt) returns (string)
ss: stream := stream\$create_output()
n: int := 0
for c: card in cards(up(d)) do
if n~=0 cand n//13=0 then stream\$putc(ss, '\n')
elseif n~=0 then stream\$putc(ss, ' ')
end
stream\$puts(ss, card\$unparse(c))
n := n+1
end
return(stream\$get_contents(ss))
end unparse
end deck

start_up = proc ()
po: stream := stream\$primary_output()
% seed the RNG
d_: date := now()
random\$seed(d_.second + 60*(d_.minute + 60*d_.hour))

% make a new deck
d: deck := deck\$new()
stream\$putl(po, "New deck: ")
stream\$putl(po, deck\$unparse(d))

% shuffle the deck
deck\$shuffle(d)
stream\$putl(po, "\nShuffled deck: ")
stream\$putl(po, deck\$unparse(d))

% deal some cards
stream\$puts(po, "\nDealing 10 cards:")
for i: int in int\$from_to(1, 10) do
stream\$puts(po, " " || card\$unparse(deck\$deal(d)))
end

% show remaining deck
stream\$putl(po, "\n\nRemaining cards in deck:")
stream\$putl(po, deck\$unparse(d))
end start_up```
Output:
```New deck:
AC 2C 3C 4C 5C 6C 7C 8C 9C 10C JC QC KC
AH 2H 3H 4H 5H 6H 7H 8H 9H 10H JH QH KH
AS 2S 3S 4S 5S 6S 7S 8S 9S 10S JS QS KS
AD 2D 3D 4D 5D 6D 7D 8D 9D 10D JD QD KD

Shuffled deck:
QS 5D 5C 3H 8D 8C 2D 4H 3S QH 8H JS 9H
9C AH 4S 7S 8S 9S 2H AD QC 9D 5S 7C 10S
5H 4C KC 6S 4D 3C KS 6C JC 2C QD 7H AC
AS 10H 6H 3D KD 10D JD 7D JH KH 6D 2S 10C

Dealing 10 cards: QS 5D 5C 3H 8D 8C 2D 4H 3S QH

Remaining cards in deck:
8H JS 9H 9C AH 4S 7S 8S 9S 2H AD QC 9D
5S 7C 10S 5H 4C KC 6S 4D 3C KS 6C JC 2C
QD 7H AC AS 10H 6H 3D KD 10D JD 7D JH KH
6D 2S 10C```

## COBOL

Works with: GnuCOBOL
```       identification division.
program-id. playing-cards.

environment division.
configuration section.
repository.
function all intrinsic.

data division.
working-storage section.
77 card             usage index.
01 deck.
05 cards occurs 52 times ascending key slot indexed by card.
10 slot       pic 99.
10 hand       pic 99.
10 suit       pic 9.
10 symbol     pic x(4).
10 rank       pic 99.

01 filler.
05 suit-name     pic x(8) occurs 4 times.

*> Unicode U+1F0Ax, Bx, Cx, Dx "f09f82a0" "82b0" "8380" "8390"
01 base-s           constant as 4036985504.
01 base-h           constant as 4036985520.
01 base-d           constant as 4036985728.
01 base-c           constant as 4036985744.

01 sym              pic x(4) comp-x.
01 symx             redefines sym pic x(4).
77 s                pic 9.
77 r                pic 99.
77 c                pic 99.
77 hit              pic 9.
77 limiter          pic 9(6).

01 hearts           constant as 2.
01 diamonds         constant as 3.
01 clubs            constant as 4.

01 players          constant as 3.
01 cards-per        constant as 5.
01 deal             pic 99.
01 player           pic 99.

01 show-tally       pic zz.
01 show-rank        pic z(5).
01 arg              pic 9(10).

procedure division.
cards-main.
perform seed
perform initialize-deck
perform shuffle-deck
perform deal-deck
perform display-hands
goback.

*> ********
seed.
accept arg from command-line
if arg not equal 0 then
move random(arg) to c
end-if
.

initialize-deck.
move "hearts" to suit-name(hearts)
move "diamonds" to suit-name(diamonds)
move "clubs" to suit-name(clubs)

perform varying s from 1 by 1 until s > 4
after r from 1 by 1 until r > 13
compute c = (s - 1) * 13 + r
evaluate s
when spades compute sym = base-s + r
when hearts compute sym = base-h + r
when diamonds compute sym = base-d + r
when clubs compute sym = base-c + r
end-evaluate
if r > 11 then compute sym = sym + 1 end-if
move s to suit(c)
move r to rank(c)
move symx to symbol(c)
move zero to slot(c)
move zero to hand(c)
end-perform
.

shuffle-deck.
move zero to limiter
perform until exit
compute c = random() * 52.0 + 1.0
move zero to hit
perform varying tally from 1 by 1 until tally > 52
if slot(tally) equal c then
move 1 to hit
exit perform
end-if
if slot(tally) equal 0 then
if tally < 52 then move 1 to hit end-if
move c to slot(tally)
exit perform
end-if
end-perform
if hit equal zero then exit perform end-if
if limiter > 999999 then
display "too many shuffles, deck invalid" upon syserr
exit perform
end-if
end-perform
sort cards ascending key slot
.

display-card.
>>IF ENGLISH IS DEFINED
move rank(tally) to show-rank
evaluate rank(tally)
when 1 display "  ace" with no advancing
when 2 thru 10 display show-rank with no advancing
when 11 display " jack" with no advancing
when 12 display "queen" with no advancing
when 13 display " king" with no advancing
end-evaluate
display " of " suit-name(suit(tally)) with no advancing
>>ELSE
>>END-IF
.

display-deck.
perform varying tally from 1 by 1 until tally > 52
move tally to show-tally
display "Card: " show-tally
" currently in hand " hand(tally)
" is " with no advancing
perform display-card
display space
end-perform
.

display-hands.
perform varying player from 1 by 1 until player > players
move player to tally
display "Player " player ": " with no advancing
perform varying deal from 1 by 1 until deal > cards-per
perform display-card
end-perform
display space
end-perform
display "Stock: " with no advancing
subtract players from tally
perform varying tally from tally by 1 until tally > 52
perform display-card
>>IF ENGLISH IS DEFINED
display space
>>END-IF
end-perform
display space
.

deal-deck.
display "Dealing " cards-per " cards to " players " players"
move 1 to tally
perform varying deal from 1 by 1 until deal > cards-per
after player from 1 by 1 until player > players
move player to hand(tally)
end-perform
.

end program playing-cards.
```
Output:
```prompt\$ cobc -xjd playing-cards.cob
Dealing 5 cards to 3 players
Player 01: ๐ท๐๐บ๐๐ธ
Player 02: ๐๐๐ต๐ฆ๐
Player 03: ๐๐ป๐น๐พ๐ฉ
Stock: ๐๐๐ง๐ฎ๐๐ข๐๐๐๐ซ๐๐ฑ๐๐ช๐๐๐ถ๐ญ๐ณ๐๐๐๐ด๐๐จ๐ฃ๐ค๐๐ก๐๐๐๐ฅ๐๐ฒ๐๐ฝ
```

Or in English

```prompt\$ cobc -xjd playing-cards.cob -DENGLISH
Dealing 5 cards to 3 players
Player 01:     7 of hearts      7 of diamonds   10 of hearts      9 of diamonds    8 of hearts
Player 02:  jack of diamonds    8 of diamonds    5 of hearts      6 of spades    ace of clubs
Player 03:     3 of clubs    jack of hearts      9 of hearts   king of hearts      9 of spades
Stock:   ace of diamonds
king of clubs
2 of clubs
10 of clubs
4 of clubs
queen of diamonds
3 of diamonds
ace of hearts
2 of diamonds
jack of clubs
9 of clubs
6 of hearts
3 of hearts
10 of diamonds
7 of clubs
queen of clubs
4 of hearts
6 of clubs
6 of diamonds
king of diamonds
8 of clubs
5 of diamonds
5 of clubs
2 of hearts
4 of diamonds
queen of hearts```

GnuCOBOL pseudo-random number sequences are reproducible. A command line argument can be used to pass an initial seed value.

## CoffeeScript

```#translated from JavaScript example
class Card
constructor: (@pip, @suit) ->

toString: => "#{@pip}#{@suit}"

class Deck
pips = '2 3 4 5 6 7 8 9 10 J Q K A'.split ' '
suits = 'โฃ โฅ โ  โฆ'.split ' '

constructor: (@cards) ->
if not @cards?
@cards = []
for suit in suits
for pip in pips
@cards.push new Card(pip, suit)

toString: => "[#{@cards.join(', ')}]"

shuffle: =>
for card, i in @cards
randomCard = parseInt @cards.length * Math.random()
@cards[i] = @cards.splice(randomCard, 1, card)[0]

deal: -> @cards.shift()
```

## Common Lisp

A card is a cons of a suit and a pip. A deck is a list of cards, and so dealing is simply popping off of a deck. Shuffling is naรฏve, just a sort with a random predicate. Printing is built in.

```(defconstant +suits+
"Card suits are the symbols club, diamond, heart, and spade.")

(defconstant +pips+
'(ace 2 3 4 5 6 7 8 9 10 jack queen king)
"Card pips are the numbers 2 through 10, and the symbols ace, jack,
queen and king.")

(defun make-deck (&aux (deck '()))
"Returns a list of cards, where each card is a cons whose car is a
suit and whose cdr is a pip."
(dolist (suit +suits+ deck)
(dolist (pip +pips+)
(push (cons suit pip) deck))))

(defun shuffle (list)
"Returns a shuffling of list, by sorting it with a random
predicate. List may be modified."
(sort list #'(lambda (x y)
(declare (ignore x y))
(zerop (random 2)))))
```

## D

```import std.stdio, std.typecons, std.algorithm, std.traits, std.array,
std.range, std.random;

enum Pip {Two, Three, Four, Five, Six, Seven, Eight, Nine, Ten,
Jack, Queen, King, Ace}
enum Suit {Diamonds, Spades, Hearts, Clubs}
alias Card = Tuple!(Pip, Suit);

auto newDeck() pure nothrow @safe {
return cartesianProduct([EnumMembers!Pip], [EnumMembers!Suit]);
}

alias shuffleDeck = randomShuffle;

Card dealCard(ref Card[] deck) pure nothrow @safe @nogc {
immutable card = deck.back;
deck.popBack;
return card;
}

void show(in Card[] deck) @safe {
writefln("Deck:\n%(%s\n%)\n", deck);
}

void main() /*@safe*/ {
auto d = newDeck.array;
d.show;
d.shuffleDeck;
while (!d.empty)
d.dealCard.writeln;
}
```
Output:
```Deck:
const(Tuple!(Pip, Suit))(Two, Diamonds)
const(Tuple!(Pip, Suit))(Three, Diamonds)
const(Tuple!(Pip, Suit))(Four, Diamonds)
const(Tuple!(Pip, Suit))(Five, Diamonds)
const(Tuple!(Pip, Suit))(Six, Diamonds)
const(Tuple!(Pip, Suit))(Seven, Diamonds)
const(Tuple!(Pip, Suit))(Eight, Diamonds)
const(Tuple!(Pip, Suit))(Nine, Diamonds)
const(Tuple!(Pip, Suit))(Ten, Diamonds)
const(Tuple!(Pip, Suit))(Jack, Diamonds)
const(Tuple!(Pip, Suit))(Queen, Diamonds)
const(Tuple!(Pip, Suit))(King, Diamonds)
const(Tuple!(Pip, Suit))(Ace, Diamonds)
const(Tuple!(Pip, Suit))(Two, Hearts)
const(Tuple!(Pip, Suit))(Three, Hearts)
const(Tuple!(Pip, Suit))(Four, Hearts)
const(Tuple!(Pip, Suit))(Five, Hearts)
const(Tuple!(Pip, Suit))(Six, Hearts)
const(Tuple!(Pip, Suit))(Seven, Hearts)
const(Tuple!(Pip, Suit))(Eight, Hearts)
const(Tuple!(Pip, Suit))(Nine, Hearts)
const(Tuple!(Pip, Suit))(Ten, Hearts)
const(Tuple!(Pip, Suit))(Jack, Hearts)
const(Tuple!(Pip, Suit))(Queen, Hearts)
const(Tuple!(Pip, Suit))(King, Hearts)
const(Tuple!(Pip, Suit))(Ace, Hearts)
const(Tuple!(Pip, Suit))(Two, Clubs)
const(Tuple!(Pip, Suit))(Three, Clubs)
const(Tuple!(Pip, Suit))(Four, Clubs)
const(Tuple!(Pip, Suit))(Five, Clubs)
const(Tuple!(Pip, Suit))(Six, Clubs)
const(Tuple!(Pip, Suit))(Seven, Clubs)
const(Tuple!(Pip, Suit))(Eight, Clubs)
const(Tuple!(Pip, Suit))(Nine, Clubs)
const(Tuple!(Pip, Suit))(Ten, Clubs)
const(Tuple!(Pip, Suit))(Jack, Clubs)
const(Tuple!(Pip, Suit))(Queen, Clubs)
const(Tuple!(Pip, Suit))(King, Clubs)
const(Tuple!(Pip, Suit))(Ace, Clubs)

Tuple!(Pip, Suit)(Eight, Diamonds)
Tuple!(Pip, Suit)(Nine, Hearts)
Tuple!(Pip, Suit)(Four, Hearts)
Tuple!(Pip, Suit)(King, Hearts)
Tuple!(Pip, Suit)(Two, Hearts)
Tuple!(Pip, Suit)(King, Clubs)
Tuple!(Pip, Suit)(Seven, Clubs)
Tuple!(Pip, Suit)(Ten, Clubs)
Tuple!(Pip, Suit)(Ace, Diamonds)
Tuple!(Pip, Suit)(Six, Clubs)
Tuple!(Pip, Suit)(Ten, Hearts)
Tuple!(Pip, Suit)(Seven, Diamonds)
Tuple!(Pip, Suit)(Queen, Clubs)
Tuple!(Pip, Suit)(Ace, Hearts)
Tuple!(Pip, Suit)(Jack, Clubs)
Tuple!(Pip, Suit)(Jack, Diamonds)
Tuple!(Pip, Suit)(Queen, Diamonds)
Tuple!(Pip, Suit)(Three, Hearts)
Tuple!(Pip, Suit)(Five, Clubs)
Tuple!(Pip, Suit)(Three, Clubs)
Tuple!(Pip, Suit)(Two, Diamonds)
Tuple!(Pip, Suit)(Jack, Hearts)
Tuple!(Pip, Suit)(King, Diamonds)
Tuple!(Pip, Suit)(Eight, Hearts)
Tuple!(Pip, Suit)(Five, Diamonds)
Tuple!(Pip, Suit)(Four, Clubs)
Tuple!(Pip, Suit)(Ten, Diamonds)
Tuple!(Pip, Suit)(Eight, Clubs)
Tuple!(Pip, Suit)(Queen, Hearts)
Tuple!(Pip, Suit)(Four, Diamonds)
Tuple!(Pip, Suit)(Six, Diamonds)
Tuple!(Pip, Suit)(Ace, Clubs)
Tuple!(Pip, Suit)(Nine, Clubs)
Tuple!(Pip, Suit)(Seven, Hearts)
Tuple!(Pip, Suit)(Three, Diamonds)
Tuple!(Pip, Suit)(Nine, Diamonds)
Tuple!(Pip, Suit)(Five, Hearts)
Tuple!(Pip, Suit)(Six, Hearts)
Tuple!(Pip, Suit)(Two, Clubs)```

### More Refined Version

```import std.stdio, std.random, std.algorithm, std.string, std.range;

struct Card {
static immutable suits = "Club Heart Diamond Spade".split;
static immutable pips  = "Ace 2 3 4 5 6 7 8 9 10 J Q K".split;
enum nPack = suits.length * pips.length;

static bool rankAceTop = true;
int pip, suit;

string toString() pure const {
return format("%3s of %-7s", pips[pip], suits[suit])
.rightJustify(15);
}

@property int order() const nothrow {
immutable pipOrder = (!rankAceTop) ?
pip :
(pip ? pip - 1 : 12);
return pipOrder * suits.length + suit;
}

bool opEqual(in Card rhs) const pure nothrow {
return pip == rhs.pip && suit == rhs.suit;
}

int opCmp(in Card rhs) const nothrow {
return order - rhs.order;
}
}

final class Deck {
private Card[] cards;

this(in bool initShuffle = true, in int pack = 0) {
cards.length = 0;
foreach (immutable p; 0 .. pack)
foreach (immutable c; 0 .. Card.nPack)
cards ~= Card((c / Card.suits.length) %
Card.pips.length,
c % Card.suits.length);

if (initShuffle)
cards.randomShuffle;
}

@property size_t length() const pure nothrow {
return cards.length;
}

Deck add(in Card c) pure nothrow {
cards ~= c;
return this;
}

Deck deal(in int loc, Deck toDeck = null) pure nothrow {
if (toDeck !is null)
cards = cards[0 .. loc] ~ cards[loc + 1 .. \$];
return this;
}

Deck dealTop(Deck toDeck = null) pure nothrow {
return deal(length - 1, toDeck);
}

Card opIndex(in int loc) const pure nothrow {
return cards[loc];
}

alias opIndex peek;

Deck showDeck() {
this.writeln;
return this;
}

Deck shuffle() {
cards.randomShuffle;
return this;
}

Deck sortDeck() {
cards.sort!q{a > b};
return this;
}

override string toString() pure const {
return format("%(%(%s%)\n%)", cards.chunks(4));
}
}

void main() {
Deck[4] guests;
foreach (ref g; guests)
g = new Deck; // Empty deck.

auto host = new Deck(false, 1);
writeln("Host");
host.shuffle.showDeck;

while (host.length > 0)
foreach (ref g; guests)
if (host.length > 0)
host.dealTop(g);

foreach (immutable i, g; guests) {
writefln("Player #%d", i + 1);
g.sortDeck.showDeck;
}
}
```
Output:
```Host
6 of Heart     Q of Club    Ace of Club      9 of Spade
8 of Club      K of Diamond   Q of Heart     6 of Spade
7 of Diamond   5 of Heart     6 of Diamond   8 of Heart
4 of Club      J of Club     10 of Diamond   2 of Club
9 of Diamond   K of Club      4 of Spade     8 of Spade
5 of Club      3 of Club      9 of Club      3 of Diamond
2 of Diamond   9 of Heart     7 of Heart    10 of Club
Ace of Heart     2 of Spade     J of Spade     5 of Diamond
2 of Heart     4 of Heart   Ace of Diamond   J of Heart
Ace of Spade    10 of Heart     K of Heart     3 of Heart
6 of Club      Q of Spade     J of Diamond   8 of Diamond
10 of Spade     7 of Club      Q of Diamond   4 of Diamond
Player #1
J of Heart    10 of Club      9 of Spade     8 of Spade
8 of Diamond   8 of Heart     6 of Spade     5 of Spade
5 of Diamond   4 of Diamond   3 of Diamond   3 of Heart
2 of Club
Player #2
Ace of Diamond Ace of Club      K of Heart     Q of Diamond
Q of Heart     J of Spade     J of Diamond  10 of Diamond
9 of Club      7 of Spade     7 of Heart     6 of Diamond
Player #3
K of Spade     K of Diamond   K of Club      Q of Spade
Q of Club      J of Club     10 of Heart     9 of Heart
7 of Club      5 of Heart     4 of Heart     3 of Club
Player #4
Ace of Spade   Ace of Heart    10 of Spade     9 of Diamond
8 of Club      7 of Diamond   6 of Heart     6 of Club
5 of Club      4 of Club      3 of Spade     2 of Diamond
2 of Heart  ```

## Delphi

```program Cards;

{\$APPTYPE CONSOLE}

uses
SysUtils, Classes;

type
TPip = (pTwo, pThree, pFour, pFive, pSix, pSeven, pEight, pNine, pTen, pJack, pQueen, pKing, pAce);
TSuite = (sDiamonds, sSpades, sHearts, sClubs);

const
cPipNames: array[TPip] of string = ('2', '3', '4', '5', '6', '7', '8', '9', '10', 'J', 'Q', 'K', 'A');
cSuiteNames: array[TSuite] of string = ('Diamonds', 'Spades', 'Hearts', 'Clubs');

type
TCard = class
private
FSuite: TSuite;
FPip: TPip;
public
constructor Create(aSuite: TSuite; aPip: TPip);
function ToString: string; override;

end;

TDeck = class
private
FCards: TList;
public
constructor Create;
destructor Destroy; override;
procedure Shuffle;
function Deal: TCard;
function ToString: string; override;
end;

{ TCard }

constructor TCard.Create(aSuite: TSuite; aPip: TPip);
begin
FSuite := aSuite;
FPip := aPip;
end;

function TCard.ToString: string;
begin
Result := Format('%s of %s', [cPipNames[Pip], cSuiteNames[Suite]])
end;

{ TDeck }

constructor TDeck.Create;
var
pip: TPip;
suite: TSuite;
begin
FCards := TList.Create;
for suite := Low(TSuite) to High(TSuite) do
for pip := Low(TPip) to High(TPip) do
end;

function TDeck.Deal: TCard;
begin
Result := FCards[0];
FCards.Delete(0);
end;

destructor TDeck.Destroy;
var
i: Integer;
c: TCard;
begin
for i := FCards.Count - 1 downto 0 do begin
c := FCards[i];
FCards.Delete(i);
c.Free;
end;
FCards.Free;
inherited;
end;

procedure TDeck.Shuffle;
var
i, j: Integer;
temp: TCard;
begin
Randomize;
for i := FCards.Count - 1 downto 0 do begin
j := Random(FCards.Count);
temp := FCards[j];
FCards.Delete(j);
end;
end;

function TDeck.ToString: string;
var
i: Integer;
begin
for i := 0 to FCards.Count - 1 do
Writeln(TCard(FCards[i]).ToString);
end;

begin
with TDeck.Create do
try
Shuffle;
ToString;
Writeln;
with Deal do
try
Writeln(ToString);
finally
Free;
end;
finally
Free;
end;

end.
```

## EasyLang

```global deck[] top .
proc new . .
deck[] = [ ]
for i to 52
deck[] &= i
.
top = 52
.
suit\$[] = [ "โ " "โฆ" "โฅ" "โฃ" ]
val\$[] = [ 2 3 4 5 6 7 8 9 10 "J" "Q" "K" "A" ]
func\$ name card .
return suit\$[card mod1 4] & val\$[card div1 4]
.
proc show . .
for i to top
write name deck[i] & " "
.
print ""
print ""
.
proc shuffle . .
for i = 52 downto 2
r = randint i
swap deck[i] deck[r]
.
top = 52
.
func deal .
top -= 1
return deck[top + 1]
.
new
show
shuffle
show
for i to 10
write name deal & " "
.
print ""
print ""
show```
Output:
```โ 2 โฆ2 โฅ2 โฃ2 โ 3 โฆ3 โฅ3 โฃ3 โ 4 โฆ4 โฅ4 โฃ4 โ 5 โฆ5 โฅ5 โฃ5 โ 6 โฆ6 โฅ6 โฃ6 โ 7 โฆ7 โฅ7 โฃ7 โ 8 โฆ8 โฅ8 โฃ8 โ 9 โฆ9 โฅ9 โฃ9 โ 10 โฆ10 โฅ10 โฃ10 โ J โฆJ โฅJ โฃJ โ Q โฆQ โฅQ โฃQ โ K โฆK โฅK โฃK โ A โฆA โฅA โฃA

โฆ2 โฃ2 โฆ6 โ 10 โฆ5 โฅ3 โฃ4 โฆ7 โฃ9 โฅ2 โฃ7 โฃK โฆK โ Q โ 2 โฆQ โฅ7 โฅ8 โฃ8 โฅA โ 3 โฅ10 โฅQ โฃ10 โ K โ 5 โฆ8 โ 9 โ 4 โฃ5 โฃJ โฅ5 โ J โ 7 โฆ4 โฆ3 โฆ10 โฅ6 โฃQ โฅ4 โ 6 โฃ3 โฅK โฆJ โ A โ 8 โฅJ โฅ9 โฃA โฆ9 โฃ6 โฆA

โฆA โฃ6 โฆ9 โฃA โฅ9 โฅJ โ 8 โ A โฆJ โฅK

โฆ2 โฃ2 โฆ6 โ 10 โฆ5 โฅ3 โฃ4 โฆ7 โฃ9 โฅ2 โฃ7 โฃK โฆK โ Q โ 2 โฆQ โฅ7 โฅ8 โฃ8 โฅA โ 3 โฅ10 โฅQ โฃ10 โ K โ 5 โฆ8 โ 9 โ 4 โฃ5 โฃJ โฅ5 โ J โ 7 โฆ4 โฆ3 โฆ10 โฅ6 โฃQ โฅ4 โ 6 โฃ3
```

## Elixir

Translation of: Erlang
```defmodule Card do
defstruct pip: nil, suit: nil
end

defmodule Playing_cards do
@pips   ~w[2 3 4 5 6 7 8 9 10 Jack Queen King Ace]a
@pip_value   Enum.with_index(@pips)
@suit_value  Enum.with_index(@suits)

def deal( n_cards, deck ), do: Enum.split( deck, n_cards )

def deal( n_hands, n_cards, deck ) do
Enum.reduce(1..n_hands, {[], deck}, fn _,{acc,d} ->
{hand, new_d} = deal(n_cards, d)
{[hand | acc], new_d}
end)
end

def deck, do: (for x <- @suits, y <- @pips, do: %Card{suit: x, pip: y})

def print( cards ), do: IO.puts (for x <- cards, do: "\t#{inspect x}")

def shuffle( deck ), do: Enum.shuffle( deck )

def sort_pips( cards ), do: Enum.sort_by( cards, &@pip_value[&1.pip] )

def sort_suits( cards ), do: Enum.sort_by( cards, &(@suit_value[&1.suit]) )

shuffled = shuffle( deck )
{hand, new_deck} = deal( 3, shuffled )
{hands, _deck} = deal( 2, 3, new_deck )
IO.write "Hand:"
print( hand )
IO.puts "Hands:"
for x <- hands, do: print(x)
end
end

```
Output:
```Hand:	%Card{pip: :Ace, suit: :Spades}	%Card{pip: :"5", suit: :Hearts}	%Card{pip: :"7", suit: :Clubs}
Hands:
%Card{pip: :"7", suit: :Hearts}	%Card{pip: :"4", suit: :Spades}	%Card{pip: :"9", suit: :Spades}
%Card{pip: :"6", suit: :Spades}	%Card{pip: :Ace, suit: :Hearts}	%Card{pip: :"2", suit: :Diamonds}
```

## Erlang

The -spec() is a type declaration. It is optional, but helps humans to understand complex data types and the Erlang type verifier (dialyzer) to check the code.

This module is used by Go_Fish.

```-module( playing_cards ).

-export( [deal/2, deal/3, deck/0, print/1, shuffle/1, sort_pips/1, sort_suites/1, task/0] ).

-record( card, {pip, suite} ).

-spec( deal( N_cards::integer(), Deck::[#card{}]) -> {Hand::[#card{}], Deck::[#card{}]} ).
deal( N_cards, Deck ) -> lists:split( N_cards, Deck ).
-spec( deal( N_hands::integer(), N_cards::integer(), Deck::[#card{}]) -> {List_of_hands::[[#card{}]], Deck::[#card{}]} ).
deal( N_hands, N_cards, Deck ) -> lists:foldl( fun deal_hands/2, {lists:duplicate(N_hands, []), Deck}, lists:seq(1, N_cards * N_hands) ).

deck() -> [#card{suite=X, pip=Y} || X <- suites(), Y <- pips()].

print( Cards ) -> [io:fwrite( "	~p", [X]) || X <- Cards], io:nl().

shuffle( Deck ) -> knuth_shuffle:list( Deck ).

sort_pips( Cards ) -> lists:keysort( #card.pip, Cards ).

sort_suites( Cards ) -> lists:keysort( #card.suite, Cards ).

Deck = deck(),
Shuffled = shuffle( Deck ),
{Hand, New_deck} = deal( 3, Shuffled ),
{Hands, _Deck} = deal( 2, 3, New_deck ),
io:fwrite( "Hand:" ),
print( Hand ),
io:fwrite( "Hands:~n" ),
[print(X) || X <- Hands].

deal_hands( _N, {[Hand | T], [Card | Deck]} ) -> {T ++ [[Card | Hand]], Deck}.

pips() -> ["2", "3", "4", "5", "6", "7", "8", "9", "10", "Jack", "Queen", "King", "Ace"].

suites() -> ["Clubs", "Hearts", "Spades", "Diamonds"].
```
Output:
```22> playing_cards:task().
Hand: {card,"9","Diamonds"} {card,"7","Clubs"} {card,"King","Clubs"}
Hands:
{card,"10","Hearts"} {card,"2","Hearts"} {card,"6","Diamonds"}
```

## Factor

Works with: Factor version 0.98

Since our data structure is both a sequence and a stack, we can leverage the existing `randomize` word for shuffling and `pop` word for dealing.

```USING: formatting grouping io kernel math qw random sequences
vectors ;
IN: rosetta-code.playing-cards

CONSTANT: pips  qw{ A 2 3 4 5 6 7 8 9 10 J Q K }
CONSTANT: suits qw{ โฅ โฃ โฆ โ  }

: <deck> ( -- vec ) 52 <iota> >vector ;

: card>str ( n -- str )
13 /mod [ suits nth ] [ pips nth ] bi* prepend ;

: print-deck ( seq -- )
13 group [ [ card>str "%-4s" printf ] each nl ] each ;

<deck>       ! make new deck
randomize    ! shuffle the deck
dup pop drop ! deal from the deck (and discard)
print-deck   ! print the deck
```
Output:
```Jโฃ  10โฅ 3โฅ  10โ  7โฅ  7โฆ  4โฆ  4โฅ  Kโฃ  9โ   8โ   Aโ   6โฅ
Kโ   10โฃ 8โฆ  10โฆ 3โฆ  Qโฅ  9โฅ  5โฆ  7โฃ  6โฆ  3โฃ  4โฃ  Jโฅ
5โฃ  6โฃ  7โ   Jโ   3โ   2โฃ  2โฅ  5โ   Qโ   6โ   4โ   2โ   5โฅ
Kโฅ  2โฆ  8โฃ  Aโฅ  9โฆ  9โฃ  8โฅ  Jโฆ  Kโฆ  Aโฃ  Qโฆ  Aโฆ
```

## Fantom

```enum class Suit { clubs, diamonds, hearts, spades }
enum class Pips { ace, two, three, four, five,
six, seven, eight, nine, ten, jack, queen, king
}

class Card
{

new make (Suit suit, Pips pips)
{
this.suit = suit
this.pips = pips
}

override Str toStr ()
{
"card: \$pips of \$suit"
}
}

class Deck
{
Card[] deck := [,]

new make ()
{
Suit.vals.each |val|
{
Pips.vals.each |pip| { deck.add (Card(val, pip)) }
}
}

Void shuffle (Int swaps := 50)
{
swaps.times { deck.swap(Int.random(0..deck.size-1), Int.random(0..deck.size-1)) }
}

Card[] deal (Int cards := 1)
{
if (cards > deck.size) throw ArgErr("\$cards is larger than \${deck.size}")
Card[] result := [,]
cards.times { result.push (deck.removeAt (0)) }
return result
}

Void show ()
{
deck.each |card| { echo (card.toStr) }
}
}

class PlayingCards
{
public static Void main ()
{
deck := Deck()
deck.shuffle
Card[] hand := deck.deal (7)
echo ("Dealt hand is:")
hand.each |card| { echo (card.toStr) }
echo ("Remaining deck is:")
deck.show
}
}```

## Forth

Works with: GNU Forth
```require random.fs   \ RANDOM ( n -- 0..n-1 ) is called CHOOSE in other Forths

create pips  s" A23456789TJQK" mem,
create suits s" DHCS"          mem, \ diamonds, hearts, clubs, spades
: .card ( c -- )
13 /mod swap
pips  + c@ emit
suits + c@ emit ;

create deck 52 allot
variable dealt

: new-deck
52 0        do i deck i + c!             loop  0 dealt ! ;
: .deck
52 dealt @ ?do   deck i + c@ .card space loop  cr ;
: shuffle
51 0 do
52 i - random i + ( rand-index ) deck +
deck i + c@  over c@
deck i + c!  swap c!
loop ;
: cards-left ( -- n ) 52 dealt @ - ;
: deal-card ( -- c )
cards-left 0= abort" Deck empty!"
deck dealt @ + c@  1 dealt +! ;
: .hand ( n -- )
0 do deal-card .card space loop cr ;

new-deck shuffle .deck
5 .hand
cards-left .  \ 47
```

## Fortran

Works with: Fortran version 90 and later
```MODULE Cards

IMPLICIT NONE

TYPE Card
CHARACTER(5) :: value
CHARACTER(8) :: suit
END TYPE Card

TYPE(Card) :: deck(52), hand(52)
TYPE(Card) :: temp

CHARACTER(5) :: pip(13) = (/"Two  ", "Three", "Four ", "Five ", "Six  ", "Seven", "Eight", "Nine ", "Ten  ", &
"Jack ", "Queen", "King ", "Ace  "/)
CHARACTER(8) :: suits(4) = (/"Clubs   ", "Diamonds", "Hearts  ", "Spades  "/)
INTEGER :: i, j, n, rand, dealt = 0
REAL :: x

CONTAINS

SUBROUTINE Init_deck
! Create deck
DO i = 1, 4
DO j = 1, 13
deck((i-1)*13+j) = Card(pip(j), suits(i))
END DO
END DO
END SUBROUTINE Init_deck

SUBROUTINE Shuffle_deck
! Shuffle deck using Fisher-Yates algorithm
DO i = 52-dealt, 1, -1
CALL RANDOM_NUMBER(x)
rand = INT(x * i) + 1
temp = deck(rand)
deck(rand) = deck(i)
deck(i) = temp
END DO
END SUBROUTINE Shuffle_deck

SUBROUTINE Deal_hand(number)
! Deal from deck to hand
INTEGER :: number
DO i = 1, number
hand(i) = deck(dealt+1)
dealt = dealt + 1
END DO
END SUBROUTINE

SUBROUTINE Print_hand
! Print cards in hand
DO i = 1, dealt
WRITE (*, "(3A)") TRIM(deck(i)%value), " of ", TRIM(deck(i)%suit)
END DO
WRITE(*,*)
END SUBROUTINE Print_hand

SUBROUTINE Print_deck
! Print cards in deck
DO i = dealt+1, 52
WRITE (*, "(3A)") TRIM(deck(i)%value), " of ", TRIM(deck(i)%suit)
END DO
WRITE(*,*)
END SUBROUTINE Print_deck

END MODULE Cards
```

Example use:

```PROGRAM Playing_Cards

USE Cards

CALL Init_deck
CALL Shuffle_deck
CALL Deal_hand(5)
CALL Print_hand
CALL Print_deck

END PROGRAM
```

This creates a new deck, shuffles it, deals five cards to hand, prints the cards in hand and then prints the cards remaining in the deck.

## FreeBASIC

```#define NSWAPS 100

type card
suit : 2 as ubyte
face : 4 as ubyte
'the remaining 2 bits are unused
end type

dim shared as string*8 Suits(0 to 3) = {"Spades", "Clubs", "Hearts", "Diamonds"}
dim shared as string*8 Faces(0 to 12) = {"Ace", "Two", "Three", "Four", "Five",_
"Six", "Seven", "Eight", "Nine", "Ten", "Jack", "Queen", "King"}

sub newdeck( deck() as card )
'produces an unshuffled deck of 52 cards
redim preserve deck(0 to 51) as card
for s as ubyte = 0 to 3
for f as ubyte = 0 to 12
deck(13*s + f).suit = s
deck(13*s + f).face = f
next f
next s
end sub

function deal( deck() as card ) as card
'deals one card from the top of the deck, returning that
'card and removing it from the deck
dim as card dealt = deck(ubound(deck))
redim preserve deck(0 to ubound(deck) - 1)
return dealt
end function

function card_name( c as card ) as string
'returns the name of a single given card
return Faces(c.face) + " of " + Suits(c.suit)
end function

sub print_deck( deck() as card )
'displays the contents of the deck,
'with the top card (next to be dealt) first
for i as byte = ubound(deck) to 0 step -1
print card_name( deck(i) )
next i
end sub

sub shuffle_deck( deck() as card )
dim as integer n = ubound(deck)+1
for i as integer = 1 to NSWAPS
swap deck( int(rnd*n) ), deck( int(rnd*n) )
next i
end sub

redim as card deck(0 to 0)  'allocate a new deck
newdeck(deck())             'set up the new deck
print "Dealing a card: ", card_name( deal( deck() ) )
for j as integer = 1 to 41  'deal another 41 cards and discard them
deal(deck())
next j
shuffle_deck(deck())        'shuffle the remaining cards
print_deck(deck())          'display the last ten cards```
Output:
```Dealing a card:             King of Diamonds

## Go

```package cards

import (
"math/rand"
)

// A Suit represents one of the four standard suites.
type Suit uint8

// The four standard suites.
const (
Heart   Suit = 2
Diamond Suit = 1
Club    Suit = 0
)

func (s Suit) String() string {
const suites = "CDHS" // or "โฃโขโกโ "
return suites[s : s+1]
}

// Rank is the rank or pip value of a card from Ace==1 to King==13.
type Rank uint8

// The ranks from Ace to King.
const (
Ace   Rank = 1
Two   Rank = 2
Three Rank = 3
Four  Rank = 4
Five  Rank = 5
Six   Rank = 6
Seven Rank = 7
Eight Rank = 8
Nine  Rank = 9
Ten   Rank = 10
Jack  Rank = 11
Queen Rank = 12
King  Rank = 13
)

func (r Rank) String() string {
const ranks = "A23456789TJQK"
return ranks[r-1 : r]
}

// A Card represets a specific playing card.
// It's an encoded representation of Rank and Suit
// with a valid range of [0,51].
type Card uint8

// NewCard returns the Card representation for the specified rank and suit.
func NewCard(r Rank, s Suit) Card {
return Card(13*uint8(s) + uint8(r-1))
}

// RankSuit returns the rank and suit of the card.
func (c Card) RankSuit() (Rank, Suit) {
return Rank(c%13 + 1), Suit(c / 13)
}

// Rank returns the rank of the card.
func (c Card) Rank() Rank {
return Rank(c%13 + 1)
}

// Suit returns the suit of the card.
func (c Card) Suit() Suit {
return Suit(c / 13)
}

func (c Card) String() string {
return c.Rank().String() + c.Suit().String()
}

// A Deck represents a set of zero or more cards in a specific order.
type Deck []Card

// NewDeck returns a regular 52 deck of cards in A-K order.
func NewDeck() Deck {
d := make(Deck, 52)
for i := range d {
d[i] = Card(i)
}
return d
}

// String returns a string representation of the cards in the deck with
// a newline ('\n') separating the cards into groups of thirteen.
func (d Deck) String() string {
s := ""
for i, c := range d {
switch {
case i == 0: // do nothing
case i%13 == 0:
s += "\n"
default:
s += " "
}
s += c.String()
}
return s
}

// Shuffle randomises the order of the cards in the deck.
func (d Deck) Shuffle() {
for i := range d {
j := rand.Intn(i + 1)
d[i], d[j] = d[j], d[i]
}
}

// Contains returns true if the specified card is withing the deck.
func (d Deck) Contains(tc Card) bool {
for _, c := range d {
if c == tc {
return true
}
}
return false
}

// AddDeck adds the specified deck(s) to this one at the end/bottom.
func (d *Deck) AddDeck(decks ...Deck) {
for _, o := range decks {
*d = append(*d, o...)
}
}

// AddCard adds the specified card to this deck at the end/bottom.
func (d *Deck) AddCard(c Card) {
*d = append(*d, c)
}

// Draw removes the selected number of cards from the top of the deck,
// returning them as a new deck.
func (d *Deck) Draw(n int) Deck {
old := *d
*d = old[n:]
return old[:n:n]
}

// DrawCard draws a single card off the top of the deck,
// removing it from the deck.
// It returns false if there are no cards in the deck.
func (d *Deck) DrawCard() (Card, bool) {
if len(*d) == 0 {
return 0, false
}
old := *d
*d = old[1:]
return old[0], true
}

// Deal deals out cards from the deck one at a time to multiple players.
// The initial hands (decks) of each player are provided as arguments and the
// modified hands are returned. The initial hands can be empty or nil.
// E.g. Deal(7, nil, nil, nil) deals out seven cards to three players
// each starting with no cards.
// If there are insufficient cards in the deck the hands are partially dealt and
// the boolean return is set to false (true otherwise).
func (d *Deck) Deal(cards int, hands ...Deck) ([]Deck, bool) {
for i := 0; i < cards; i++ {
for j := range hands {
if len(*d) == 0 {
return hands, false
}
hands[j] = append(hands[j], (*d)[0])
*d = (*d)[1:]
}
}
return hands, true
}
```

Example use:

```package main

import (
"fmt"
"whatever/path/was/used/cards"
)

func main() {
// We do not call rand.Seed() in order for the results to be repeatable.
//rand.Seed(time.Now().UnixNano())
d := cards.NewDeck()
fmt.Println("fresh deck")
fmt.Println(d)

d.Shuffle()
fmt.Println("\nshuffled")
fmt.Println(d)

h := d.Draw(5)
fmt.Println("\n5 cards drawn")
fmt.Println(h)

fmt.Println("\nrank, suit values of cards in drawn:")
fmt.Println("Card  Rank   Suit")
for _, c := range h {
fmt.Printf("%v :  %v=%2[2]d   %v=%2[3]d\n", c, c.Rank(), c.Suit())
}

fmt.Println("Drawn cards include the Queen of Spades?", ans)
fmt.Println("Drawn cards include the Jack of Spades?", ans)

p, _ := d.Deal(7, nil, nil)
fmt.Println("\nDealing 7 cards to two players")
fmt.Println("Player1:", p[0])
fmt.Println("Player2:", p[1])

fmt.Println("\n", len(d), " cards left in deck")
fmt.Println(d)

fmt.Println("\nReturning the cards to the deck")
fmt.Println(d)
}
```

Output:

```fresh deck
AC 2C 3C 4C 5C 6C 7C 8C 9C TC JC QC KC
AD 2D 3D 4D 5D 6D 7D 8D 9D TD JD QD KD
AH 2H 3H 4H 5H 6H 7H 8H 9H TH JH QH KH
AS 2S 3S 4S 5S 6S 7S 8S 9S TS JS QS KS

shuffled
9D 5C 3C JS 9S 7H 7D 7S TH QH 3S 6D TC
TS 7C 5S AH 8D QS 4C 2H 3H QD 3D JH QC
AS KH 6S KS 9C KC 4S 4D 6H 8C 9H 6C 8H
2C 8S JD AC 2S TD KD 4H JC 2D AD 5D 5H

5 cards drawn
9D 5C 3C JS 9S

rank, suit values of cards in drawn:
Card  Rank   Suit
9D :  9= 9   D= 1
5C :  5= 5   C= 0
3C :  3= 3   C= 0
JS :  J=11   S= 3
9S :  9= 9   S= 3
Drawn cards include the Queen of Spades? false
Drawn cards include the Jack of Spades? true

Dealing 7 cards to two players
Player1: 7H 7S QH 6D TS 5S 8D
Player2: 7D TH 3S TC 7C AH QS

33  cards left in deck
4C 2H 3H QD 3D JH QC AS KH 6S KS 9C KC
4S 4D 6H 8C 9H 6C 8H 2C 8S JD AC 2S TD
KD 4H JC 2D AD 5D 5H

Returning the cards to the deck
4C 2H 3H QD 3D JH QC AS KH 6S KS 9C KC
4S 4D 6H 8C 9H 6C 8H 2C 8S JD AC 2S TD
KD 4H JC 2D AD 5D 5H 9D 5C 3C JS 9S 7H
7S QH 6D TS 5S 8D 7H 7S QH 6D TS 5S 8D
```

## Groovy

```import groovy.transform.TupleConstructor

enum Pip {
ACE, TWO, THREE, FOUR, FIVE, SIX, SEVEN, EIGHT, NINE, TEN, JACK, QUEEN, KING
}
enum Suit {
}

@TupleConstructor
class Card {
final Pip pip
final Suit suit

String toString() { "\$pip of \$suit" }
}

class Deck {

Deck() { reset() }

void reset() {
cards = []
Suit.values().each { suit ->
Pip.values().each { pip ->
cards << new Card(pip, suit)
}
}
}

Card deal() { cards.poll() }

void shuffle() { Collections.shuffle cards }

String toString() { cards.isEmpty() ? "Empty Deck" : "Deck \$cards" }
}
```

Test Code

```Deck deck = new Deck()
deck.shuffle()
(0..<5).each { println deck.deal() }
```

Output:

```TWO of DIAMONDS
KING of HEARTS
NINE of HEARTS
TEN of CLUBS```

Straightforward implementation with explicit names for pips and suits. A deck is just a list of cards. Dealing consists of splitting off cards from the beginning of the list by the usual pattern matching (not shown). Printing is automatic. Purely functional shuffling is a bit tricky, so here we just do the naive quadratic version. This also works for other than full decks.

```import System.Random

data Pip = Two | Three | Four | Five | Six | Seven | Eight | Nine | Ten |
Jack | Queen | King | Ace
deriving (Ord, Enum, Bounded, Eq, Show)

data Suit = Diamonds | Spades | Hearts | Clubs
deriving (Ord, Enum, Bounded, Eq, Show)

type Card = (Pip, Suit)

fullRange :: (Bounded a, Enum a) => [a]
fullRange = [minBound..maxBound]

fullDeck :: [Card]
fullDeck = [(pip, suit) | pip <- fullRange, suit <- fullRange]

insertAt :: Int -> a -> [a] -> [a]
insertAt 0 x ys     = x:ys
insertAt n _ []     = error "insertAt: list too short"
insertAt n x (y:ys) = y : insertAt (n-1) x ys

shuffle :: RandomGen g => g -> [a] -> [a]
shuffle g xs = shuffle' g xs 0 [] where
shuffle' g []     _ ys = ys
shuffle' g (x:xs) n ys = shuffle' g' xs (n+1) (insertAt k x ys) where
(k,g') = randomR (0,n) g
```

## Hy

Works with: Hy version 0.17.0+

A simple program that deals out two five card hands.

```(import [random [shuffle]])
(setv pips (.split "2 3 4 5 6 7 8 9 10 J Q K A"))
(setv suits (.split "โฅ โฆ โฃ โ "))
(setv cards_per_hand 5)

(defn make_deck [pips suits]
(lfor
x pips
y suits
(+ x y)))

(defn deal_hand [num_cards deck]
(setv delt (cut deck None num_cards))
(setv new_deck (lfor
x deck
:if (not (in x delt))
x))
[delt new_deck])

(if (= __name__ "__main__")
(do
(setv deck (make_deck pips suits))
(shuffle deck)
(setv [first_hand deck] (deal_hand cards_per_hand deck))
(setv [second_hand deck] (deal_hand cards_per_hand deck))
(print "\nThe first hand delt was:" (.join " " (map str first_hand)))
(print "\nThe second hand delt was:" (.join " " (map str second_hand)))
(print "\nThe remaining cards in the deck are...\n" (.join " " (map str deck)))))
```

Sample Output:

The first hand delt was: 5โ  3โฃ 4โฅ 10โฆ 6โฃ

The second hand delt was: Jโฃ 8โฃ 9โฃ Kโ  2โฆ

The remaining cards in the deck are... 3โฆ 6โฅ 10โ  Qโฆ 7โฅ 2โ  5โฅ Kโฅ Aโฆ Aโฅ Jโฅ 4โฃ 3โฅ Aโฃ 8โฆ 5โฆ 10โฅ 7โ  Aโ  Jโ  5โฃ 2โฅ 9โฅ 4โฆ 8โ  9โฆ 6โ  7โฃ 10โฃ 2โฃ Qโฅ Qโ  9โ  7โฆ 8โฅ Qโฃ 3โ  6โฆ Kโฃ 4โ  Kโฆ Jโฆ

## Icon and Unicon

```procedure main(arglist)

cards   := 2                                             # cards per hand
players := 5                                             # players to deal to

write("New deck : ", showcards(D := newcarddeck()))      # create and show a new deck
write("Shuffled : ", showcards(D := shufflecards(D)))    # shuffle it

H := list(players)
every H[1 to players] := []                              # hands for each player

every ( c := 1 to cards 	) & ( p := 1 to players ) do
put(H[p], dealcard(D))                                # deal #players hands of #cards

every write("Player #",p := 1 to players,"'s hand : ",showcards(H[p]))
write("Remaining: ",showcards(D))                        # show the rest of the deck
end

record card(suit,pip)                                       #: datatype for a card suit x pip

procedure newcarddeck()			                    #: return a new standard deck
local D

every put(D := [], card(suits(),pips()))
return D
end

procedure suits()				            #: generate suits
suspend !["H","S","D","C"]
end

procedure pips()					    #: generate pips
suspend !["2","3","4","5","6","7","8","9","10","J","Q","K","A"]
end

procedure shufflecards(D)			            #: shuffle a list of cards
every !D :=: ?D                                          # see INL#9
return D
end

procedure dealcard(D)				            #: deal a card (from the top)
return get(D)
end

procedure showcards(D)			                    #: return a string of all cards in the given list (deck/hand/etc.)
local s
every (s := "") ||:= card2string(!D) || " "
return s
end

procedure card2string(x)			            #: return a string version of a card
return x.pip || x.suit
end
```

Sample output:

```New deck : 2H 3H 4H 5H 6H 7H 8H 9H 10H JH QH KH AH 2S 3S 4S 5S 6S 7S 8S 9S 10S JS QS KS AS 2D 3D 4D 5D 6D 7D 8D 9D 10D JD QD KD AD 2C 3C 4C 5C 6C 7C 8C 9C 10C JC QC KC AC
Shuffled : 5H 8S AC 5D 3H 9D 4S 3S 2C AD JD QH 6D 7H 4C 8H 3C KH 6S 10D 4D 8D AH 7D QS 2S QD 6H 9C KS JC 2D 10H JH 5S 2H 3D 10C 4H KC JS 8C 7S 10S KD 9S 6C 9H 7C AS QC 5C
Player #1's hand : 5H 9D
Player #2's hand : 8S 4S
Player #3's hand : AC 3S
Player #4's hand : 5D 2C
Player #5's hand : 3H AD
Remaining: JD QH 6D 7H 4C 8H 3C KH 6S 10D 4D 8D AH 7D QS 2S QD 6H 9C KS JC 2D 10H JH 5S 2H 3D 10C 4H KC JS 8C 7S 10S KD 9S 6C 9H 7C AS QC 5C```

## J

Solution:

```NB. playingcards.ijs
NB. Defines a Rosetta Code playing cards class
NB. Multiple decks may be used, one for each instance of this class.

coclass 'rcpc'    NB. Rosetta Code playing cards class

NB. Class objects
Ranks=: _2 ]\ ' A 2 3 4 5 6 7 8 910 J Q K'
Suits=: ucp 'โฆโฃโฅโ '
DeckPrototype=: (] #: i.@:*/)Ranks ,&# Suits

NB. Class methods
1: TheDeck=: DeckPrototype
)

destroy=: codestroy

sayCards=: ({&Ranks@{. , {&Suits@{:)"1

1: TheDeck=: ({~ ?~@#) TheDeck
)

NB.*dealCards v Deals y cards [to x players]
NB. x is: optional number of players, defaults to one
NB. Used monadically, the player-axis is omitted from output.
dealCards=: verb define
{. 1 dealCards y
:
'Too few cards in deck' assert (# TheDeck) >: ToBeDealt=. x*y
CardsOffTop=. ToBeDealt {. TheDeck
TheDeck    =: ToBeDealt }. TheDeck
(x,y)\$ CardsOffTop
)

NB.*pcc v "Print" current contents of the deck.
sayCards TheDeck
)

newDeck_z_=: conew&'rcpc'
```

Example use:

```   load '~user/playingcards.ijs'
coinsert 'rcpc'              NB. insert rcpc class in the path of current locale
pc=: newDeck ''
\$TheDeck__pc
52 2
shuffle__pc ''
1
sayCards 2 dealCards__pc 5   NB. deal two hands of five cards
3โฆ
4โฆ
Kโ
Aโฆ
Kโฆ

5โ
10โฃ
Qโฅ
2โฃ
9โฃ
\$TheDeck__pc                 NB. deck size has been reduced by the ten cards dealt
42 2
destroy__pc ''
1
```

## Java

Works with: Java version 1.5+
```public enum Pip { Two, Three, Four, Five, Six, Seven,
Eight, Nine, Ten, Jack, Queen, King, Ace }
```
```public enum Suit { Diamonds, Spades, Hearts, Clubs }
```

The card:

```public class Card {
private final Suit suit;
private final Pip value;

public Card(Suit s, Pip v) {
suit = s;
value = v;
}

public String toString() {
return value + " of " + suit;
}
}
```

The deck:

```import java.util.Collections;

public class Deck {

public Deck() {
for (Suit s : Suit.values())
for (Pip v : Pip.values())
}

public Card deal() {
return deck.poll();
}

public void shuffle() {
Collections.shuffle(deck); // I'm such a cheater
}

public String toString(){
return deck.toString();
}
}
```

## JavaScript

```function Card(pip, suit) {
this.pip = pip;
this.suit = suit;

this.toString = function () {
return this.pip + ' ' + this.suit;
};
}

function Deck() {
var pips = '2 3 4 5 6 7 8 9 10 Jack Queen King Ace'.split(' ');
var suits = 'Clubs Hearts Spades Diamonds'.split(' ');
this.deck = [];
for (var i = 0; i < suits.length; i++)
for (var j = 0; j < pips.length; j++)
this.deck.push(new Card(pips[j], suits[i]));

this.toString = function () {
return '[' + this.deck.join(', ') + ']';
};

this.shuffle = function () {
for (var i = 0; i < this.deck.length; i++)
this.deck[i] = this.deck.splice(
parseInt(this.deck.length * Math.random()), 1, this.deck[i])[0];
};

this.deal = function () {
return this.deck.shift();
};
}
```

## jq

In the following, dealing of cards is accomplished in the conventional manner, that is in a round-robin fashion whereby in each round, each player is dealt one card from the top of the deck in turn.

Since neither the C nor the Go implementation of jq currently has a built-in PRNG, this program assumes an invocation such as:

```< /dev/urandom tr -cd '0-9' | fold -w 1 | \$JQ -MRcnr -f playing-cards.jq
```

where \$JQ can be either jq or gojq. If gojq is used, the def of `_nwise` given below should be uncommented.

```# Uncomment for gojq:
# def _nwise(\$n):
#  def nw: if length <= \$n then . else .[0:\$n] , (.[\$n:] | nw) end;
#  nw;

# Output: a prn in range(0;\$n) where \$n is .
def prn:
if . == 1 then 0
else . as \$n
| ((\$n-1)|tostring|length) as \$w
| [limit(\$w; inputs)] | join("") | tonumber
| if . < \$n then . else (\$n | prn) end
end;

def knuthShuffle:
length as \$n
| if \$n <= 1 then .
else {i: \$n, a: .}
| until(.i ==  0;
.i += -1
| (.i + 1 | prn) as \$j
| .a[.i] as \$t
| .a[.i] = .a[\$j]
| .a[\$j] = \$t)
| .a
end;

def Pip: ["A", "2", "3", "4", "5", "6", "7", "8", "9", "10", "J", "Q", "K"];

def Suit: ["โฆ", "โฃ", "โฅ", "โ "];

def Card(pip; suit): pip + suit;

def Deck: Card(Pip[]; Suit[]);

# Deal one round of the cards in .deck to the players
# represented by .hands,
# but if there are not enough cards, do nothing except add .error to the input
# Input {deck, hands}
def deal:
(.hands | length) as \$nplayers
| if \$nplayers > (.deck|length) then .error = "not enough cards"
else reduce range(0;\$nplayers) as \$i (.; .hands[\$i] += [.deck[\$i]])
| .deck |= .[\$nplayers:]

# Deal \$n cards to \$nplayers players if there are enough cards in the input deck
# Input: a deck
# Output: {deck, hands}
def deal(\$n; \$nplayers):
if \$n * \$nplayers > length then "deal/2: not enough cards" | error
else {deck: ., hands: [range(0; \$nplayers)|[]]}
| until( .hands[0]|length == \$n; deal)
end ;

# display an entire deck or else just the cards
def display:
if length == 52 then _nwise(13) | join(" ")
else join(" ")
end;

Deck
| "After creation, the deck consists of:", display, "",
(knuthShuffle
| "After shuffling:", display, "",
( deal(5; 4)
| "After dealing 5 cards each to 4 players, the hands are:",
(.hands[] | display), "", "... leaving \(.deck|length)  cards") ) ;

Output:

An example.

```After creation, the deck consists of:
Aโฆ 2โฆ 3โฆ 4โฆ 5โฆ 6โฆ 7โฆ 8โฆ 9โฆ 10โฆ Jโฆ Qโฆ Kโฆ
Aโฃ 2โฃ 3โฃ 4โฃ 5โฃ 6โฃ 7โฃ 8โฃ 9โฃ 10โฃ Jโฃ Qโฃ Kโฃ
Aโฅ 2โฅ 3โฅ 4โฅ 5โฅ 6โฅ 7โฅ 8โฅ 9โฅ 10โฅ Jโฅ Qโฅ Kโฅ
Aโ  2โ  3โ  4โ  5โ  6โ  7โ  8โ  9โ  10โ  Jโ  Qโ  Kโ

After shuffling:
9โฆ 7โฆ Jโฅ 7โฅ 4โฅ 3โ  4โฃ 2โฆ 2โ  6โฆ Qโ  8โฆ Aโฃ
8โฅ 4โฆ Jโฃ 5โ  3โฃ Qโฃ 3โฅ 7โ  9โฅ 8โฃ 10โ  2โฅ Aโ
Qโฆ 5โฆ 10โฆ Jโ  Kโฅ 5โฃ Aโฆ 10โฅ 10โฃ Aโฅ 2โฃ 9โฃ 7โฃ
Kโฃ 6โ  Kโฆ 9โ  Jโฆ 5โฅ Qโฅ 4โ  Kโ  8โ  6โฃ 6โฅ 3โฆ

After dealing 5 cards each to 4 players, the hands are:
9โฆ 4โฅ 2โ  Aโฃ 5โ
7โฆ 3โ  6โฆ 8โฅ 3โฃ
Jโฅ 4โฃ Qโ  4โฆ Qโฃ
7โฅ 2โฆ 8โฆ Jโฃ 3โฅ

... leaving 32 cards
```

## Julia

Deck Types and Constructors

A deck consists of an array of integers and a DeckDesign type, which defines the meanings of the cards. This is a somewhat simplified implementation. While strictly speaking, a deck should be an array of cards, it is sufficient here to use integers. Indeed, cards and hands are just decks with smaller numbers of cards.

```type DeckDesign{T<:Integer,U<:String}
rlen::T
slen::T
ranks::Array{U,1}
suits::Array{U,1}
hlen::T
end

type Deck{T<:Integer}
cards::Array{T,1}
design::DeckDesign
end

Deck(n::Integer, des::DeckDesign) = Deck([n], des)

function pokerlayout()
r = [map(string, 2:10), "J", "Q", "K", "A"]
r = map(utf8, r)
s = ["\u2663", "\u2666", "\u2665", "\u2660"]
DeckDesign(13, 4, r, s, 5)
end

function fresh(des::DeckDesign)
Deck(collect(1:des.rlen*des.slen), des)
end
```

Define a Few of the Standard Methods

Many of these definitions are simply passed through to the card array component of the deck. But note that size returns parameters appropriate to a complete deck. This behavior is helpful when assigning meaning to any list of cards.

```Base.isempty(d::Deck) = isempty(d.cards)
Base.empty!(d::Deck) = empty!(d.cards)
Base.length(d::Deck) = length(d.cards)
Base.endof(d::Deck) = endof(d.cards)
Base.shuffle!(d::Deck) = shuffle!(d.cards)
Base.sort!(d::Deck) = sort!(d.cards)
Base.getindex(d::Deck, r) = Deck(getindex(d.cards, r), d.design)
Base.size(d::Deck) = (d.design.rlen, d.design.slen)
function Base.print(d::Deck)
sz = size(d)
r = map(x->d.design.ranks[ind2sub(sz, x)[1]], d.cards)
s = map(x->d.design.suits[ind2sub(sz, x)[2]], d.cards)
join(r.*s, " ")
end
```

Define Some Special Methods

deal! is the only deck specific method required to complete the essentials for this task.

```function deal!{T<:Integer}(d::Deck, hlen::T)
if hlen < length(d)
hand = Deck(d.cards[1:hlen], d.design)
d.cards = d.cards[hlen+1:end]
else
hand = d
empty!(d)
end
return hand
end

function deal!(d::Deck)
deal!(d, d.design.hlen)
end

function pretty(d::Deck)
s = ""
llen = d.design.rlen
dlen = length(d)
for i in 1:llen:dlen
j = min(i+llen-1, dlen)
s *= print(d[i:j])*"\n"
end
chop(s)
end
```

Main

```d = fresh(pokerlayout())
println("A new poker deck:")
println(pretty(d))

shuffle!(d)
println()
println("The deck shuffled:")
println(pretty(d))

n = 4
println()
println("Deal ", n, " hands:")
for i in 1:n
h = deal!(d)
println(pretty(h))
end

println()
println("And now the deck contains:")
println(pretty(d))
```
Output:
```A new poker deck:
2โฃ 3โฃ 4โฃ 5โฃ 6โฃ 7โฃ 8โฃ 9โฃ 10โฃ Jโฃ Qโฃ Kโฃ Aโฃ
2โฆ 3โฆ 4โฆ 5โฆ 6โฆ 7โฆ 8โฆ 9โฆ 10โฆ Jโฆ Qโฆ Kโฆ Aโฆ
2โฅ 3โฅ 4โฅ 5โฅ 6โฅ 7โฅ 8โฅ 9โฅ 10โฅ Jโฅ Qโฅ Kโฅ Aโฅ
2โ  3โ  4โ  5โ  6โ  7โ  8โ  9โ  10โ  Jโ  Qโ  Kโ  Aโ

The deck shuffled:
Qโฅ 6โ  4โฃ 2โ  5โฃ 10โฃ 9โ  Kโฅ 7โ  3โ  2โฅ 4โฅ Aโฃ
6โฅ Aโฅ 3โฅ 3โฆ Kโฆ 10โฆ 10โ  8โฃ 4โฆ 8โฆ Kโฃ 5โฆ 6โฃ
7โฆ 9โฆ 6โฆ 8โฅ 10โฅ 5โฅ Jโ  9โฃ 8โ  Qโฆ 2โฆ Kโ  Qโฃ
Jโฃ Jโฅ 7โฅ Jโฆ 2โฃ 4โ  5โ  9โฅ Aโฆ 3โฃ 7โฃ Aโ  Qโ

Deal 4 hands:
Qโฅ 6โ  4โฃ 2โ  5โฃ
10โฃ 9โ  Kโฅ 7โ  3โ
2โฅ 4โฅ Aโฃ 6โฅ Aโฅ
3โฅ 3โฆ Kโฆ 10โฆ 10โ

And now the deck contains:
8โฃ 4โฆ 8โฆ Kโฃ 5โฆ 6โฃ 7โฆ 9โฆ 6โฆ 8โฅ 10โฅ 5โฅ Jโ
9โฃ 8โ  Qโฆ 2โฆ Kโ  Qโฃ Jโฃ Jโฅ 7โฅ Jโฆ 2โฃ 4โ  5โ
9โฅ Aโฆ 3โฃ 7โฃ Aโ  Qโ
```

## K

The deck is stored in the global variable "deck".

Create the deck.

```   v:"A23456789TJQK" / values
s:"SHCD"          / suites

/ create a new deck
newdeck:{deck::,/s,'\:v}
newdeck();
```

Show the deck.

```   show:{`0:\$,/-3\$\$deck}

show()
SA S2 S3 S4 S5 S6 S7 S8 S9 ST SJ SQ SK HA H2 H3 H4 H5 H6 H7 H8 H9 HT HJ HQ HK CA C2 C3 C4 C5 C6 C7 C8 C9 CT CJ CQ CK DA D2 D3 D4 D5 D6 D7 D8 D9 DT DJ DQ DK
```

Shuffle the deck.

```   shuffle:{deck::(-#deck)?deck}

shuffle();show()
S8 CA D5 D2 SJ D6 DJ H7 S4 S9 SQ SK S5 D8 C4 HT DA H3 S6 S2 DT HA C2 C5 D9 ST C7 DK S3 HQ D7 DQ C8 D3 SA CJ CQ CT H4 H2 CK H9 H5 C3 C6 H6 D4 HJ C9 S7 HK H8
```

Deal: Get the N top cards and remove them from the deck. Deal 5 cards.

```   deal1:{|((#deck)-x)_|deck}
deal:{c:deal1[x];deck::(deck _dvl c);c}

deal[5]
("S8"
"CA"
"D5"
"D2"
"SJ")

#deck / 5 cards are removed
47
```

Deal 3 more hands.

```   {deal@5}'!3
(("D6"
"DJ"
"H7"
"S4"
"S9")
("SQ"
"SK"
"S5"
"D8"
"C4")
("HT"
"DA"
"H3"
"S6"
"S2"))
```

We now have 32 cards left.

```  #deck
32
show()
DT HA C2 C5 D9 ST C7 DK S3 HQ D7 DQ C8 D3 SA CJ CQ CT H4 H2 CK H9 H5 C3 C6 H6 D4 HJ C9 S7 HK H8
```

## Kotlin

### procedural style

Works with: Kotlin version 1.3.50
```const val FACES = "23456789TJQKA"
const val SUITS = "shdc"

fun createDeck(): List<String> {
val cards = mutableListOf<String>()
FACES.forEach { face -> SUITS.forEach { suit -> cards.add("\$face\$suit") } }
return cards
}

fun dealTopDeck(deck: List<String>, n: Int) = deck.take(n)

fun dealBottomDeck(deck: List<String>, n: Int) = deck.takeLast(n).reversed()

fun printDeck(deck: List<String>) {
for (i in deck.indices) {
print("\${deck[i]}  ")
if ((i + 1) % 13 == 0 || i == deck.size - 1) println()
}
}

fun main(args: Array<String>) {
var deck = createDeck()
println("After creation, deck consists of:")
printDeck(deck)
deck = deck.shuffled()
println("\nAfter shuffling, deck consists of:")
printDeck(deck)
val dealtTop = dealTopDeck(deck, 10)
println("\nThe 10 cards dealt from the top of the deck are:")
printDeck(dealtTop)
val dealtBottom = dealBottomDeck(deck, 10)
println("\nThe 10 cards dealt from the bottom of the deck are:")
printDeck(dealtBottom)
}
```

Sample output:

Output:
```After creation, deck consists of:
2s  3s  4s  5s  6s  7s  8s  9s  Ts  Js  Qs  Ks  As
2h  3h  4h  5h  6h  7h  8h  9h  Th  Jh  Qh  Kh  Ah
2d  3d  4d  5d  6d  7d  8d  9d  Td  Jd  Qd  Kd  Ad
2c  3c  4c  5c  6c  7c  8c  9c  Tc  Jc  Qc  Kc  Ac

After shuffling, deck consists of:
2h  6h  5s  9s  Td  Kh  Jc  4s  Ac  Tc  7s  8s  9c
Js  3s  Th  Kd  2d  Qd  8h  3c  6d  Qc  2c  Ks  Ad
9d  5c  6s  4h  Qh  4d  Ah  3d  As  5h  Ts  7d  Jh
Jd  4c  8d  7h  6c  2s  Qs  7c  Kc  9h  8c  3h  5d

The 10 cards dealt from the top of the deck are:
2h  6h  5s  9s  Td  Kh  Jc  4s  Ac  Tc

The 10 cards dealt from the bottom of the deck are:
5d  3h  8c  9h  Kc  7c  Qs  2s  6c  7h```

### object-oriented

Works with: Kotlin version 1.4.10
```class Deck : ArrayList<String> {
constructor() { FACES.forEach { face -> SUITS.forEach { add("\$face\$it") } } }

fun dealTop(n: Int) = Deck(take(n))
fun dealBottom(n: Int) = Deck(takeLast(n).reversed())

fun print() {
forEachIndexed { i, s ->
print("\$s  ")
if ((i + 1) % 13 == 0 || i == size - 1) println()
}
}

private companion object {
const val FACES = "23456789TJQKA"
const val SUITS = "shdc"
}
}

fun main(args: Array<String>) {
val deck = Deck()
println("After creation, deck consists of:")
deck.print()
deck.shuffle()
println("\nAfter shuffling, deck consists of:")
deck.print()
println("\nThe 10 cards dealt from the top of the deck are:")
deck.dealTop(10).print()
println("\nThe 10 cards dealt from the bottom of the deck are:")
deck.dealBottom(10).print()
}
```

## Liberty BASIC

```    Dim deckCards(52)
Dim holdCards(1, 1)
Print "The Sorted Deck"
Call sortDeck
Call dealDeck
Print: Print
Print "The Shuffled Deck"
Call shuffleDeck
Call dealDeck
Print: Print
nPlayers = 4
nCards = 5
ct = 0
Redim holdCards(nPlayers, nCards)
Print "Dealing ";nCards;" cards to ";nPlayers;" players"
For i = 1 to nPlayers
Print "Player #";i,,
Next i
Print
For i = 1 to nCards
For j = 1 to nPlayers
ct = ct + 1
holdCards(j, i) = deckCards(ct)
card = deckCards(ct)
value = value(card)
suit\$ = suit\$(card)
pip\$ = pip\$(value)
Print card;": ";pip\$;" of ";suit\$,
Next j
Print
Next i
Print: Print
Print "The cards in memory / array"
For i = 1 to nPlayers
Print "Player #";i;" is holding"
For j = 1 to nCards
card = holdCards(i, j)
value = value(card)
suit\$ = suit\$(card)
pip\$ = pip\$(value)
Print card;": ";pip\$;" of ";suit\$
Next j
Print
Next i

End

Sub dealDeck
For i = 1 to 52
card = deckCards(i)
value = value(card)
suit\$ = suit\$(card)
pip\$ = pip\$(value)
Print i, card, value, pip\$;" of ";suit\$
Next i
End Sub

Sub sortDeck
For i = 1 to 52
deckCards(i) = i
Next i
End Sub

Sub shuffleDeck
For i = 52 to 1 Step -1
x = Int(Rnd(1) * i) + 1
temp = deckCards(x)
deckCards(x) = deckCards(i)
deckCards(i) = temp
Next i
End Sub

Function suit\$(deckValue)
cardSuit\$ = "Spades Hearts Clubs Diamonds"
suit = Int(deckValue / 13)
If deckValue Mod 13 = 0 Then
suit = suit - 1
End If
suit\$ = Word\$(cardSuit\$, suit + 1)
End Function

Function value(deckValue)
value = deckValue Mod 13
If value = 0 Then
value = 13
End If
End Function

Function pip\$(faceValue)
pipLabel\$ = "Ace Deuce Three Four Five Six Seven Eight Nine Ten Jack Queen King"
pip\$ = Word\$(pipLabel\$, faceValue)
End Function```

## Logo

Works with: UCB Logo
```make "suits {Diamonds Hearts Clubs Spades}
make "pips {Ace Two Three Four Five Six Seven Eight Nine Ten Jack Queen King}

to card :n
output (sentence item 1 + modulo :n 13 :pips  "of  item 1 + int quotient :n 13 :suits)
end

to new.deck
make "deck listtoarray iseq 0 51
make "top 1
end

to swap :i :j :a
localmake "t item :i :a
setitem :i :a item :j :a
setitem :j :a :t
end
to shuffle.deck
for [i [count :deck] 2] [swap 1 + random :i :i :deck]
end

to show.deck
for [i :top [count :deck]] [show card item :i :deck]
end

to deal.card
show card item :top :deck
make "top :top + 1
end

new.deck
shuffle.deck
repeat 5 [deal.card]```

## Lua

### Version 1

```suits = {"Clubs", "Diamonds", "Hearts", "Spades"}
faces = {2,3,4,5,6,7,8,9,10,"Jack","Queen","King","Ace"}
--a stack is a set of cards. a stack of length 1 acts as a card; the stack constructor only creates decks.

stack = setmetatable({
--shuffles a stack
__unm = function(z)
local ret = {}
for i = #z, 1, -1 do
ret[#ret + 1] = table.remove(z,math.random(i))
end
return setmetatable(ret, stack)
end,
--puts two stacks together
for i = 1, #z2 do
z[#z+1] = table.remove(z2)
end
return z
end,
--removes n cards from a stack and returns a stack of those cards
__sub = function(z, n)
local ret = {}
for i = 1, n do
ret[i] = table.remove(z)
end
return setmetatable(ret, stack)
end,
--breaks a stack into n equally sized stacks and returns them all
deal = function(z, n)
local ret = {}
for i = 1, #z/n do
ret[i] = table.remove(z)
end
if n > 1 then return setmetatable(ret, stack), stack.deal(z,n-1)
else return setmetatable(ret, stack)
end
end,
--returns a and b as strings, concatenated together. Simple enough, right?
__concat = function(a, b)
if getmetatable(a) == stack then
return stack.stackstring(a) .. b
else
return a .. stack.stackstring(b)
end
end,
stackstring = function(st, ind)
ind = ind or 1
if not st[ind] then return "" end
return st[ind] and (faces[math.ceil(st[ind]/4)] .. " of " .. suits[st[ind]%4+1] .. "\n" .. stack.stackstring(st, ind+1)) or ""
end}, {
--creates a deck
__call = function(z)
local ret = {}
for i = 1, 52 do ret[i] = i end
return -setmetatable(ret,z)
end})

print(stack() .. "\n")
a, b, c, d = stack.deal(stack(), 4)
print(a .. "\n\n\n")
print(b + c .. "\n\n\n")
print(d - 4 .. "")
print(-b .. "")
```

### Version 2

```local tPlayers = {} -- cards of players
local tBoard = {}   -- cards in a board
local nPlayers = 5  -- number of players

local tDeck = {
'2d', '3d', '4d', '5d', '6d', '7d', '8d', '9d', 'Td', 'Jd', 'Qd', 'Kd', 'Ad', -- DIAMONDS
'2s', '3s', '4s', '5s', '6s', '7s', '8s', '9s', 'Ts', 'Js', 'Qs', 'Ks', 'As', -- SPADES
'2h', '3h', '4h', '5h', '6h', '7h', '8h', '9h', 'Th', 'Jh', 'Qh', 'Kh', 'Ah', -- HEARTS
'2c', '3c', '4c', '5c', '6c', '7c', '8c', '9c', 'Tc', 'Jc', 'Qc', 'Kc', 'Ac'} -- CLUBS

local function shuffle() -- FisherโYates shuffle
i = #tDeck
while i > 1 do
i = i - 1
j = math.random(1, i)
tDeck[j], tDeck[i] = tDeck[i], tDeck[j]
end
return tDeck
end

local function cardTransfer(to, amount, from)
for f = 1, amount do
table.insert(to, #to+1, from[#from])
from[#from] = nil
end
end

----||EXAMPLE OF USE||----
print('FRESH DECK \n', table.concat(tDeck, ' '), '\n')

shuffle()

print('SHUFFLED DECK \n', table.concat(tDeck, ' '), '\n')

for a = 1, nPlayers do
tPlayers[a] = {}
cardTransfer(tPlayers[a], 2, tDeck)
end

cardTransfer(tBoard, 5, tDeck)

print('BOARD\n', table.concat(tBoard, ' '), '\n')

for b = 1, nPlayers do
print('PLAYER #'..b..': ', table.concat(tPlayers[b], ' '))
end

print('\nREMAINING\n', table.concat(tDeck, ' '), '\n')

for c = 1, #tPlayers do
for d = 1, #tPlayers[c] do
cardTransfer(tDeck, d, tPlayers[c])
end
end

cardTransfer(tDeck, 5, tBoard)

print('ALL CARDS IN THE DECK\n', table.concat(tDeck, ' '), '\n')
```

Output:

```FRESH DECK
2d 3d 4d 5d 6d 7d 8d 9d Td Jd Qd Kd Ad 2s 3s 4s 5s 6s 7s 8s 9s Ts Js Qs Ks As 2h 3h 4h 5h 6h 7h 8h 9h Th Jh Qh Kh Ah 2c 3c 4c 5c 6c 7c 8c 9c Tc Jc Qc Kc Ac

SHUFFLED DECK
7c 3d 8h 7h 7s 9c 8c Ks 8s 2s 5s 8d 2h 3h Jc 6h Td Ts Jh Tc 6s Kd 7d 4h 4d 5d Qd 5h 5c Kh 9d 2d Ah 6d 3c Js 9h Qh 4c 3s As Kc Qs Ad Th 4s Jd Ac Qc 2c 9s 6c

BOARD
Kc As 3s 4c Qh

PLAYER #1: 6c 9s
PLAYER #2: 2c Qc
PLAYER #3: Ac Jd
PLAYER #4: 4s Th

REMAINING
7c 3d 8h 7h 7s 9c 8c Ks 8s 2s 5s 8d 2h 3h Jc 6h Td Ts Jh Tc 6s Kd 7d 4h 4d 5d Qd 5h 5c Kh 9d 2d Ah 6d 3c Js 9h

ALL CARDS IN THE DECK
7c 3d 8h 7h 7s 9c 8c Ks 8s 2s 5s 8d 2h 3h Jc 6h Td Ts Jh Tc 6s Kd 7d 4h 4d 5d Qd 5h 5c Kh 9d 2d Ah 6d 3c Js 9h 9s 6c Qc 2c Jd Ac Th 4s Qs Ad Qh 4c 3s As Kc
```

## M2000 Interpreter

We can use one or more packs. When we need a card and deck has no card then a new pack inserted (automatic drop some random cards)

```Module PlayCards {
Font "Arial"  ' Ensure characters exist for Suits
Cls 15,0
Pen 0
Inventory Suits = "โ ":=0, "โฅ":=4, "โฆ":=4, "โฃ":=0 'suit -> color
Inventory Cards = "two":=2, "three":=3, "four":=4, "five":=5
Append Cards, "six":=6, "seven":=7, "eight":=8, "nine":=9
Append Cards, "ten":=10, "jack":=10, "queen":=10, "king":=10, "ace":=1
DealerMoney=0
PrintCardOnly = Lambda Suits, Cards (k, nl=True)-> {
For k {
Pen Suits(.suit!) {
If nl then {
Print Part @(10), Eval\$(Suits, .suit)+Eval\$(Cards, .card)
Print
} Else Print Eval\$(Suits, .suit)+Eval\$(Cards, .card),
}
}
}
' Using a stack object
StackPack = Stack
Module AppendArray (N, A) {
Stack N {Data !A}
}
Class OneCard {
suit=-1, Card
Class:
Module OneCard {
}
}
Decks=1
Dim Pack(Len(Cards)*Len(Suits)*Decks)
k=0
\\ fill cards to Pack()
For times=1 To Decks {
N=each(Suits)
While N {
M=each(Cards)
While M {
Pack(k)=OneCard(N^, M^)
k++
}
}
}
DisplayAll() ' in order
Suffle()
DisplayAll() ' at random positions
Print
Card=OneCard()
Print "Cards in Deck:";Len(StackPack)
For i=1 to 60 {
NextCard()
Print "Get Card:";
Call PrintCardOnly(Card)
Print
Print "Cards in Deck:";Len(StackPack)
DisplayDeck()
Print
}

Sub Suffle()
Print
Local N=Len(Pack())-1, N2, i, j, total=N*4+4, cur=1
For j=1 To 4 {
For i=0 To N {
If cur Mod 4=3 Then Print Over format\$("Suffle {0:0}%",cur/total*100)
N2=random(0, N)
While N2=i {N2=random(0, N)}
Swap Pack(i), Pack(N2)
cur++
}
}
AppendArray StackPack, Pack()
Print
End Sub
Sub DisplayDeck()
local m=each(StackPack)
While m  {
Call PrintCardOnly(StackItem(m), False)
}
End Sub
Sub DisplayAll()
For k=0 To Len(Pack())-1 {
PrintCard(k)
}
End Sub
Sub PrintCard(k)
For Pack(k) {
Pen Suits(.suit!) {
Print Eval\$(Suits, .suit)+Eval\$(Cards, .card),
}
}
End Sub
Sub NextCard()
If Len(StackPack)=0 Then {
Suffle()
Stack StackPack {
Drop Random(0, 51)
}
}
Stack StackPack {
}
End Sub
}
PlayCards```

## M4

```define(`randSeed',141592653)dnl
define(`setRand',
`define(`randSeed',ifelse(eval(\$1<10000),1,`eval(20000-\$1)',`\$1'))')dnl
define(`rand_t',`eval(randSeed^(randSeed>>13))')dnl
define(`random',
`define(`randSeed',eval((rand_t^(rand_t<<18))&0x7fffffff))randSeed')dnl
define(`for',
`ifelse(\$#,0,``\$0'',
`ifelse(eval(\$2<=\$3),1,
`pushdef(`\$1',\$2)\$4`'popdef(`\$1')\$0(`\$1',incr(\$2),\$3,`\$4')')')')dnl
define(`foreach', `pushdef(`\$1')_foreach(\$@)popdef(`\$1')')dnl
define(`_arg1', `\$1')dnl
define(`_foreach', `ifelse(`\$2', `()', `',
`define(`\$1', _arg1\$2)\$3`'\$0(`\$1', (shift\$2), `\$3')')')dnl
define(`new',`define(`\$1[size]',0)')dnl
define(`append',
`define(`\$1[size]',incr(defn(`\$1[size]')))`'define(\$1[defn(\$1[size])],\$2)')
define(`deck',
`new(\$1)foreach(`x',(Ace,2,3,4,5,6,7,8,9,10,Jack,Queen,King),
`append(`\$1',`x of y')')')')dnl
define(`show',
`for(`x',1,defn(\$1[size]),`defn(\$1[x])ifelse(x,defn(\$1[size]),`',`, ')')')dnl
define(`swap',`define(\$1[\$2],defn(\$1[\$4]))define(\$1[\$4],\$3)')dnl
define(`shuffle',
`for(`x',1,defn(\$1[size]),
`swap(\$1,x,defn(\$1[x]),eval(1+random%defn(\$1[size])))')')dnl
define(`deal',
`ifelse(\$#,0,``\$0'',
`ifelse(defn(\$1[size]),0,
`NULL',
defn(\$1[defn(\$1[size])])define(\$1[size],decr(defn(\$1[size]))))')')dnl
dnl
deck(`b')
show(`b')
shuffling shuffle(`b')
show(`b')
deal deal(`b')
deal deal(`b')
show(`b')```

## Mathematica/Wolfram Language

```MakeDeck[] :=  Tuples[{{"Ace ", 2, 3 , 4 , 5, 6 , 7 , 8 , 9 , 10, "Jack" , "Queen", "King"}, {โฆ , โฃ, โฅ , โ }}]
DeckShuffle[deck_] := RandomSample[deck, Length@deck]
DealFromDeck[] := (Print@First@deck; deck = deck[[2 ;; All]];)
```

Example usage:

```deck = DeckShuffle@MakeDeck[]; Print[deck]

->{{10,โฅ},{10,โฆ},{5,โฃ},{7,โ },{4,โฆ},{8,โฆ},{4,โ },{Queen,โ },{5,โ },{4,โฅ},{9,โฆ},{King,โฅ},{2,โฆ},{Ace ,โฆ},
{3,โฃ},{6,โฆ},{Jack,โฃ},{10,โ },{2,โ },{3,โ },{9,โ },{King,โ },{Queen,โฅ},{8,โฃ},{King,โฆ},{6,โฃ},{4,โฃ},{Jack,โฆ},
{5,โฆ},{Ace ,โฃ},{2,โฃ},{8,โฅ},{Jack,โ },{5,โฅ},{7,โฃ},{8,โ },{King,โฃ},{Queen,โฆ},{9,โฅ},{Ace ,โฅ},{3,โฆ},{7,โฅ},
{Queen,โฃ},{10,โฃ},{3,โฅ},{2,โฅ},{Jack,โฅ},{7,โฆ},{6,โ },{6,โฅ},{Ace ,โ },{9,โฃ}}

DealFromDeck[]
DealFromDeck[]
DealFromDeck[]

->{10,โฅ}
->{10,โฆ}
->{5,โฃ}

Print[deck]

->{{7,โ },{4,โฆ},{8,โฆ},{4,โ },{Queen,โ },{5,โ },{4,โฅ},{9,โฆ},{King,โฅ},{2,โฆ},{Ace ,โฆ},{3,โฃ},{6,โฆ},{Jack,โฃ},
{10,โ },{2,โ },{3,โ },{9,โ },{King,โ },{Queen,โฅ},{8,โฃ},{King,โฆ},{6,โฃ},{4,โฃ},{Jack,โฆ},{5,โฆ},{Ace ,โฃ},{2,โฃ},
{8,โฅ},{Jack,โ },{5,โฅ},{7,โฃ},{8,โ },{King,โฃ},{Queen,โฆ},{9,โฅ},{Ace ,โฅ},{3,โฆ},{7,โฅ},{Queen,โฃ},{10,โฃ},
{3,โฅ},{2,โฅ},{Jack,โฅ},{7,โฆ},{6,โ },{6,โฅ},{Ace ,โ },{9,โฃ}}```

## MiniScript

```suits = ["Spades", "Clubs", "Hearts", "Diamonds"]
pips = ["Ace","Two","Three","Four","Five","Six","Seven",
"Eight","Nine","Ten","Jack","Queen","King"]

Card = {}
Card.str = function()
return self.pip + " of " + self.suit + " (value: " + self.value + ")"
end function

//Build Deck
deck = []
for s in suits.indexes
for p in pips.indexes
card = new Card
card.suit = suits[s]
card.pip = pips[p]
card.value = s * 100 + p
deck.push card
end for
end for

draw = function(count=7)
hand = []
for i in range(1, count)
hand.push deck.pop
end for
return hand
end function

display = function(stack)
for card in stack
print card.str
end for
end function

print "Deck created. Cards in Deck: " + deck.len

deck.shuffle
print "Deck Shuffled"

hand = draw
print "First hand: "
display hand

print
print deck.len + " cards left in deck:"
display deck
```
Output:
```Deck created. Cards in Deck: 52
Deck Shuffled
First hand:
Nine of Diamonds (value: 308)
Seven of Clubs (value: 106)
Ten of Diamonds (value: 309)
Seven of Hearts (value: 206)
King of Diamonds (value: 312)

45 cards left in deck:
Queen of Hearts (value: 211)
(etc.)```

## Nim

```import random, strutils

type
Suit* = enum โฅ, โฆ, โฃ, โ

Rank* {.pure.} = enum
Ace = (1, "A")
Two = (2, "2")
Three = (3, "3")
Four = (4, "4")
Five = (5, "5")
Six = (6, "6")
Seven = (7, "7")
Eight = (8, "8")
Nine = (9, "9")
Ten = (10, "10")
Jack = (11, "J")
Queen = (12, "Q")
King = (13, "K")

Card* = tuple[rank: Rank; suit: Suit]

# Sequences of cards: synonyms for seq[Card].
Deck* = seq[Card]
Hand* = seq[Card]

var initRandom = false   # True if "randomize" has been called.

proc `\$`*(c: Card): string =
## Return the representation of a card.
\$c.rank & \$c.suit

proc initDeck*(): Deck =
## Initialize a deck.
for suit in Suit:
for rank in Rank:

proc shuffle*(cards: var seq[Card]) =
## Shuffle a list of cards (deck or hand).
if not initRandom:
randomize()
initRandom = true
random.shuffle(cards)

func `\$`*(cards: seq[Card]): string =
## Return the representation of a list o cards.
cards.join(" ")

func dealOne*(cards: var seq[Card]): Card =
## Deal one card from a list of cards.
assert cards.len > 0
cards.pop()

## Draw one card from a list of cards.
let draw* = dealOne

func deal*(deck: var Deck; nPlayers: Positive; nCards: Positive): seq[Hand] =
## Deal "nCards" cards to "nPlayers" players.
assert deck.len >= nCards * nPlayers
result.setLen(nPlayers)
for n in 1..nCards:
for p in 0..<nPlayers:

when isMainModule:
import strformat

var deck = initDeck()
deck.shuffle()
echo "Initial deck after shuffling: "
for i in 0..2: echo deck[(i * 13)..(i * 13 + 12)], " ..."
echo deck[^13..^1]

echo "\nDeal eight cards for five players from the deck:"
var hands = deck.deal(5, 8)
for i, hand in hands: echo &"Player {i + 1} hand: ", hand
echo "Remaining cards: ", deck

echo "\nAfter player 1 drew a card from the deck: "
echo "Player 1 hand: ", hands[0]
echo "Remaining cards: ", deck
```
Output:
```Initial deck after shuffling:
Aโฆ  Qโฃ  2โฃ  Aโฅ 10โฃ  3โ   Qโฆ  7โฆ  Aโฃ  4โ   9โฅ  4โฆ  7โ  ...
6โฃ  Jโฆ  7โฅ  6โฆ  9โ   2โฅ  8โฅ  8โฃ  8โฆ  8โ   4โฃ  5โ   2โฆ ...
3โฃ  9โฆ  6โ   Kโฆ  Kโฃ  5โฆ  3โฆ 10โ   Jโ   9โฃ  Qโฅ 10โฆ  Qโ  ...
6โฅ  5โฃ  2โ   Jโฃ  3โฅ  Kโ   Aโ   4โฅ  Jโฅ  Kโฅ 10โฅ  7โฃ  5โฅ

Deal eight cards for five players from the deck:
Player 1 hand:  5โฅ  4โฅ  2โ   Qโฅ  5โฆ  3โฃ  8โฆ  6โฆ
Player 2 hand:  7โฃ  Aโ   5โฃ  9โฃ  Kโฃ  2โฆ  8โฃ  7โฅ
Player 3 hand: 10โฅ  Kโ   6โฅ  Jโ   Kโฆ  5โ   8โฅ  Jโฆ
Player 4 hand:  Kโฅ  3โฅ  Qโ  10โ   6โ   4โฃ  2โฅ  6โฃ
Player 5 hand:  Jโฅ  Jโฃ 10โฆ  3โฆ  9โฆ  8โ   9โ   7โ
Remaining cards:  Aโฆ  Qโฃ  2โฃ  Aโฅ 10โฃ  3โ   Qโฆ  7โฆ  Aโฃ  4โ   9โฅ  4โฆ

After player 1 drew a card from the deck:
Player 1 hand:  5โฅ  4โฅ  2โ   Qโฅ  5โฆ  3โฃ  8โฆ  6โฆ  4โฆ
Remaining cards:  Aโฆ  Qโฃ  2โฃ  Aโฅ 10โฃ  3โ   Qโฆ  7โฆ  Aโฃ  4โ   9โฅ```

## OCaml

Straightforward implementation with algebraic types for the pips and suits, and lists of their values. A deck is an array of cards.

```type pip = Two | Three | Four | Five | Six | Seven | Eight | Nine | Ten |
Jack | Queen | King | Ace
let pips = [Two; Three; Four; Five; Six; Seven; Eight; Nine; Ten;
Jack; Queen; King; Ace]
type suit = Diamonds | Spades | Hearts | Clubs
let suits = [Diamonds; Spades; Hearts; Clubs]
type card = pip * suit
let full_deck = Array.of_list (List.concat (List.map (fun pip -> List.map (fun suit -> (pip, suit)) suits) pips))
let shuffle deck =
for i = Array.length deck - 1 downto 1 do
let j = Random.int (i+1) in
let temp = deck.(i) in
deck.(i) <- deck.(j);
deck.(j) <- temp
done
```

## PARI/GP

Uses a global variable v to pass around the remaining cards in the deck. If used inside a function this would be a good case for a dynamically-scoped variable (`local`) rather than the typically-preferred lexical scoping of `my`.

```name(n)=Str(["A",2,3,4,5,6,7,8,9,10,"J","Q","K"][(n+3)>>2],["h","d","s","c"][n%4+1]);
newdeck()={
v=vector(52,i,i);
};
deal()={
my(n=name(v[1]));
v=vecextract(v,2^#v-2);
n
};
printdeck(){
apply(name,v)
};
shuffle()={
forstep(n=#v,2,-1,
my(i=random(n)+1,t=v[i]);
v[i]=v[n];
v[n]=t
);
v
};```

See Delphi

## Perl

```package Playing_Card_Deck;

use strict;
use warnings;

@Playing_Card_Deck::suits = qw
@Playing_Card_Deck::pips = qw
[Two Three Four Five Six Seven Eight Nine Ten
Jack King Queen Ace];
# I choose to fully qualify these names rather than declare them
# with "our" to keep them from escaping into the scope of other
# packages in the same file. Another possible solution is to use
# "our" or "my", but to enclose this entire package in a bare block.

sub new
# Creates a new deck-object. The cards are initially neatly ordered.
{my \$invocant = shift;
my \$class = ref(\$invocant) || \$invocant;
my @cards;
foreach my \$suit (@Playing_Card_Deck::suits)
{foreach my \$pip (@Playing_Card_Deck::pips)
{push(@cards, {suit => \$suit, pip => \$pip});}}
return bless([@cards], \$class);}

sub deal
# Removes the top card of the given deck and returns it as a hash
# with the keys "suit" and "pip".
{return %{ shift( @{shift()} ) };}

sub shuffle
# Randomly permutes the cards in the deck. It uses the algorithm
# described at:
# http://en.wikipedia.org/wiki/Fisher-Yates_shuffle#The_modern_algorithm
{our @deck; local *deck = shift;
# @deck is now an alias of the invocant's referent.
for (my \$n = \$#deck ; \$n ; --\$n)
{my \$k = int rand(\$n + 1);
@deck[\$k, \$n] = @deck[\$n, \$k] if \$k != \$n;}}

sub print_cards
# Prints out a description of every card in the deck, in order.
{print "\$_->{pip} of \$_->{suit}\n" foreach @{shift()};}
```

Some examples of use:

```my \$deck = Playing_Card_Deck->new;
\$deck->shuffle;
my %card = \$deck->deal;
print uc("\$card{pip} OF \$card{suit}\n");
\$deck->print_cards;
```

This creates a new deck, shuffles it, removes the top card, prints out that card's name in all caps, and then prints the rest of the deck.

## Phix

Includes both ascii/console and unicode/gui displays

Library: Phix/pGUI
```-- demo\rosetta\Playing_cards.exw
function deal(sequence deck, integer nhands, integer ncards)
sequence hands = repeat({},nhands)
for n=1 to ncards do
for h=1 to nhands do
hands[h] &= deck[1]
deck = deck[2..\$]
end for
end for
return {deck,hands}
end function

--console:
procedure show_cards(sequence s)
for i=1 to length(s) do
integer c = s[i]-1
string sep = iff(mod(i,13)=0 or i=length(s)?"\n":" ")
puts(1,"23456789TJQKA"[mod(c,13)+1]&"SHDC"[floor(c/13)+1]&sep)
end for
end procedure

sequence deck, hands

procedure console_show()
for i=1 to length(hands) do
printf(1,"hand%d:\n",{i})
show_cards(sort(hands[i]))
end for
printf(1,"remaining cards(%d):\n",{length(deck)})
show_cards(deck)
end procedure

--GUI:
function cards_to_utf8(sequence s)
sequence utf32 = {}
for i=1 to length(s) do
integer c = s[i]
integer pip = mod(c,13)
utf32 &= 0x1F0A1 + pip+(pip>10) + floor((c-1)/13)*#10
if mod(i,12)=0 and i<length(s) then
utf32 &= '\n'
end if
end for
return utf32_to_utf8(utf32)
end function

include pGUI.e

constant FONT = sprintf(`FONT="Arial, %d"`,{92})

procedure gui_show()
IupOpen()
IupSetGlobal("UTF8MODE","YES")

Ihandles lh = {}
for i=1 to length(hands) do
Ihandle l = IupLabel(sprintf("hand%d:",{i}))
Ihandle h = IupLabel(cards_to_utf8(sort(hands[i])),FONT)
lh &= l&h
end for
lh &= IupLabel("remaining cards:")
lh &= IupLabel(cards_to_utf8(deck),FONT)

Ihandle dlg = IupDialog(IupVbox(lh))
IupShow(dlg)
if platform()!=JS then
IupMainLoop()
IupClose()
end if
end procedure

constant DECKSIZE=52
deck = shuffle(tagset(DECKSIZE))
show_cards(deck)
{deck,hands} = deal(deck,2,9)
console_show()
gui_show()
```
Output:

(console)

```JC QC 6C 3D QS 7C 7D KS 2S AH TD TS 3C
QH 5H 4S KD 9S 8H QD 3S TC 2H 6S 9C 3H
7S 5S 8C 2D 5D 2C 4H 8S 9D JS 4D 8D JD
KH AS 6D AC JH 4C 6H KC TH 9H 5C AD 7H
hand1:
2S 3S QS KD 3C 9C JC
hand2:
9S 3H QH AH 7C TC QC
hand3:
7S 2H 5H 8H 7D TD 6C
hand4:
4S 5S 6S TS KS 3D QD
remaining cards(24):
8C 2D 5D 2C 4H 8S 9D JS 4D 8D JD KH AS
6D AC JH 4C 6H KC TH 9H 5C AD 7H
```

## PHP

Works with: PHP version 5.3+

Implementation:

```class Card
{
// if unable to save as UTF-8, use other, non-UTF-8, symbols here
protected static \$suits = array( 'โ ', 'โฅ', 'โฆ', 'โฃ' );

protected static \$pips = array( '2', '3', '4', '5', '6', '7', '8', '9', 'T', 'J', 'Q', 'K', 'A' );

protected \$suit;

protected \$suitOrder;

protected \$pip;

protected \$pipOrder;

protected \$order;

public function __construct( \$suit, \$pip )
{
if( !in_array( \$suit, self::\$suits ) )
{
throw new InvalidArgumentException( 'Invalid suit' );
}
if( !in_array( \$pip, self::\$pips ) )
{
throw new InvalidArgumentException( 'Invalid pip' );
}

\$this->suit = \$suit;
\$this->pip = \$pip;
}

public function getSuit()
{
return \$this->suit;
}

public function getPip()
{
return \$this->pip;
}

public function getSuitOrder()
{
// lazy evaluate suit order
if( !isset( \$this->suitOrder ) )
{
// cache suit order
\$this->suitOrder = array_search( \$this->suit, self::\$suits );
}

return \$this->suitOrder;
}

public function getPipOrder()
{
// lazy evaluate pip order
if( !isset( \$this->pipOrder ) )
{
// cache pip order
\$this->pipOrder = array_search( \$this->pip, self::\$pips );
}

return \$this->pipOrder;
}

public function getOrder()
{
// lazy evaluate order
if( !isset( \$this->order ) )
{
\$suitOrder = \$this->getSuitOrder();
\$pipOrder = \$this->getPipOrder();
// cache order
\$this->order = \$pipOrder * count( self::\$suits ) + \$suitOrder;
}

return \$this->order;
}

public function compareSuit( Card \$other )
{
return \$this->getSuitOrder() - \$other->getSuitOrder();
}

public function comparePip( Card \$other )
{
return \$this->getPipOrder() - \$other->getPipOrder();
}

public function compare( Card \$other )
{
return \$this->getOrder() - \$other->getOrder();
}

public function __toString()
{
return \$this->suit . \$this->pip;
}

public static function getSuits()
{
return self::\$suits;
}

public static function getPips()
{
return self::\$pips;
}
}

class CardCollection
implements Countable, Iterator
{
protected \$cards = array();

protected function __construct( array \$cards = array() )
{
foreach( \$cards as \$card )
{
}
}

/**
* Countable::count() implementation
*/
public function count()
{
return count( \$this->cards );
}

/**
* Iterator::key() implementation
*/
public function key()
{
return key( \$this->cards );
}

/**
* Iterator::valid() implementation
*/
public function valid()
{
return null !== \$this->key();
}

/**
* Iterator::next() implementation
*/
public function next()
{
next( \$this->cards );
}

/**
* Iterator::current() implementation
*/
public function current()
{
return current( \$this->cards );
}

/**
* Iterator::rewind() implementation
*/
public function rewind()
{
reset( \$this->cards );
}

public function sort( \$comparer = null )
{
\$comparer = \$comparer ?: function( \$a, \$b ) {
return \$a->compare( \$b );
};

if( !is_callable( \$comparer ) )
{
throw new InvalidArgumentException( 'Invalid comparer; comparer should be callable' );
}

usort( \$this->cards, \$comparer );
return \$this;
}

public function toString()
{
return implode( ' ', \$this->cards );
}

public function __toString()
{
return \$this->toString();
}

protected function addCard( Card \$card )
{
if( in_array( \$card, \$this->cards ) )
{
throw new DomainException( 'Card is already present in this collection' );
}

\$this->cards[] = \$card;
}
}

class Deck
extends CardCollection
{
public function __construct( \$shuffled = false )
{
foreach( Card::getSuits() as \$suit )
{
foreach( Card::getPips() as \$pip )
{
\$this->addCard( new Card( \$suit, \$pip ) );
}
}

if( \$shuffled )
{
\$this->shuffle();
}
}

public function deal( \$amount = 1, CardCollection \$cardCollection = null )
{
if( !is_int( \$amount ) || \$amount < 1 )
{
throw new InvalidArgumentException( 'Invalid amount; amount should be an integer, larger than 0' );
}

if( \$amount > count( \$this->cards ) )
{
throw new RangeException( 'Invalid amount; requested amount is larger than the amount of available cards' );
}

\$cards = array_splice( \$this->cards, 0, \$amount );

\$cardCollection = \$cardCollection ?: new CardCollection;

foreach( \$cards as \$card )
{
}

return \$cardCollection;
}

public function shuffle()
{
shuffle( \$this->cards );
}
}

class Hand
extends CardCollection
{
// override CardCollection __constructor
// to allow public instantiation
// but disallow instantiation with cards
public function __construct() {}

public function play( \$position )
{
if( !isset( \$this->cards[ \$position ] ) )
{
throw new OutOfBoundsException( 'Invalid position; position is not present in this hand' );
}

\$result = array_splice( \$this->cards, \$position, 1 );
return \$result[ 0 ];
}
}
```

Usage:

```// if viewing in a browser, lets output a text/plain header with utf-8 charset

// create a new Deck
\$deck = new Deck();

// show the cards in the new deck
echo count( \$deck ) . ' cards in the new deck: ' . PHP_EOL . \$deck . PHP_EOL;

// sort the deck, default sort
\$deck->sort();

// show the cards in the sorted deck
echo PHP_EOL . count( \$deck ) . ' cards in the new deck, default sort: ' . PHP_EOL . \$deck . PHP_EOL;

// sort the deck, custom sort
\$deck->sort( function( \$a, \$b ) {
return \$a->compareSuit( \$b ) ?: \$a->comparePip( \$b );
} );

// show the cards in the sorted deck
echo PHP_EOL . count( \$deck ) . ' cards in the new deck, custom sort: ' . PHP_EOL . \$deck . PHP_EOL;

// shuffle the deck
\$deck->shuffle();

// show the cards in the shuffled deck
echo PHP_EOL . count( \$deck ) . ' cards in the new deck, shuffled: ' . PHP_EOL . \$deck . PHP_EOL . PHP_EOL;

// intialize four player hands
\$players = array(
new Hand,
new Hand,
new Hand,
new Hand
);

// three deal rounds, with amounts: 2, 2, 3
foreach( array( 2, 2, 3 ) as \$amount )
{
// deal this rounds amount to player
foreach( \$players as \$hand )
{
\$deck->deal( \$amount, \$hand );
}
}

foreach( \$players as \$p => \$hand )
{
// sort player cards, default sort
\$hand->sort();
// show player cards
echo 'Player ' . ( \$p + 1 ) . ' got dealt the following ' . count( \$hand ) . ' cards (sorted): ' . \$hand . PHP_EOL;
}

// show the remaining cards in the deck
echo PHP_EOL . count( \$deck ) . ' cards remaining in the deck: ' . PHP_EOL . \$deck . PHP_EOL;
```

This will output something like:

```52 cards in the new deck:
โ 2 โ 3 โ 4 โ 5 โ 6 โ 7 โ 8 โ 9 โ T โ J โ Q โ K โ A โฅ2 โฅ3 โฅ4 โฅ5 โฅ6 โฅ7 โฅ8 โฅ9 โฅT โฅJ โฅQ โฅK โฅA โฆ2 โฆ3 โฆ4 โฆ5 โฆ6 โฆ7 โฆ8 โฆ9 โฆT โฆJ โฆQ โฆK โฆA โฃ2 โฃ3 โฃ4 โฃ5 โฃ6 โฃ7 โฃ8 โฃ9 โฃT โฃJ โฃQ โฃK โฃA

52 cards in the new deck, default sort:
โ 2 โฅ2 โฆ2 โฃ2 โ 3 โฅ3 โฆ3 โฃ3 โ 4 โฅ4 โฆ4 โฃ4 โ 5 โฅ5 โฆ5 โฃ5 โ 6 โฅ6 โฆ6 โฃ6 โ 7 โฅ7 โฆ7 โฃ7 โ 8 โฅ8 โฆ8 โฃ8 โ 9 โฅ9 โฆ9 โฃ9 โ T โฅT โฆT โฃT โ J โฅJ โฆJ โฃJ โ Q โฅQ โฆQ โฃQ โ K โฅK โฆK โฃK โ A โฅA โฆA โฃA

52 cards in the new deck, custom sort:
โ 2 โ 3 โ 4 โ 5 โ 6 โ 7 โ 8 โ 9 โ T โ J โ Q โ K โ A โฅ2 โฅ3 โฅ4 โฅ5 โฅ6 โฅ7 โฅ8 โฅ9 โฅT โฅJ โฅQ โฅK โฅA โฆ2 โฆ3 โฆ4 โฆ5 โฆ6 โฆ7 โฆ8 โฆ9 โฆT โฆJ โฆQ โฆK โฆA โฃ2 โฃ3 โฃ4 โฃ5 โฃ6 โฃ7 โฃ8 โฃ9 โฃT โฃJ โฃQ โฃK โฃA

52 cards in the new deck, shuffled:
โฃ7 โ Q โฅ9 โ 7 โ J โ 9 โฃJ โฃ4 โ 8 โฅQ โฅ2 โฆJ โ T โฃQ โฆA โ K โ 2 โฃK โฆK โฆQ โ 3 โฃ5 โฅ5 โ 4 โฅ3 โฆ9 โฃ2 โฆ8 โฅA โฅ6 โฆ2 โฆ5 โฅJ โฃT โฆ3 โ 5 โ A โฃ8 โฅ8 โฅ7 โฅK โฆ7 โฅT โฆ6 โฆT โฃ6 โฃ3 โฃA โฆ4 โฅ4 โ 6 โฃ9

Player 1 got dealt the following 7 cards (sorted): โ 2 โฃ7 โ 8 โ Q โฅQ โฆK โฃK
Player 2 got dealt the following 7 cards (sorted): โฅ2 โ 3 โฃ5 โ 7 โฅ9 โฆJ โฆQ
Player 3 got dealt the following 7 cards (sorted): โฅ3 โ 4 โฅ5 โ 9 โ T โ J โฃQ
Player 4 got dealt the following 7 cards (sorted): โฃ2 โฃ4 โฆ8 โฆ9 โฃJ โ K โฆA

24 cards remaining in the deck:
โฅA โฅ6 โฆ2 โฆ5 โฅJ โฃT โฆ3 โ 5 โ A โฃ8 โฅ8 โฅ7 โฅK โฆ7 โฅT โฆ6 โฆT โฃ6 โฃ3 โฃA โฆ4 โฅ4 โ 6 โฃ9```

## Picat

```go =>
% Create and print the deck
deck(Deck),
print_deck(Deck),
nl,

% Shuffle the deck
print_deck(shuffle(Deck)),
nl,

% Deal 3 cards
Deck := deal(Deck,Card1),
Deck := deal(Deck,Card2),
Deck := deal(Deck,Card3),

println(deal1=Card1),
println(deal2=Card2),
println(deal3=Card3),
% The remaining deck
print_deck(Deck),
nl,

% Deal 5 cards
Deck := deal(Deck,Card4),
Deck := deal(Deck,Card5),
Deck := deal(Deck,Card6),
Deck := deal(Deck,Card7),
Deck := deal(Deck,Card8),

println(cards4_to_8=[Card4,Card5,Card6,Card7,Card8]),
nl,

% Deal 5 cards
Deck := deal_n(Deck,5,FiveCards),
println(fiveCards=FiveCards),
print_deck(Deck),
nl,

% And deal some more cards
% This chaining works since deal/1 returns the remaining deck
Deck := Deck.deal(Card9).deal(Card10).deal(Card11).deal(Card12),
println("4_more_cards"=[Card9,Card10,Card11,Card12]),
print_deck(Deck),

nl.

% suits(Suits) => Suits = ["โ ","โฅ","โฆ","โฃ"].
suits(Suits) => Suits = ["C","H","S","D"].
values(Values) => Values = ["A","2","3","4","5","6","7","8","9","T","J","Q","K"].

% Create a (sorted) deck.
deck(Deck) =>
suits(Suits),
values(Values),
Deck =[S++V :V in Values, S in Suits].sort().

% Shuffle a deck
shuffle(Deck) = Deck2 =>
Deck2 = Deck,
Len = Deck2.length,
foreach(I in 1..Len)
R2 = random(1,Len),
Deck2 := swap(Deck2,I,R2)
end.

% Swap position I <=> J in list L
swap(L,I,J) = L2, list(L) =>
L2 = L,
T = L2[I],
L2[I] := L2[J],
L2[J] := T.

% The first card is returned as the out parameter Card.
% The deck is returned as the function value.
deal(Deck, Card) = Deck.tail() => Card = Deck.first().

% Deal N cards
deal_n(Deck, N, Cards) = [Deck[I] : I in Len+1..Deck.length]  =>
Len = min(N,Deck.length),
Cards = [Deck[I] : I in 1..Len].

% Print deck
print_deck(Deck) =>
println("Deck:"),
foreach({Card,I} in zip(Deck,1..Deck.len))
printf("%w ", Card),
if I mod 10 == 0 then
nl
end
end,
nl.```
Output:
```Deck:
C2 C3 C4 C5 C6 C7 C8 C9 CA CJ
CK CQ CT D2 D3 D4 D5 D6 D7 D8
D9 DA DJ DK DQ DT H2 H3 H4 H5
H6 H7 H8 H9 HA HJ HK HQ HT S2
S3 S4 S5 S6 S7 S8 S9 SA SJ SK
SQ ST

Deck:
SA C2 D7 C7 C4 S8 HT D9 DA H6
D6 S6 H2 C5 H8 ST SJ HQ S9 DQ
D5 C6 CJ H4 S5 HK CK HJ H5 D8
H9 C8 D4 CQ H3 H7 SK S4 DK SQ
CA S7 D2 C9 DJ HA DT S2 C3 CT
D3 S3

deal1 = SA
deal2 = C2
deal3 = D7
Deck:
C7 C4 S8 HT D9 DA H6 D6 S6 H2
C5 H8 ST SJ HQ S9 DQ D5 C6 CJ
H4 S5 HK CK HJ H5 D8 H9 C8 D4
CQ H3 H7 SK S4 DK SQ CA S7 D2
C9 DJ HA DT S2 C3 CT D3 S3

cards4_to_8 = [C7,C4,S8,HT,D9]

fiveCards = [DA,H6,D6,S6,H2]
Deck:
C5 H8 ST SJ HQ S9 DQ D5 C6 CJ
H4 S5 HK CK HJ H5 D8 H9 C8 D4
CQ H3 H7 SK S4 DK SQ CA S7 D2
C9 DJ HA DT S2 C3 CT D3 S3

4_more_cards = [C5,H8,ST,SJ]
Deck:
HQ S9 DQ D5 C6 CJ H4 S5 HK CK
HJ H5 D8 H9 C8 D4 CQ H3 H7 SK
S4 DK SQ CA S7 D2 C9 DJ HA DT
S2 C3 CT D3 S3 ```

## PicoLisp

Translation of: Common Lisp
```(de *Suits

(de *Pips
Ace 2 3 4 5 6 7 8 9 10 Jack Queen King )

(de mkDeck ()
(mapcan
'((Pip) (mapcar cons *Suits (circ Pip)))
*Pips ) )

(de shuffle (Lst)
(by '(NIL (rand)) sort Lst) )```

## PowerShell

This implementation was designed as a pre-requisite to other cards games. For this reason, this has the ability to have more than one persistent deck, more than one persistent hand, and shuffle the same deck over and over again or after some cards have been dealt out. There is also a full help file accessed by typing Get-Help Any-Function -full

```<#
.Synopsis
Creates a new "Deck" which is a hashtable converted to a dictionary
This is only used for creating the deck, to view/list the deck contents use Get-Deck.
.DESCRIPTION
Casts the string value that the user inputs to the name of the variable that holds the "deck"
Creates a global variable, allowing you to use the name you choose in other functions and allows you to create
multiple decks under different names.
.EXAMPLE
PS C:\WINDOWS\system32> New-Deck
cmdlet New-Deck at command pipeline position 1
Supply values for the following parameters:
YourDeckName: Deck1

PS C:\WINDOWS\system32>

.EXAMPLE
PS C:\WINDOWS\system32> New-Deck -YourDeckName Deck2

PS C:\WINDOWS\system32>

.EXAMPLE
PS C:\WINDOWS\system32> New-Deck -YourDeckName Deck2

PS C:\WINDOWS\system32> New-Deck -YourDeckName Deck3

PS C:\WINDOWS\system32>
#>
function New-Deck
{
[CmdletBinding()]
[OutputType([int])]
Param
(
# Name your Deck, this will be the name of the variable that holds your deck
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$False,
Position=0)]\$YourDeckName
)

Begin
{
\$Suit = @(' of Hearts', ' of Spades', ' of Diamonds', ' of Clubs')
\$Pip = @('Ace', 'King', 'Queen',  'Jack', '10', '9', '8', '7', '6', '5', '4', '3', '2')

#Creates the hash table that will hold the suit and pip variables
\$Deck = @{}

#creates counters for the loop below to make 52 total cards with 13 cards per suit
[int]\$SuitCounter = 0
[int]\$PipCounter = 0
[int]\$CardValue = 0

}
Process
{
#Creates the initial deck
do
{
#card2add is the rows in the hashtable

#Addes the row to the hashtable

#Used to create the Keys
\$CardValue++

#Counts the amount of cards per suit
\$PipCounter ++
if (\$PipCounter -eq 13)
{
#once reached the suit is changed
\$SuitCounter++
#and the per-suit counter is reset
\$PipCounter = 0
}
else
{
continue
}
}
#52 cards in a deck
until (\$Deck.count -eq 52)

}
End
{
#sets the name of a variable that is unknown
#Then converts the hash table to a dictionary and pipes it to the Get-Random cmdlet with the arguments to randomize the contents
Set-Variable -Name "\$YourDeckName" -Value (\$Deck.GetEnumerator() | Get-Random -Count ([int]::MaxValue)) -Scope Global
}
}

<#
.Synopsis
Lists the cards in your selected deck
.DESCRIPTION
Contains a Try-Catch-Finally block in case the deck requested has not been created
.EXAMPLE
PS C:\WINDOWS\system32> Get-Deck -YourDeckName deck1

8 of Clubs
5 of Hearts
--Shortened--
King of Clubs
Jack of Diamonds

PS C:\WINDOWS\system32>

.EXAMPLE
PS C:\WINDOWS\system32> Get-Deck -YourDeckName deck2

deck2 does not exist...
Creating Deck deck2...

10 of Hearts
--Shortened--
5 of Clubs
4 of Clubs

PS C:\WINDOWS\system32>

.EXAMPLE
PS C:\WINDOWS\system32> deck deck2

10 of Hearts
--Shortened--

PS C:\WINDOWS\system32>
#>
function Get-Deck
{
[CmdletBinding()]
[Alias('Deck')]
[OutputType([int])]
Param
(
#Brings the Vairiable in from Get-Deck
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$true,
Position=0)]\$YourDeckName
)

Begin
{

}
Process
{
# Will return a terminal error if the deck has not been created
try
{
\$temp = Get-Variable -name "\$YourDeckName" -ValueOnly -ErrorAction stop
}
catch
{
Write-Host
Write-Host "\$YourDeckName does not exist..."
Write-Host "Creating Deck \$YourDeckName..."
New-Deck -YourDeckName \$YourDeckName
\$temp = Get-Variable -name "\$YourDeckName" -ValueOnly
}

finally
{
\$temp | select Value | ft -HideTableHeaders
}

}
End
{
Write-Verbose "End of show-deck function"
}
}

<#
.Synopsis
Shuffles a deck of your selection with Get-Random
.DESCRIPTION
This function can be used to Shuffle any deck that has been created.
This can be used on a deck that has less than 52 cards
Contains a Try-Catch-Finally block in case the deck requested has not been created
Does NOT output the value of the deck being shuffled (You wouldn't look at the cards you shuffled, would you?)

.EXAMPLE
PS C:\WINDOWS\system32> Shuffle-Deck -YourDeckName Deck1

PS C:\WINDOWS\system32>

.EXAMPLE

PS C:\WINDOWS\system32>
#>
function Shuffle-Deck
{
[CmdletBinding()]
[Alias('Shuffle')]
[OutputType([int])]
Param
(
#The Deck you want to shuffle
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$true,
Position=0)]\$YourDeckName)

Begin
{
Write-Verbose 'Shuffles your deck with Get-Random'
}
Process
{
# Will return a missing variable error if the deck has net been created
try
{
#These two commands could be on one line using the pipeline, but look cleaner on two
\$temp1 = Get-Variable -name "\$YourDeckName" -ValueOnly -ErrorAction stop
\$temp1 = \$temp1 | Get-Random -Count ([int]::MaxValue)
}
catch
{
Write-Host
Write-Host "\$YourDeckName does not exist..."
Write-Host "Creating and shuffling \$YourDeckName..."
New-Deck -YourDeckName \$YourDeckName
\$temp1 = Get-Variable -name "\$YourDeckName" -ValueOnly
\$temp1 = \$temp1 | Get-Random -Count ([int]::MaxValue)

}

finally
{
#Gets the actual value of variable \$YourDeckName from the New-Deck function and uses that string value
#to set the variables name
Set-Variable -Name "\$YourDeckName" -value (\$temp1) -Scope Global
}
}
End
{
}
}

<#
.Synopsis
Creates a new "Hand" which is a hashtable converted to a dictionary
This is only used for creating the hand, to view/list the deck contents use Get-Hand.
.DESCRIPTION
Casts the string value that the user inputs to the name of the variable that holds the "hand"
Creates a global variable, allowing you to use the name you choose in other functions and allows you to create
multiple hands under different names.
.EXAMPLE
PS C:\WINDOWS\system32> New-Hand -YourHandName JohnDoe

PS C:\WINDOWS\system32>
.EXAMPLE
PS C:\WINDOWS\system32> New-Hand JaneDoe

PS C:\WINDOWS\system32>
>
#>
function New-Hand
{
[CmdletBinding()]
[OutputType([int])]
Param
(
# Name your Deck, this will be the name of the variable that holds your deck
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$False,
Position=0)]\$YourHandName
)

Begin
{
\$Hand = @{}
}
Process
{
}

End
{
Set-Variable -Name "\$YourHandName" -Value (\$Hand.GetEnumerator()) -Scope Global
}
}

<#
.Synopsis
Lists the cards in the selected Hand
.DESCRIPTION
Contains a Try-Catch-Finally block in case the hand requested has not been created
.EXAMPLE
#create a new hand
PS C:\WINDOWS\system32> New-Hand -YourHandName Hand1

PS C:\WINDOWS\system32> Get-Hand -YourHandName Hand1
Hand1's hand contains  cards, they are...

PS C:\WINDOWS\system32>
#This hand is empty
.EXAMPLE
PS C:\WINDOWS\system32> Get-Hand -YourHandName Hand2

Hand2 does not exist...
Creating Hand Hand2...
Hand2's hand contains  cards, they are...

PS C:\WINDOWS\system32>

.EXAMPLE
PS C:\WINDOWS\system32> hand hand3
hand3's hand contains 4 cards, they are...

Queen of Diamonds
#>
function Get-Hand
{
[CmdletBinding()]
[Alias('Hand')]
[OutputType([int])]
Param
(
#Brings the Vairiable in from Get-Deck
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$true,
Position=0)]\$YourHandName
)
Begin
{
}
Process
{
# Will return a missing variable error if the deck has net been created
try
{
\$temp = Get-Variable -name "\$YourHandName" -ValueOnly -ErrorAction stop
}
catch
{
Write-Host
Write-Host "\$YourHandName does not exist..."
Write-Host "Creating Hand \$YourHandName..."
New-Hand -YourHandName \$YourHandName
\$temp = Get-Variable -name "\$YourHandName" -ValueOnly
}

finally
{
\$count = \$temp.count
Write-Host "\$YourHandName's hand contains \$count cards, they are..."
\$temp | select Value | ft -HideTableHeaders
}

}
End
{
Write-Verbose "End of show-deck function"
}
}

<#
.Synopsis
Draws/returns cards
.DESCRIPTION
Can be used without creating a deck or hand first
.EXAMPLE
PS C:\WINDOWS\system32> DrawFrom-Deck -YourDeckName Deck1 -YourHandName test1 -HowManyCardsToDraw 10

PS C:\WINDOWS\system32>
.EXAMPLE
DrawFrom-Deck -YourDeckName Deck2 -YourHandName test2 -HowManyCardsToDraw 10
Deck2 does not exist...
Creating Deck Deck2...

test2 does not exist...
Creating Hand test2...
test2's hand contains  cards, they are...

.EXAMPLE
PS C:\WINDOWS\system32> draw -YourDeckName deck1 -YourHandName test1 -HowManyCardsToDraw 5

#>
function Draw-Deck
{
[CmdletBinding()]
[Alias('Draw')]
[OutputType([int])]
Param
(
# The Deck in which you want to draw cards out of
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$true,
Position=0)]\$YourDeckName,

#The hand in which you want to draw cards to
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$true,
Position=0)]\$YourHandName,

#Quanity of cards being drawn
[Parameter(Mandatory=\$true,
ValueFromPipelineByPropertyName=\$true,
Position=0)]\$HowManyCardsToDraw

)
Begin
{
Write-Verbose "Draws a chosen amount of cards from the chosen deck"

#try-catch-finally blocks so the user does not have to use New-Deck and New-Hand beforehand.
try
{
\$temp = Get-Variable -name "\$YourDeckName" -ValueOnly -ErrorAction Stop
}
catch
{
Get-Deck -YourDeckName \$YourDeckName
\$temp = Get-Variable -name "\$YourDeckName" -ValueOnly -ErrorAction Stop
}
finally
{
Write-Host
}

try
{
\$temp2 = Get-Variable -name "\$YourHandName" -ValueOnly -ErrorAction Stop
}
catch
{
Get-Hand -YourHandName \$YourHandName
\$temp2 = Get-Variable -name "\$YourHandName" -ValueOnly -ErrorAction Stop
}
finally
{
Write-Host
}
}

Process
{
Write-Host "you drew \$HowManyCardsToDraw cards, they are..."

\$handValues = Get-Variable -name "\$YourDeckName" -ValueOnly
\$handValues = \$handValues[0..((\$HowManyCardsToDraw -1))] | select value | ft -HideTableHeaders
\$handValues

}
End
{
#sets the new values for the deck and the hand selected
Set-Variable -Name "\$YourDeckName" -value (\$temp[\$HowManyCardsToDraw..(\$temp.count)]) -Scope Global
Set-Variable -Name "\$YourHandName" -value (\$temp2 + \$handValues) -Scope Global
}
}
```

Results of using Draw-Deck without creating a hand or deck beforehand. Note: Due to length I've shortened some of the results, however when run it returns everything:

```PS C:\WINDOWS\system32> Draw-Deck -YourDeckName TestDeck -YourHandName TestHand -HowManyCardsToDraw 5

TestDeck does not exist...
Creating Deck TestDeck...

7 of Hearts
--Shortened--
10 of Diamonds

TestHand does not exist...
Creating Hand TestHand...
TestHand's hand contains  cards, they are...

you drew 5 cards, they are...

Jack of Hearts
King of Clubs
Queen of Diamonds

```

Results of Get-Hand:

```PS C:\WINDOWS\system32> Get-Hand -YourHandName TestHand
TestHand's hand contains 5 cards, they are...

King of Clubs
10 of Clubs
2 of Clubs

PS C:\WINDOWS\system32>

```

Results of dealing all but 10 cards out of a deck and then shuffling the remaining cards in the deck:

```PS C:\WINDOWS\system32> draw -YourDeckName Deck -YourHandName MyHand -HowManyCardsToDraw 42

Deck does not exist...
Creating Deck Deck...

2 of Diamonds
--Shortened--
6 of Hearts

MyHand does not exist...
Creating Hand MyHand...
MyHand's hand contains  cards, they are...

you drew 42 cards, they are...

--Shortened--
2 of Clubs

PS C:\WINDOWS\system32> Get-Deck deck

6 of Diamonds
Ace of Diamonds
6 of Clubs
5 of Diamonds
9 of Hearts
Queen of Diamonds
9 of Diamonds
4 of Hearts
6 of Hearts

PS C:\WINDOWS\system32> \$deck.count
10

PS C:\WINDOWS\system32> Shuffle-Deck deck

PS C:\WINDOWS\system32> Get-Deck deck

5 of Diamonds
Ace of Diamonds
9 of Hearts
6 of Hearts
6 of Diamonds
4 of Hearts
9 of Diamonds
6 of Clubs
Queen of Diamonds

PS C:\WINDOWS\system32>

```

## Prolog

Works with: SWI Prolog version 4.8.0
```/** <module> Cards

A card is represented by the term "card(Pip, Suit)".
A deck is represented internally as a list of cards.

Usage:
new_deck(D0), deck_shuffle(D0, D1), deck_deal(D1, C, D2).
*/
:- module(cards, [ new_deck/1,     % -Deck
deck_shuffle/2, % +Deck, -NewDeck
deck_deal/3,    % +Deck, -Card, -NewDeck
print_deck/1    % +Deck
]).

%% new_deck(-Deck)
new_deck(Deck) :-
Suits = [clubs, hearts, spades, diamonds],
Pips = [2, 3, 4, 5, 6, 7, 8, 9, 10, jack, queen, king, ace],
setof(card(Pip, Suit), (member(Suit, Suits), member(Pip, Pips)), Deck).

%% deck_shuffle(+Deck, -NewDeck)
deck_shuffle(Deck, NewDeck) :-
length(Deck, NumCards),
findall(X, (between(1, NumCards, _I), X is random(1000)), Ord),
pairs_keys_values(Pairs, Ord, Deck),
keysort(Pairs, OrdPairs),
pairs_values(OrdPairs, NewDeck).

%% deck_deal(+Deck, -Card, -NewDeck)
deck_deal([Card|Cards], Card, Cards).

%% print_deck(+Deck)
print_deck(Deck) :-
maplist(print_card, Deck).

% print_card(+Card)
print_card(card(Pip, Suit)) :-
format('~a of ~a~n', [Pip, Suit]).
```

## PureBasic

This approach keeps track of the cards in an abbrieviated form but allows them to be expanded to a more wordy form when they are dealt or shown.

```#MaxCards = 52 ;Max Cards in a deck
Structure card
pip.s
suit.s
EndStructure

Structure _membersDeckClass
*vtable.i
size.i ;zero based count of cards present
cards.card[#MaxCards] ;deck content
EndStructure

Interface deckObject
Init()
shuffle()
deal.s(isAbbr = #True)
show(isAbbr = #True)
EndInterface

Procedure.s _formatCardInfo(*card.card, isAbbr = #True)
;isAbbr determines if the card information is abbrieviated to 2 characters
Static pips.s = "2 3 4 5 6 7 8 9 10 Jack Queen King Ace"
Static suits.s = "Diamonds Clubs Hearts Spades"
Protected c.s

If isAbbr
c = *card\pip + *card\suit
Else
c = StringField(pips,FindString("23456789TJQKA", *card\pip, 1), " ") + " of "
c + StringField(suits,FindString("DCHS", *card\suit, 1)," ")
EndIf
ProcedureReturn c
EndProcedure

Procedure setInitialValues(*this._membersDeckClass)
Protected i, c.s

Restore cardDat
For i = 0 To #MaxCards - 1
*this\cards[i]\pip = Left(c, 1)
*this\cards[i]\suit = Right(c, 1)
Next
EndProcedure

Procedure.s dealCard(*this._membersDeckClass, isAbbr)
;isAbbr is #True if the card dealt is abbrieviated to 2 characters
Protected c.card
If *this\size < 0
;deck is empty
ProcedureReturn ""
Else
c = *this\cards[*this\size]
*this\size - 1
ProcedureReturn _formatCardInfo(@c, isAbbr)
EndIf
EndProcedure

Procedure showDeck(*this._membersDeckClass, isAbbr)
;isAbbr determines if cards are shown with 2 character abbrieviations
Protected i

For i = 0 To *this\size
Print(_formatCardInfo(@*this\cards[i], isAbbr))
If i <> *this\size: Print(", "): EndIf
Next
PrintN("")
EndProcedure

Procedure shuffle(*this._membersDeckClass)
;works with decks of any size
Protected w, i
Dim shuffled.card(*this\size)

For i = *this\size To 0 Step -1
w = Random(i)
shuffled(i) = *this\cards[w]
If w <> i
*this\cards[w] = *this\cards[i]
EndIf

Next

For i = 0 To *this\size
*this\cards[i] = shuffled(i)
Next
EndProcedure

Procedure newDeck()
Protected *newDeck._membersDeckClass = AllocateMemory(SizeOf(_membersDeckClass))
If *newDeck
*newDeck\vtable = ?vTable_deckClass
*newDeck\size = #MaxCards - 1
setInitialValues(*newDeck)
EndIf
ProcedureReturn *newDeck
EndProcedure

DataSection
vTable_deckClass:
Data.i @setInitialValues()
Data.i @shuffle()
Data.i @dealCard()
Data.i @showDeck()

cardDat:
Data.s "2D", "3D", "4D", "5D", "6D", "7D", "8D", "9D", "TD", "JD", "QD", "KD", "AD"
Data.s "2C", "3C", "4C", "5C", "6C", "7C", "8C", "9C", "TC", "JC", "QC", "KC", "AC"
Data.s "2H", "3H", "4H", "5H", "6H", "7H", "8H", "9H", "TH", "JH", "QH", "KH", "AH"
Data.s "2S", "3S", "4S", "5S", "6S", "7S", "8S", "9S", "TS", "JS", "QS", "KS", "AS"
EndDataSection

If OpenConsole()

Define deck.deckObject = newDeck()
Define deck2.deckObject = newDeck()

If deck = 0 Or deck2 = 0
PrintN("Unable to create decks")
End
EndIf

deck\shuffle()
PrintN("Dealt: " + deck\deal(#False))
PrintN("Dealt: " + deck\deal(#False))
PrintN("Dealt: " + deck\deal(#False))
PrintN("Dealt: " + deck\deal(#False))
deck\show()
deck2\show()

Print(#CRLF\$ + #CRLF\$ + "Press ENTER to exit")
Input()
CloseConsole()
EndIf```

Sample output:

```Dealt: Queen of Hearts
Dealt: 6 of Hearts
Dealt: 6 of Diamonds
5D, QS, 9C, 7D, 3S, TC, 6S, 8H, 3D, KH, 2D, 2H, 5S, 4D, 4H, KS, 6C, 9S, KD, JH,
3C, TD, 4C, AH, JD, 8S, 3H, AS, QC, 4S, 8D, AD, 5H, 9H, 7C, 8C, 9D, TH, 5C, JS,
7S, TS, QD, JC, 2C, AC, 7H, KC
2D, 3D, 4D, 5D, 6D, 7D, 8D, 9D, TD, JD, QD, KD, AD, 2C, 3C, 4C, 5C, 6C, 7C, 8C,
9C, TC, JC, QC, KC, AC, 2H, 3H, 4H, 5H, 6H, 7H, 8H, 9H, TH, JH, QH, KH, AH, 2S,
3S, 4S, 5S, 6S, 7S, 8S, 9S, TS, JS, QS, KS, AS```

## Python

### Python 2.x, standalone

```import random

class Card(object):
pips = ("2","3","4","5","6","7","8","9","10","Jack","Queen","King","Ace")

def __init__(self, pip,suit):
self.pip=pip
self.suit=suit

def __str__(self):
return "%s %s"%(self.pip,self.suit)

class Deck(object):
def __init__(self):
self.deck = [Card(pip,suit) for suit in Card.suits for pip in Card.pips]

def __str__(self):
return "[%s]"%", ".join( (str(card) for card in self.deck))

def shuffle(self):
random.shuffle(self.deck)

def deal(self):
self.shuffle()  # Can't tell what is next from self.deck
return self.deck.pop(0)
```

### Python 3: extending Poker hand analyser#Python

Assume the code from Poker hand analyser#Python is in a file pokerhand.py and importable.

```from pokerhand import Card, suit, face
from itertools import product
from random import randrange

class Deck():
def __init__(self):
self.__deck = [Card(f, s) for f,s in product(face, suit)]

def __repr__(self):
return 'Deck of ' + ' '.join(repr(card) for card in self.__deck)

def shuffle(self):
pass

def deal(self):
return self.__deck.pop(randrange(len(self.__deck)))

if __name__ == '__main__':
deck = Deck()
print('40 cards from a deck:\n')
for i in range(5):
for j in range(8):
print(deck.deal(), end=' ')
print()
print('\nThe remaining cards are a', deck)
```
Output:
```40 cards from a deck:

7โฅ kโฅ 2โฃ 3โฆ 10โฅ 10โ  6โฅ 9โ
9โฃ kโฆ 3โฅ kโ  qโฅ qโ  aโฃ aโฅ
10โฃ 5โฃ 8โฅ 4โฃ 9โฅ 8โ  aโ  5โ
9โฆ 4โฅ jโฆ jโฃ 3โฃ 7โ  5โฅ 2โฅ
6โ  qโฃ 7โฆ 3โ  7โฃ kโฃ 10โฆ 6โฃ

The remaining cards are a Deck of 2โฆ 2โ  4โฆ 4โ  5โฆ 6โฆ 8โฆ 8โฃ jโฅ jโ  qโฆ aโฆ```

## Quackery

This task is the subject of the chapter Dealing With Quackery in the book The Book of Quackery, which can be found at the GitHub Quackery repository, here: [1]. Code presented here is done so with the permission of the author (me).

First, a demonstration in the Quackery shell of sufficient of the code to fulfil the requirements of this task:

```/O> newpack +jokers 3 riffles 4 players 7 deal
... say "The player's hands..." cr cr
... witheach [ echohand cr ]
... say "Cards left in the pack (the talon)..." cr cr
... echohand
...
The player's hands...

eight of hearts
seven of clubs
nine of hearts
two of diamonds
three of diamonds
three of hearts

low joker
ace of hearts
ace of clubs
queen of diamonds
nine of clubs
six of diamonds

ten of diamonds
jack of diamonds
two of hearts
two of clubs
five of diamonds
ten of clubs

ace of diamonds
eight of clubs
king of diamonds
four of diamonds
ten of hearts
three of clubs

Cards left in the pack (the talon)...

four of hearts
jack of hearts
four of clubs
five of hearts
seven of diamonds
five of clubs
jack of clubs
eight of diamonds
six of hearts
queen of hearts
nine of diamonds
six of clubs
queen of clubs
seven of hearts
king of hearts
king of clubs
high joker
```

A listing of the code accompanying the chapter, which does the above and more:

```  [ /mod if 1+ ]                is /up          (     n n --> n       )

[ [] 52 times [ i^ join ] ]   is newpack      (         --> [       )

[ -13 swap join ]             is +lowjoker    (       [ --> [       )

[ 64 join ]                   is +highjoker   (       [ --> [       )

[ +lowjoker +highjoker ]      is +jokers      (       [ --> [       )

[ [ table
\$ 'ace'   \$ 'two'   \$ 'three'
\$ 'four'  \$ 'five'  \$ 'six'
\$ 'seven' \$ 'eight' \$ 'nine'
\$ 'ten'   \$ 'jack'  \$ 'queen'
\$ 'king' ] do ]           is rank         (       n --> \$       )

[ [ table
\$ 'clubs'  \$ 'diamonds'
do ]                       is suit         (       n --> \$       )

[ dup -13 = iff
[ drop \$ 'low joker' ] done
dup 64 = iff
[ drop \$ 'high joker' ] done
13 /mod rank
\$ ' of ' join
swap suit join ]            is card         (       n --> \$       )

[ [] swap
witheach
[ card join
carriage join ] ]       is hand         (       [ --> \$       )

[ card echo\$ ]                is echocard     (       n -->         )

[ hand echo\$ ]                is echohand     (       [ -->         )

[ > ]                         is bysuit       (     n n --> b       )

[ 13 /mod 4 * + ]             is rankfirst    (       n --> n       )

[ rankfirst
swap rankfirst < ]          is byrank       (     n n --> b       )

[ dup [] != while
dup size random split
swap join ]                 is cut          (       [ --> [       )

[ dup [] != while
dup size 2 * 3 /up
random split
dup size dup iff
[ random split
dip swap join ]
else drop join ]            is scarne       (       [ --> [       )

[ [] nested swap of ]         is players      (       n --> [       )

[ temp put
over size * times
[ over [] = iff
[ 1 split swap join ]
else
[ swap temp share split
rot join
nested join ] ]
temp release ]              is dealby       ( [ [ n n --> [ [     )

[ 1 dealby ]                  is deal         (   [ [ n --> [ [     )

[ 1 swap dealby ]             is dealeach     (   [ [ n --> [ [     )

[ over size deal ]            is dealall      (     [ [ --> [ [     )

[ [] swap
dip [ swap dip join ]
dup [] = iff
drop
else
[ nested join ]
dup [] = until ]
drop swap join ]            is undeal       (     [ [ --> [       )

[ over size over size
tuck /mod
rot over -
dip [ over 1+ swap of ]
rot swap of join
swap []
2swap
witheach
[ split unrot nested join
swap ]
unrot witheach
nested join ] ]         is divvy        (     [ [ --> [ [     )

[ newpack
4 players divvy
witheach
[ 1 split 7 split
nip join join ]
+highjoker ]                is euchrepack   (         --> [       )

[ [] swap witheach join
swap join ]                 is gather       (     [ [ --> [       )

[ 2 players divvy undeal ]    is faro-out     (       [ --> [       )

[ 2 players divvy
1 split swap join undeal ]  is faro-in      (       [ --> [       )

[ unrot times
[ over i bit & iff
faro-in else faro-out ]
nip ]                       is faro         (   [ n n --> [       )

[ players dealall gather ]    is piles        (     [ n --> [       )

[ players dealall
shuffle gather ]            is mixpiles     (       [ --> [       )

[ stack 5 ]                   is riffskill    (         --> [       )

[ [] swap
dup size 2 /up split
2 random if swap
[ dup [] != while
dip rot join unrot
riffskill share 1+ random
1 != if swap
again ] drop join ]       is riffle       (       [ --> [       )

[ times riffle ]              is riffles      (     [ n --> [       )```

## R

```pips <- c("2", "3", "4", "5", "6", "7", "8", "9", "10", "Jack", "Queen", "King", "Ace")
suit <- c("Clubs", "Diamonds", "Hearts", "Spades")
# Create a deck
deck <- data.frame(pips=rep(pips, 4), suit=rep(suit, each=13))

shuffle <- function(deck)
{
n <- nrow(deck)
ord <- sample(seq_len(n), size=n)
deck[ord,]
}

deal <- function(deck, fromtop=TRUE)
{
index <- ifelse(fromtop, 1, nrow(deck))
print(paste("Dealt the", deck[index, "pips"], "of", deck[index, "suit"]))
deck[-index,]
}

# Usage
deck <- shuffle(deck)
deck
deck <- deal(deck)
# While no-one is looking, sneakily deal a card from the bottom of the pack
deck <- deal(deck, FALSE)
```

## Racket

```#lang racket

;; suits:
(define suits '(club heart diamond spade))

;; ranks
(define ranks '(1 2 3 4 5 6 7 8 9 10 jack queen king))

;; cards
(define cards
(for*/list ([suit suits] [rank ranks])
(list suit rank)))

;; a deck is a box containing a list of cards.
(define (new-deck)
(box cards))

;; shuffle the cards in a deck
(define (deck-shuffle deck)
(set-box! deck (shuffle (unbox deck))))

;; deal a card from the deck:
(define (deck-deal deck)
(begin0 (first (unbox deck))
(set-box! deck (rest (unbox deck)))))

;; TRY IT OUT:
(define my-deck (new-deck))
(deck-shuffle my-deck)
(deck-deal my-deck)
(deck-deal my-deck)
(length (unbox my-deck))
```
Output:
```Welcome to DrRacket, version 5.3.3.5--2013-02-20(5eddac74/d) [3m].
Language: racket; memory limit: 512 MB.
'(heart 8)
'(diamond king)
50
> ```

## Raku

(formerly Perl 6)

Works with: rakudo version 2016.08
```enum Pip <A 2 3 4 5 6 7 8 9 10 J Q K>;
enum Suit <โฆ โฃ โฅ โ >;

class Card {
has Pip \$.pip;
has Suit \$.suit;

method Str { \$!pip ~ \$!suit }
}

class Deck {
has Card @.cards = pick *,
map { Card.new(:\$^pip, :\$^suit) }, flat (Pip.pick(*) X Suit.pick(*));

method shuffle { @!cards .= pick: * }

method deal { shift @!cards }

method Str  { ~@!cards }
method gist { ~@!cards }
}

my Deck \$d = Deck.new;
say "Deck: \$d";

my \$top = \$d.deal;
say "Top card: \$top";

\$d.shuffle;
say "Deck, re-shuffled: ", \$d;
```
Output:
```Deck: 3โฆ Jโฆ 4โฅ 7โ  7โฃ 7โฅ 9โฃ Kโฅ 6โ  2โฆ 3โ  Qโฅ 8โฅ 2โฅ Jโฅ 5โฅ 8โฆ 8โฃ 6โฆ 7โฆ 5โฆ 2โฃ 4โฆ 8โ  9โฅ 4โฃ 3โฅ Kโ  2โ  5โฃ Qโฃ Qโฆ Kโฆ 4โ  9โฆ Qโ  5โ  6โฅ Jโฃ Jโ  Kโฃ 9โ  3โฃ 6โฃ
Top card: 3โฆ
Deck, re-shuffled: Kโฆ 4โฃ Jโ  2โฅ Jโฅ Kโฃ 6โฃ 5โ  3โฅ 6โฆ 5โฆ 4โ  Jโฃ 4โฆ 6โฅ Kโฅ 7โฅ 7โฆ 2โฆ 4โฅ 6โ  7โฃ 9โฆ 3โฃ 3โ  2โฃ 2โ  8โฆ 5โฃ 9โ  5โฅ Jโฆ 9โฅ Qโฆ Qโฃ Qโฅ Qโ  8โฅ 8โ  Kโ  9โฃ 8โฃ 7โ ```

## Red

```
Red [Title: "Playing Cards"]

pip: ["a" "2" "3" "4" "5" "6" "7" "8" "9" "10" "j" "q" "k"]
suit: ["โฃ" "โฆ" "โฅ" "โ "]

make-deck: function [] [
new-deck: make block! 52
foreach s suit [foreach p pip [append/only new-deck reduce [p s]]]
return new-deck
]

shuffle: function [deck [block!]] [deck: random deck]

deal: function [other-deck [block!] deck [block!]] [unless empty? deck [append/only other-deck take deck]]

contents: function [deck [block!]] [
line: 0
repeat i length? deck [
prin [trim/all form deck/:i " "]
if (to-integer i / 13) > line [line: line + 1 print ""]
]]

deck: shuffle make-deck
print "40 cards from a deck:"
loop 5 [ print "" loop 8 [prin [trim/all form take deck " "]]]
prin "^/^/remaining: "
contents deck
```
Output:
```40 cards from a deck:

aโฃ  3โ   6โฆ  9โฆ  8โฆ  qโฃ  aโฅ  8โฃ
10โฅ  3โฅ  aโฆ  kโฆ  6โฃ  9โฃ  kโฅ  4โฅ
jโ   jโฃ  5โฆ  qโฆ  9โ   2โฅ  10โฆ  kโฃ
4โฆ  kโ   jโฅ  5โ   qโ   8โ   2โฃ  7โฅ
3โฃ  2โฆ  5โฅ  7โฆ  6โ   6โฅ  qโฅ  9โฅ

remaining: 3โฆ  10โ   aโ   7โ   8โฅ  4โฃ  jโฆ  5โฃ  2โ   7โฃ  4โ   10โฃ
```

## REXX

### version 1

```/* REXX ***************************************************************
* 1) Build ordered Card deck
* 2) Create shuffled stack
* 3) Deal 5 cards to 4 players each
* 4) show what cards have been dealt and what's left on the stack
* 05.07.2012 Walter Pachl
**********************************************************************/
colors='S H C D'
ranks ='A 2 3 4 5 6 7 8 9 T J Q K'
i=0
cards=''
ss=''
Do c=1 To 4
Do r=1 To 13
i=i+1
card.i=word(colors,c)word(ranks,r)
cards=cards card.i
End
End
n=52                                   /* number of cards on deck    */
Do si=1 To 51                          /* pick 51 cards              */
x=random(0,n-1)+1                    /* take card x (in 1...n)     */
s.si=card.x                          /* card on shuffled stack     */
ss=ss s.si                           /* string of shuffled stack   */
card.x=card.n                        /* replace card taken         */
n=n-1                                /* decrement nr of cards      */
End
s.52=card.1                            /* pick the last card left    */
ss=ss s.52                             /* add it to the string       */
Say 'Ordered deck:'
Say '  'subword(cards,1,26)
Say '  'subword(cards,27,52)
Say 'Shuffled stack:'
Say '  'subword(ss,1,26)
Say '  'subword(ss,27,52)
si=52
deck.=''
Do ci=1 To 5                           /* 5 cards each               */
Do pli=1 To 4                        /* 4 players                  */
deck.pli.ci=s.si                   /* take top of shuffled deck  */
si=si-1                            /* decrement number           */
deck.pli=deck.pli deck.pli.ci      /* pli's cards as string      */
End
End
Do pli=1 To 4                          /* show the 4 dealt ...       */
Say pli':' deck.pli
End
Say 'Left on shuffled stack:'
Say '  'subword(ss,1,26)               /* and what's left on stack   */
Say '  'subword(ss,27,6)
```

Output:

```Ordered deck:
SA S2 S3 S4 S5 S6 S7 S8 S9 ST SJ SQ SK HA H2 H3 H4 H5 H6 H7 H8 H9 HT HJ HQ HK
CA C2 C3 C4 C5 C6 C7 C8 C9 CT CJ CQ CK DA D2 D3 D4 D5 D6 D7 D8 D9 DT DJ DQ DK
Shuffled stack:
DJ D7 C6 DA HJ CJ D8 SA D2 DK C5 HA H9 SK ST DQ C3 SQ D5 CQ D3 S7 C9 HT CA CK
S5 H3 S4 H5 S2 C2 HQ H2 S6 H6 H7 H8 S3 D4 D6 D9 HK CT C8 DT S8 SJ C7 C4 H4 S9
1:  S9 SJ CT D4 H6
2:  H4 S8 HK S3 S6
3:  C4 DT D9 H8 H2
4:  C7 C8 D6 H7 HQ
Left on shuffled stack:
DJ D7 C6 DA HJ CJ D8 SA D2 DK C5 HA H9 SK ST DQ C3 SQ D5 CQ D3 S7 C9 HT CA CK
S5 H3 S4 H5 S2 C2
```

### version 2

A check is made to see if ASCII characters can be used to display the suits   (if using an ASCII machine).

```/*REXX pgm shows a method to build/shuffle/deal 5 cards (using a 52โcard deck)โโโบ4 hands*/
box = build();   say ' box of cards:'   box      /*a brand new standard box of 52 cards.*/
deck= mix();     say 'shuffled deck:'   deck     /*obtain a randomly shuffled deck.     */
call deal  5, 4                                  /* โโโโโโโโโโโโโโโโโโ 5 cards, 4 hands.*/
say;    say;     say right('[north]'   hand.1, 60)
say;     say '      [west]'    hand.4             right('[east]'   hand.2, 60)
say;     say right('[south]'   hand.3, 60)
say;    say;     say;    say 'remainder of deck: '        deck
exit 0                                           /*stick a fork in it,  we're all done. */
/*โโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโ*/
build: _=;    ranks= "A 2 3 4 5 6 7 8 9 10 J Q K"                             /*ranks.  */
if 5=='f5'x  then suits= "h d c s"                                     /*EBCDIC? */
else suits= "โฅ โฆ โฃ โ "                                     /*ASCII.  */
do    s=1  for words(suits);    \$=   word(suits, s)
do r=1  for words(ranks);    _= _ word(ranks, r)\$   /*append a suit to rank*/
end   /*r*/
end      /*s*/;                 return _               /*jokers are not used. */
/*โโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโ*/
deal: parse arg #cards, hands;            hand.=      /*initially,  nullify all hands.  */
do   #cards                                 /*deal a hand to all the players. */
do player=1  for hands                   /*deal some cards to the players. */
hand.player= hand.player  word(deck, 1)  /*deal the top card to a player.  */
deck= subword(deck, 2)                   /*diminish deck, elide one card.  */
end   /*player*/
end      /*#cards*/;            return
/*โโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโโ*/
mix: @=;      _=box;      #cards= words(_)            /*define three REXX variables.    */
do mixer=1  for #cards                      /*shuffle all the cards in deck.  */
?= random(1, #cards + 1 - mixer)            /*each shuffle, random# decreases.*/
@= @  word(_, ?)                            /*shuffled deck, 1 card at a time.*/
_= delword(_, ?, 1)                         /*elide justโchosen card from deck*/
end   /*mixer*/;                return @
```
output   when using the internal default values of four hands holding five cards:
``` box of cards:  Aโฅ 2โฅ 3โฅ 4โฅ 5โฅ 6โฅ 7โฅ 8โฅ 9โฅ 10โฅ Jโฅ Qโฅ Kโฅ Aโฆ 2โฆ 3โฆ 4โฆ 5โฆ 6โฆ 7โฆ 8โฆ 9โฆ 10โฆ Jโฆ Qโฆ Kโฆ Aโฃ 2โฃ 3โฃ 4โฃ 5โฃ 6โฃ 7โฃ 8โฃ 9โฃ 10โฃ Jโฃ Qโฃ Kโฃ Aโ  2โ  3โ  4โ  5โ  6โ  7โ  8โ  9โ  10โ  Jโ  Qโ  Kโ
shuffled deck:  2โ  4โฃ Kโ  3โ  3โฅ 7โ  3โฆ 10โฆ 8โฅ 5โฅ 8โฆ 5โ  6โ  10โ  Aโฃ 7โฆ 9โฆ Jโ  Jโฃ Aโฅ 10โฃ 2โฃ Aโ  5โฆ 9โฅ 10โฅ Qโ  6โฆ 9โ  Kโฃ 6โฃ Aโฆ 4โฅ 7โฃ 4โ  3โฃ Qโฅ Kโฅ Jโฆ 8โ  7โฅ Kโฆ 5โฃ 9โฃ 4โฆ Qโฃ Jโฅ 2โฆ 8โฃ Qโฆ 6โฅ 2โฅ

[north]  2โ  3โฅ 8โฅ 6โ  9โฆ

[west]  3โ  10โฆ 5โ  7โฆ Aโฅ                                      [east]  4โฃ 7โ  5โฅ 10โ  Jโ

[south]  Kโ  3โฆ 8โฆ Aโฃ Jโฃ

remainder of deck:  10โฃ 2โฃ Aโ  5โฆ 9โฅ 10โฅ Qโ  6โฆ 9โ  Kโฃ 6โฃ Aโฆ 4โฅ 7โฃ 4โ  3โฃ Qโฅ Kโฅ Jโฆ 8โ  7โฅ Kโฆ 5โฃ 9โฃ 4โฆ Qโฃ Jโฅ 2โฆ 8โฃ Qโฆ 6โฅ 2โฅ
```

## Ring

The Cards game, Screen shot : http://ring-lang.sourceforge.net/doc/_images/ringqt_shot48.jpg

```Load "guilib.ring"

nScale = 1

app1 = new qApp

mypic = new QPixmap("cards.jpg")

mypic2 = mypic.copy(0,(124*4)+1,79,124)
Player1EatPic = mypic.copy(80,(124*4)+1,79,124)
Player2EatPic= mypic.copy(160,(124*4)+1,79,124)

aMyCards = []
aMyValues = []
for x1 = 0 to 3
for y1 = 0 to 12
temppic = mypic.copy((79*y1)+1,(124*x1)+1,79,124)
aMyCards + temppic
aMyValues + (y1+1)
next
next

nPlayer1Score = 0   nPlayer2Score=0

do
Page1 = new Game
Page1.Start()
again Page1.lnewgame

mypic.delete()
mypic2.delete()
Player1EatPic.delete()
Player2EatPic.delete()

for t in aMyCards
t.delete()
next

func gui_setbtnpixmap pBtn,pPixmap
pBtn {
setIcon(new qicon(pPixmap.scaled(width(),height(),0,0)))
setIconSize(new QSize(width(),height()))
}

Class Game

nCardsCount = 10
win1 layout1 label1 label2 layout2 layout3 aBtns aBtns2
aCards nRole=1 aStatus = list(nCardsCount) aStatus2 = aStatus
aValues        aStatusValues = aStatus  aStatusValues2 = aStatus
Player1EatPic   Player2EatPic
lnewgame = false
nDelayEat = 0.5
nDelayNewGame = 1

func start

win1 = new qWidget() {
setwindowtitle("Five")
setstylesheet("background-color: White")
showfullscreen()
}

layout1 = new qvboxlayout()

label1 = new qlabel(win1) {
settext("Player (1) - Score : " + nPlayer1Score)
setalignment(Qt_AlignHCenter | Qt_AlignVCenter)
setstylesheet("color: White; background-color: Purple;
font-size:20pt")
setfixedheight(200)
}

closebtn = new qpushbutton(win1)  {
settext("Close Application")
setstylesheet("font-size: 18px ; color : white ;
background-color: black ;")
setclickevent("Page1.win1.close()")
}

aCards = aMyCards
aValues = aMyValues

layout2 = new qhboxlayout()

aBtns = []

for x = 1 to nCardsCount
aBtns + new qpushbutton(win1)
aBtns[x].setfixedwidth(79*nScale)
aBtns[x].setfixedheight(124*nScale)
gui_setbtnpixmap(aBtns[x],mypic2)
aBtns[x].setclickevent("Page1.Player1click("+x+")")
next

label2 = new qlabel(win1) {
settext("Player (2) - Score : " + nPlayer2Score)
setalignment(Qt_AlignHCenter | Qt_AlignVCenter)
setstylesheet("color: white; background-color: red;
font-size:20pt")
setfixedheight(200)
}

layout3 = new qhboxlayout()

aBtns2 = []
for x = 1 to nCardsCount
aBtns2 + new qpushbutton(win1)
aBtns2[x].setfixedwidth(79*nScale)
aBtns2[x].setfixedheight(124*nScale)
gui_setbtnpixmap(aBtns2[x],mypic2)
aBtns2[x].setclickevent("Page1.Player2click("+x+")")
next

win1.setlayout(layout1)

app1.exec()

Func Player1Click x
if nRole = 1 and aStatus[x] = 0
nPos = ((random(100)+clock())%(len(aCards)-1)) + 1
gui_setbtnpixmap(aBtns[x],aCards[nPos])
del(aCards,nPos)
nRole = 2
aStatus[x] = 1
aStatusValues[x] = aValues[nPos]
del(aValues,nPos)
Player1Eat(x,aStatusValues[x])
checknewgame()
ok

Func Player2Click x
if nRole = 2 and aStatus2[x] = 0
nPos = ((random(100)+clock())%(len(aCards)-1)) + 1
gui_setbtnpixmap(aBtns2[x],aCards[nPos])
del(aCards,nPos)
nRole = 1
aStatus2[x] = 1
aStatusValues2[x] = aValues[nPos]
del(aValues,nPos)
Player2Eat(x,aStatusValues2[x])
checknewgame()
ok

Func Player1Eat nPos,nValue

app1.processEvents()

delay(nDelayEat)
lEat = false
for x = 1 to nCardsCount
if aStatus2[x] = 1 and (aStatusValues2[x] = nValue or nValue=5)
aStatus2[x] = 2
gui_setbtnpixmap(aBtns2[x],Player1EatPic)
lEat = True
nPlayer1Score++
ok
if (x != nPos) and (aStatus[x] = 1) and
(aStatusValues[x] = nValue or nValue=5)
aStatus[x] = 2
gui_setbtnpixmap(aBtns[x],Player1EatPic)
lEat = True
nPlayer1Score++
ok
next
if lEat
nPlayer1Score++
gui_setbtnpixmap(aBtns[nPos],Player1EatPic)
aStatus[nPos] = 2
label1.settext("Player (1) - Score : " + nPlayer1Score)
ok

Func Player2Eat nPos,nValue

app1.processEvents()

delay(nDelayEat)
lEat = false
for x = 1 to  nCardsCount
if aStatus[x] = 1 and (aStatusValues[x] = nValue or nValue = 5)
aStatus[x] = 2
gui_setbtnpixmap(aBtns[x],Player2EatPic)
lEat = True
nPlayer2Score++
ok

if (x != nPos) and (aStatus2[x] = 1) and
(aStatusValues2[x] = nValue or nValue=5 )
aStatus2[x] = 2
gui_setbtnpixmap(aBtns2[x],Player2EatPic)
lEat = True
nPlayer2Score++
ok
next
if lEat
nPlayer2Score++
gui_setbtnpixmap(aBtns2[nPos],Player2EatPic)
aStatus2[nPos] = 2
label2.settext("Player (2) - Score : " + nPlayer2Score)
ok

Func checknewgame
if isnewgame()
lnewgame = true

if nPlayer1Score > nPlayer2Score
label1.settext("Player (1) Wins!!!")
ok
if nPlayer2Score > nPlayer1Score
label2.settext("Player (2) Wins!!!")
ok

app1.processEvents()
delay(nDelayNewGame)

win1.delete()
app1.quit()
ok

Func isnewgame
for t in aStatus
if t = 0
return false
ok
next
for t in aStatus2
if t = 0
return false
ok
next
return true

Func delay x
nTime = x * 1000
oTest = new qTest
oTest.qsleep(nTime)```

## Ruby

Translation of: Python
Works with: Ruby version 2.0.0+
```class Card
# class constants
SUITS = %i[ Clubs Hearts Spades Diamonds ]
PIPS  = %i[ 2 3 4 5 6 7 8 9 10 Jack Queen King Ace ]

# class variables (private)
@@suit_value = Hash[ SUITS.each_with_index.to_a ]
@@pip_value  = Hash[ PIPS.each_with_index.to_a ]

def initialize(pip,suit)
@pip = pip
@suit = suit
end

def to_s
"#{@pip} #{@suit}"
end

# allow sorting an array of Cards: first by suit, then by value
def <=>(other)
(@@suit_value[@suit] <=> @@suit_value[other.suit]).nonzero? or
@@pip_value[@pip] <=> @@pip_value[other.pip]
end
end

class Deck
def initialize
@deck = Card::SUITS.product(Card::PIPS).map{|suit,pip| Card.new(pip,suit)}
end

def to_s
@deck.inspect
end

def shuffle!
@deck.shuffle!
self
end

def deal(*args)
@deck.shift(*args)
end
end

deck = Deck.new.shuffle!
puts card = deck.deal
hand = deck.deal(5)
puts hand.join(", ")
puts hand.sort.join(", ")
```
Output:
```10 Clubs
8 Diamonds, Queen Clubs, 10 Hearts, 6 Diamonds, 4 Clubs
4 Clubs, Queen Clubs, 6 Diamonds, 8 Diamonds, 10 Hearts```

## Run BASIC

```suite\$ = "C,D,H,S"                      ' Club, Diamond, Heart, Spade
card\$  = "A,2,3,4,5,6,7,8,9,T,J,Q,K"    ' Cards Ace to King

dim n(55)                               ' make ordered deck
for i = 1 to 52                         '  of 52 cards
n(i) 	= i
next i

for i = 1 to 52 * 3                     ' shuffle deck 3 times
i1    = int(rnd(1)*52) + 1
i2    = int(rnd(1)*52) + 1
h2    = n(i1)
n(i1) = n(i2)
n(i2) = h2
next i

for hand = 1 to 4                       ' 4 hands
for deal = 1 to 13			' deal each 13 cards
card = card + 1                        ' next card in deck
s    = (n(card) mod 4)  + 1         ' determine suite
c    = (n(card) mod 13) + 1         ' determine card
print word\$(card\$,c,",");word\$(suite\$,s,",");" ";  ' show the card
next deal
print
next hand```
```TD 7S JD 7C 3H AS 6D QD KH 5H 2C QH 8C
8H 5S 7D 2D 2H 4D KS JS 7H QC KC 9S TH
JH 4H TS 3D AH 4C 6H 6C 6S 2S JC 5C AD
KD QS 9D 9C 4S 9H 8D TC 8S 5D 3C 3S AC```

## Rust

Library: rand
```extern crate rand;

use std::fmt;
use rand::Rng;
use Pip::*;
use Suit::*;

#[derive(Copy, Clone, Debug)]
enum Pip { Ace, Two, Three, Four, Five, Six, Seven, Eight, Nine, Ten, Jack, Queen, King }

#[derive(Copy, Clone, Debug)]
enum Suit { Spades, Hearts, Diamonds, Clubs }

struct Card {
pip: Pip,
suit: Suit
}

impl fmt::Display for Card {
fn fmt(&self, f: &mut fmt::Formatter) -> fmt::Result {
write!(f, "{:?} of {:?}", self.pip, self.suit)
}
}

struct Deck(Vec<Card>);

impl Deck {
fn new() -> Deck {
let mut cards:Vec<Card> = Vec::with_capacity(52);
for &suit in &[Spades, Hearts, Diamonds, Clubs] {
for &pip in &[Ace, Two, Three, Four, Five, Six, Seven, Eight, Nine, Ten, Jack, Queen, King] {
cards.push( Card{pip: pip, suit: suit} );
}
}
Deck(cards)
}

fn deal(&mut self) -> Option<Card> {
self.0.pop()
}

fn shuffle(&mut self) {
}
}

impl fmt::Display for Deck {
fn fmt(&self, f: &mut fmt::Formatter) -> fmt::Result {
for card in self.0.iter() {
writeln!(f, "{}", card);
}
write!(f, "")
}
}

fn main() {
let mut deck = Deck::new();
deck.shuffle();
//println!("{}", deck);
for _ in 0..5 {
println!("{}", deck.deal().unwrap());
}
}
```

Sample output: 5 random cards

```Jack of Diamonds
Nine of Hearts
Queen of Hearts
Six of Clubs
Five of Clubs```

## Scala

```import scala.annotation.tailrec
import scala.util.Random

object Pip extends Enumeration {
type Pip = Value
val Two, Three, Four, Five, Six, Seven, Eight, Nine, Ten, Jack, Queen, King, Ace = Value
}

object Suit extends Enumeration {
type Suit = Value
val Diamonds, Spades, Hearts, Clubs = Value
}

import Suit._
import Pip._
case class Card(suit:Suit, value:Pip){
override def toString():String=value + " of " + suit
}

class Deck private(val cards:List[Card]) {
def this()=this(for {s <- Suit.values.toList; v <- Pip.values} yield Card(s,v))
def shuffle:Deck=new Deck(Random.shuffle(cards))

def deal(n:Int=1):(Seq[Card], Deck)={
@tailrec def loop(count:Int, c:Seq[Card], d:Deck):(Seq[Card], Deck)={
if(count==0 || d.cards==Nil) (c,d)
else {
val card :: deck = d.cards
loop(count-1, c :+ card, new Deck(deck))
}
}
loop(n, Seq(), this)
}
override def toString():String="Deck: " + (cards mkString ", ")
}
```

Usage:

```val deck=new Deck()
val deckShuffled:Deck=deck.shuffle

println(deck)
println(deckShuffled)

val (a, rest) = deckShuffled.deal()
val (b, rest2) = rest.deal()

val (cards, rest3) =deckShuffled deal 6
println(cards)
println(rest3)
```

Output:

```Deck: Four of Diamonds, Two of Diamonds, Queen of Diamonds, Jack of Diamonds, Nine of Diamonds, Five of Diamonds, Seven of Diamonds, Ten of Diamonds, Six of Diamonds, Ace of Diamonds, King of Diamonds, Three of Diamonds, Eight of Diamonds, Ten of Spades, Seven of Spades, Eight of Spades, King of Spades, Ace of Spades, Three of Spades, Queen of Spades, Jack of Spades, Six of Spades, Five of Spades, Nine of Spades, Four of Spades, Two of Spades, Seven of Hearts, Queen of Hearts, Two of Hearts, Ten of Hearts, Eight of Hearts, Jack of Hearts, Four of Hearts, Nine of Hearts, Six of Hearts, King of Hearts, Five of Hearts, Three of Hearts, Ace of Hearts, King of Clubs, Jack of Clubs, Queen of Clubs, Six of Clubs, Three of Clubs, Two of Clubs, Eight of Clubs, Seven of Clubs, Ace of Clubs, Four of Clubs, Nine of Clubs, Five of Clubs, Ten of Clubs
Two of Clubs
Three of Diamonds
List(Two of Clubs, Three of Diamonds, King of Clubs, Six of Hearts, Four of Spades, Nine of Clubs)
```

## Scheme

Works with: Scheme version R${\displaystyle ^{5}}$RS

The procedure `shuffle` requires an appropriate procedure `random` to be defined. Some Scheme implementations provide this as an extension.

```(define ranks
(quote (ace 2 3 4 5 6 7 8 9 10 jack queen king)))

(define suits

(define new-deck
(apply append
(map (lambda (suit)
(map (lambda (rank)
(cons rank suit))
ranks))
suits)))

(define (shuffle deck)
(define (remove-card deck index)
(if (zero? index)
(cdr deck)
(cons (car deck) (remove-card (cdr deck) (- index 1)))))
(if (null? deck)
(list)
(let ((index (random (length deck))))
(cons (list-ref deck index) (shuffle (remove-card deck index))))))

(define-syntax deal!
(syntax-rules ()
((deal! deck hand)
(begin (set! hand (cons (car deck) hand)) (set! deck (cdr deck))))))
```

Example:

```(define deck
(shuffle new-deck))

(define hand
(list))

(deal! deck hand)
(deal! deck hand)
(deal! deck hand)
(deal! deck hand)
(deal! deck hand)

(display hand)
(newline)
```

Sample output:

`((jack . hearts) (5 . clubs) (9 . hearts) (7 . clubs) (6 . spades))`

## SenseTalk

Using Object-Oriented Programming in SenseTalk, the object below is defined in a script titled, DeckOfCards. A second script would then be used to call the DeckOfCards and its methods.

DeckOfCards:

```properties
cards: []
end properties
to initialize
set pips to (2, 3, 4, 5, 6, 7, 8, 9, 10, "Jack", "Queen", "King", "Ace")
set suits to ("Clubs", "Spades", "Diamonds", "Hearts")
repeat for each suit in suits
repeat for each pip in pips
set card to pip && "of" && suit
insert card into my cards
end repeat
end repeat
put "New deck created, number of cards in deck:" && the number of items in my cards
end initialize
to shuffle
sort my cards by random of a million
put "Deck shuffled"
end shuffle
to deal
pull from my cards into card
put "Card dealt:" && card
put "Cards in deck remaining:" && the number of items in my cards
end deal
to handle asText
return my cards joined by return
end asText```

Run:

```put a new DeckOfCards into deck1
get deck1.shuffle
get deck1.deal
put deck1```

Output:

```New deck created, number of cards in deck: 52
Deck shuffled
Card dealt: 10 of Hearts
Cards in deck remaining: 51
3 of Hearts
Ace of Hearts
9 of Clubs
5 of Clubs
5 of Diamonds
10 of Clubs
4 of Diamonds
6 of Hearts
2 of Clubs
9 of Diamonds
4 of Clubs
King of Hearts
8 of Diamonds
Queen of Hearts
5 of Hearts
King of Diamonds
Queen of Diamonds
6 of Diamonds
10 of Diamonds
Ace of Diamonds
3 of Diamonds
Jack of Hearts
Ace of Clubs
2 of Hearts
6 of Clubs
7 of Clubs
3 of Clubs
Jack of Clubs
Queen of Clubs
9 of Hearts
4 of Hearts
King of Clubs
7 of Hearts
2 of Diamonds
8 of Hearts
7 of Diamonds
Jack of Diamonds
8 of Clubs

## Sidef

Translation of: Raku
```define Pip = <A 2 3 4 5 6 7 8 9 10 J Q K>;
define Suit = <โฆ โฃ โฅ โ >;

class Card(pip, suit) {
method to_s { pip + suit }
}

class Deck(cards=[]) {

method init {
cards = gather {
Pip.each { |p| Suit.each { |s| take(Card(p, s)) } }
}
}

method shuffle {
cards.shuffle!;
}

method deal { cards.shift };
method to_s { cards.join(" ") };
}

var d = Deck();
say "Deck: #{d}";

var top = d.deal;
say "Top card: #{top}";

d.shuffle;
say "Deck, shuffled: #{d}";
```
Output:
```Deck: Aโฆ Aโฃ Aโฅ Aโ  2โฆ 2โฃ 2โฅ 2โ  3โฆ 3โฃ 3โฅ 3โ  4โฆ 4โฃ 4โฅ 4โ  5โฆ 5โฃ 5โฅ 5โ  6โฆ 6โฃ 6โฅ 6โ  7โฆ 7โฃ 7โฅ 7โ  8โฆ 8โฃ 8โฅ 8โ  9โฆ 9โฃ 9โฅ 9โ  10โฆ 10โฃ 10โฅ 10โ  Jโฆ Jโฃ Jโฅ Jโ  Qโฆ Qโฃ Qโฅ Qโ  Kโฆ Kโฃ Kโฅ Kโ
Top card: Aโฆ
Deck, shuffled: 10โ  2โ  3โ  Qโฅ 3โฃ Aโ  6โ  6โฃ 9โฃ 6โฆ Qโฆ 8โฃ 4โฆ 7โ  10โฆ 3โฅ 4โ  7โฅ 8โ  10โฅ 10โฃ 9โฆ 5โ  Qโ  Aโฅ 4โฅ Jโฅ Qโฃ 7โฃ 2โฅ 6โฅ 8โฅ 5โฅ 7โฆ Jโ  5โฆ Kโฆ 3โฆ Jโฃ 2โฆ 5โฃ Kโฅ 9โฅ 2โฃ 8โฆ Aโฃ Kโฃ 9โ  Kโ  Jโฆ 4โฃ
```

## Smalltalk

### Version 1

Works with: GNU Smalltalk
```Object subclass: #Card
instanceVariableNames: 'thePip theSuit'
classVariableNames: 'pips suits'
poolDictionaries: ''
category: nil !

!Card class methods!
initialize
suits ifNil: [ suits := 'clubs,hearts,spades,diamonds' subStrings: \$, ].
pips ifNil: [ pips := '2,3,4,5,6,7,8,9,10,jack,queen,king,ace' subStrings: \$, ]
!
new
| o |
o := super new.
^o
!
new: card
| o |
o := self new.
o initWithPip: (card at: 1) andSuit: (card at: 2).
^o
!!

!Card class methods !
pips
Card initialize.
^pips
!
suits
Card initialize.
^suits
!!

!Card methods!
initWithPip: aPip andSuit: aSuit
( (pips includes: aPip asLowercase) &
(suits includes: aSuit asLowercase) )
ifTrue: [
thePip := aPip copy.
theSuit := aSuit copy
] ifFalse: [ 'Unknown pip or suit' displayOn: stderr .
Character nl displayOn: stderr ].
^self
!
asString
^('(%1,%2)' % { thePip . theSuit })
!
display
self asString display
!
displayNl
self display.
Character nl display
!!

Object subclass: #Deck
instanceVariableNames: 'deck'
classVariableNames: ''
poolDictionaries: ''
category: nil !

!Deck class methods !
new
|d|
d := super new.
d init.
^d
!!

!Deck methods !
init
deck := OrderedCollection new.
Card suits do: [ :suit |
Card pips do: [ :pip |
deck add: (Card new: { pip . suit })
]
]
!
deck
^deck
!
shuffle
1 to: self deck size do: [ :i |
|r2 o|
r2 := Random between: 1 and: self deck size.
o := self deck at: i.
self deck at: i put: (self deck at: r2).
self deck at: r2 put: o
].
^self
!
display
self deck do: [ :card |
card displayNl
]
!
deal
^self deck removeFirst
!!

"create a deck, shuffle it, remove the first card and display it"
Deck new shuffle deal displayNl.
```

Note: there's something odd with the class method for getting pips and suits; it's because I've not understood how to initialize class variables to certain values without the need to explicitly call a method to do so.

### Version 2

Works with: GNU Smalltalk
```Object subclass: Deck [

| cards |

Deck class >> of: aCardClass
[^self new
initializeWith: aCardClass;
yourself]

initializeWith: aCardClass
[cards := OrderedCollection from: aCardClass standardSet]

displayOn: aStream
[cards
do: [:each | each displayOn: aStream]
separatedBy: [aStream space]]

shuffle
[1 to: cards size - 1 do:
[:a || b |
b := Random between: a and: cards size.
cards swap: a with: b]]

deal
[^cards removeLast]
]

Object subclass: Card [

Card class >> standardSet
[^#(
'2d' '3d' '4d' '5d' '6d' '7d' '8d' '9d' 'Td' 'Jd' 'Qd' 'Kd' 'Ad'
'2s' '3s' '4s' '5s' '6s' '7s' '8s' '9s' 'Ts' 'Js' 'Qs' 'Ks' 'As'
'2h' '3h' '4h' '5h' '6h' '7h' '8h' '9h' 'Th' 'Jh' 'Qh' 'Kh' 'Ah'
'2c' '3c' '4c' '5c' '6c' '7c' '8c' '9c' 'Tc' 'Jc' 'Qc' 'Kc' 'Ac'
) deepCopy]
]
```

The Card class should obviously be more intricate to fulfil the needs of a CardGame class. :-)

Use example:

```st> myDeck := Deck of: Card
a Deck
st> myDeck displayNl
2d 3d 4d 5d 6d 7d 8d 9d Td Jd Qd Kd Ad 2s 3s 4s 5s 6s 7s 8s 9s Ts Js Qs Ks As 2h 3h 4h 5h 6h 7h 8h 9h Th Jh Qh Kh Ah 2c 3c 4c 5c 6c 7c 8c 9c Tc Jc Qc Kc Ac
st> myDeck shuffle
a Deck
st> myDeck displayNl
6c 7d Ac 4c 9s 2s Tc 9c Jh 3h Kh 7h 3s 5s 3d Kd Jc Qs As Qd 3c Kc Qh 2d 9h 4h 8c 7s Ah 9d Js 6h 8s 8h 5c 2c 4s 8d 5d Ts 4d Qc Td 7c 2h 5h 6s 6d Th Ks Jd Ad
st> myHand := OrderedCollection new
OrderedCollection ()
st> 5 timesRepeat: [myHand add: myDeck deal]
5
st> myHand
OrderedCollection ('Ad' 'Jd' 'Ks' 'Th' '6d' )
```

## Swift

Works with: Swift version 5
```struct Card: CustomStringConvertible
{
enum Suit: String, CaseIterable, CustomStringConvertible
{
case clubs = "โฃ๏ธ"
case diamonds = "โฆ๏ธ"
case hearts = "โฅ๏ธ"

var description: String { rawValue }
}

let suit: Suit
let value: Int

var description: String
{
let valueAsString: String
switch value
{
case 1:
valueAsString = "A"
case 11:
valueAsString = "J"
case 12:
valueAsString = "Q"
case 13:
valueAsString = "K"
default:
valueAsString = "\(value)"
}
return valueAsString + suit.description
}
}

struct Deck: CustomStringConvertible
{
var cards: [Card] = []

init()
{
for suit in Card.Suit.allCases
{
for faceValue in 1 ... 13
{
cards.append(Card(suit: suit, value: faceValue))
}
}
}

var description: String
{
String(cards.map{ \$0.description }.joined(separator: ", "))
}

mutating func shuffle()
{
cards.shuffle()
}

mutating func dealCard() -> Card?
{
guard !cards.isEmpty else { return nil }
return cards.removeLast()
}
}

var deck = Deck()
print("New deck:")
print(deck)
deck.shuffle()
print("Shuffled deck:")
print(deck)

var hands: [[Card]] = [[], [], [], []]

var handIndex = 0

while let card = deck.dealCard()
{
hands[handIndex].append(card)
handIndex = (handIndex + 1) % hands.count
}

print ("Hands:")
print(hands.map({ \$0.description }).joined(separator: "\n"))
print("Remaining deck (should be empty):")
print(deck)
```
Output:
```New deck:
Aโฃ๏ธ, 2โฃ๏ธ, 3โฃ๏ธ, 4โฃ๏ธ, 5โฃ๏ธ, 6โฃ๏ธ, 7โฃ๏ธ, 8โฃ๏ธ, 9โฃ๏ธ, 10โฃ๏ธ, Jโฃ๏ธ, Qโฃ๏ธ, Kโฃ๏ธ, Aโฆ๏ธ, 2โฆ๏ธ, 3โฆ๏ธ, 4โฆ๏ธ, 5โฆ๏ธ, 6โฆ๏ธ, 7โฆ๏ธ, 8โฆ๏ธ, 9โฆ๏ธ, 10โฆ๏ธ, Jโฆ๏ธ, Qโฆ๏ธ, Kโฆ๏ธ, Aโฅ๏ธ, 2โฅ๏ธ, 3โฅ๏ธ, 4โฅ๏ธ, 5โฅ๏ธ, 6โฅ๏ธ, 7โฅ๏ธ, 8โฅ๏ธ, 9โฅ๏ธ, 10โฅ๏ธ, Jโฅ๏ธ, Qโฅ๏ธ, Kโฅ๏ธ, Aโ ๏ธ, 2โ ๏ธ, 3โ ๏ธ, 4โ ๏ธ, 5โ ๏ธ, 6โ ๏ธ, 7โ ๏ธ, 8โ ๏ธ, 9โ ๏ธ, 10โ ๏ธ, Jโ ๏ธ, Qโ ๏ธ, Kโ ๏ธ
Shuffled deck:
2โฃ๏ธ, 2โ ๏ธ, 8โ ๏ธ, Kโฃ๏ธ, 7โฅ๏ธ, Qโ ๏ธ, 3โฅ๏ธ, 5โฆ๏ธ, 7โฃ๏ธ, 6โฅ๏ธ, Jโฅ๏ธ, 10โฃ๏ธ, 6โ ๏ธ, 8โฅ๏ธ, Aโฆ๏ธ, 6โฃ๏ธ, 10โ ๏ธ, 9โ ๏ธ, 2โฅ๏ธ, 7โ ๏ธ, 3โ ๏ธ, 6โฆ๏ธ, Aโฅ๏ธ, 5โฅ๏ธ, 9โฃ๏ธ, 5โฃ๏ธ, Aโฃ๏ธ, 3โฃ๏ธ, 3โฆ๏ธ, 9โฅ๏ธ, Qโฅ๏ธ, 4โฃ๏ธ, 8โฃ๏ธ, Kโฆ๏ธ, 10โฅ๏ธ, 4โฆ๏ธ, Jโฆ๏ธ, 7โฆ๏ธ, 8โฆ๏ธ, Jโฃ๏ธ, Qโฆ๏ธ, 5โ ๏ธ, 2โฆ๏ธ, 4โฅ๏ธ, 10โฆ๏ธ, 9โฆ๏ธ, Kโฅ๏ธ, 4โ ๏ธ, Jโ ๏ธ, Kโ ๏ธ, Qโฃ๏ธ, Aโ ๏ธ
Hands:
[Aโ ๏ธ, 4โ ๏ธ, 4โฅ๏ธ, Jโฃ๏ธ, 4โฆ๏ธ, 4โฃ๏ธ, 3โฃ๏ธ, 5โฅ๏ธ, 7โ ๏ธ, 6โฃ๏ธ, 10โฃ๏ธ, 5โฆ๏ธ, Kโฃ๏ธ]
[Qโฃ๏ธ, Kโฅ๏ธ, 2โฆ๏ธ, 8โฆ๏ธ, 10โฅ๏ธ, Qโฅ๏ธ, Aโฃ๏ธ, Aโฅ๏ธ, 2โฅ๏ธ, Aโฆ๏ธ, Jโฅ๏ธ, 3โฅ๏ธ, 8โ ๏ธ]
[Kโ ๏ธ, 9โฆ๏ธ, 5โ ๏ธ, 7โฆ๏ธ, Kโฆ๏ธ, 9โฅ๏ธ, 5โฃ๏ธ, 6โฆ๏ธ, 9โ ๏ธ, 8โฅ๏ธ, 6โฅ๏ธ, Qโ ๏ธ, 2โ ๏ธ]
[Jโ ๏ธ, 10โฆ๏ธ, Qโฆ๏ธ, Jโฆ๏ธ, 8โฃ๏ธ, 3โฆ๏ธ, 9โฃ๏ธ, 3โ ๏ธ, 10โ ๏ธ, 6โ ๏ธ, 7โฃ๏ธ, 7โฅ๏ธ, 2โฃ๏ธ]
Remaining deck (should be empty):

```
Works with: Swift 2.0

Enter this into a playground to see results

```import Foundation

// extend any Indexed collection to be able to shuffle (see http://stackoverflow.com/questions/24026510/how-do-i-shuffle-an-array-in-swift)
extension CollectionType where Index == Int {
/// Return a copy of `self` with its elements shuffled
func shuffle() -> [Generator.Element] {
var list = Array(self)
list.shuffleInPlace()
return list
}
}

extension MutableCollectionType where Index == Int {
/// Shuffle the elements of `self` in-place.
mutating func shuffleInPlace() {
// empty and single-element collections don't shuffle
if count < 2 { return }

for i in 0..<count - 1 {
let j = Int(arc4random_uniform(UInt32(count - i))) + i
guard i != j else { continue }
swap(&self[i], &self[j])
}
}
}

// now the model structs
enum CardColor : Int {
case Red
case Black
}
extension CardColor : CustomStringConvertible {
var description : String {
switch self {
case .Red:
return "Red"
case .Black:
return "Black"
}
}
}

enum Suit : Int {
case Hearts = 1
case Diamonds
case Clubs

var color : CardColor {
switch self {
case .Hearts, .Diamonds:
return .Red
return .Black
}
}
}

enum Pip : Int {
case Ace = 1
case Two = 2
case Three = 3
case Four = 4
case Five = 5
case Six = 6
case Seven = 7
case Eight = 8
case Nine = 9
case Ten = 10
case Jack = 11
case Queen = 12
case King = 13
}

struct Card {
let pip : Pip
let suit : Suit

var isFaceCard : Bool {
return pip.rawValue > 10
}

var color : CardColor {
return suit.color
}
}
extension Card : Equatable {}
func == (l:Card, r:Card) -> Bool {
return l.pip == r.pip &&
l.suit == r.suit
}
extension Card : CustomStringConvertible {
var description : String {
return "\(pip) of \(suit)"
}
}

struct Deck {
var cards : [Card]

var count : Int {
return cards.count
}

init(shuffling:Bool=true) {
var startcards = [Card]()
for suit in (Suit.Hearts.rawValue...Suit.Clubs.rawValue) {
for pip in (Pip.Ace.rawValue...Pip.King.rawValue) {
startcards.append(Card(pip: Pip(rawValue: pip)!, suit: Suit(rawValue: suit)!))
}
}
cards = startcards

if shuffling {
shuffle()
}
}

mutating func shuffle() {
cards.shuffleInPlace()
}

mutating func deal() -> Card {
let out = cards.removeFirst()
return out
}

}
extension Deck : CustomStringConvertible {
var description : String {
return "\(count) cards: \(cards.description)"
}
}

// test some cards
let kh = Card(pip: .King, suit: .Hearts)
let ad = Card(pip: .Ace, suit: .Diamonds)
let tc = Card(pip: .Two, suit: .Clubs)
let fc = Card(pip: Pip(rawValue:4)!, suit: .Spades)

// create an unshuffled deck
var efg =  Deck(shuffling: false)

// create a shuffled deck and print its contents
var d = Deck()
print(d)

// deal three cards
d.deal()
d.deal()
d.deal()
d

// deal a couple more cards and check their color
let c = d.deal()
c.color

let cc = d.deal()
cc.color

// deal out the rest of the deck, leaving just one card
while d.count > 1 {
d.deal()
}
d

// test equality of a couple cards
if kh == Card(pip: Pip.King, suit: Suit.Clubs) {
let a = true
}
else {
let a = false
}

kh != Card(pip: Pip.King, suit: Suit.Clubs)
kh.isFaceCard
fc.isFaceCard
```

## Tcl

```package require Tcl 8.5

namespace eval playing_cards {
variable deck
#variable suits {C D H S}
variable suits {\u2663 \u2662 \u2661 \u2660}
variable pips {2 3 4 5 6 7 8 9 10 J Q K A}

proc new_deck {} {
variable deck
set deck [list]
for {set i 0} {\$i < 52} {incr i} {
lappend deck \$i
}
}

proc shuffle {} {
variable deck
# shuffle in place
for {set i 51} {\$i > 0} {incr i -1} {
set n [expr {int(\$i * rand())}]
set card [lindex \$deck \$n]
lset deck \$n [lindex \$deck \$i]
lset deck \$i \$card
}
}

proc deal {{num 1}} {
variable deck
incr num -1
set cards [lrange \$deck 0 \$num]
set deck [lreplace \$deck 0 \$num]
return \$cards
}

proc card2string {card} {
variable suits
variable pips
set suit [expr {\$card / 13}]
set pip [expr {\$card % 13}]
return [format "%2s %s" [lindex \$pips \$pip] [lindex \$suits \$suit]]
}

proc print {cards args} {
array set opts [concat -sort false \$args]
if {\$opts(-sort)} {
set cards [lsort -integer \$cards]
}
foreach card \$cards {
puts [card2string \$card]
}
}

proc print_deck {} {
variable deck
print \$deck
}
}

playing_cards::new_deck
playing_cards::shuffle
set hand [playing_cards::deal 5]
puts "my hand:"
playing_cards::print \$hand -sort true
puts "\nthe deck:"
playing_cards::print_deck
```

## VBScript

##### Implementation
```class playingcard
dim suit
dim pips
end class

class carddeck
private suitnames
private pipnames
private cardno
private deck(52)
private nTop

sub class_initialize
dim suit
dim pips
suitnames = split("H,D,C,S",",")
pipnames = split("A,2,3,4,5,6,7,8,9,10,J,Q,K",",")
cardno = 0

for suit = 1 to 4
for pips = 1 to 13
set deck(cardno) = new playingcard
deck(cardno).suit = suitnames(suit-1)
deck(cardno).pips = pipnames(pips-1)
cardno = cardno + 1
next
next
nTop = 0
end sub

public sub showdeck
dim a
redim a(51-nTop)
for i = nTop to 51
a(i) = deck(i).pips & deck(i).suit
next
wscript.echo join( a, ", ")
end sub

public sub shuffle
dim r
randomize timer
for i = nTop to 51
r = int( rnd * ( 52 - nTop ) )
if r <> i then
objswap deck(i),deck(r)
end if
next
end sub

public function deal()
set deal = deck( nTop )
nTop = nTop + 1
end function

public property get cardsRemaining
cardsRemaining = 52 - nTop
end property

private sub objswap(   a,   b )
dim tmp
set tmp = a
set a = b
set b = tmp
end sub
end class```
##### Invocation
```dim pack
set pack = new carddeck
wscript.echo "--before shuffle"
pack.showdeck
pack.shuffle
wscript.echo "--after shuffle"
pack.showdeck

dim card
for i = 1 to 52
set card = pack.deal
next
wscript.echo "--dealt a card, it's the", card.pips, "of", card.suit
wscript.echo "--", pack.cardsRemaining, "cards remaining"
if pack.cardsRemaining <> 0 then
pack.showdeck
end if```
##### Output
```--before shuffle
AH, 2H, 3H, 4H, 5H, 6H, 7H, 8H, 9H, 10H, JH, QH, KH, AD, 2D, 3D, 4D, 5D, 6D, 7D, 8D, 9D, 10D, JD, QD, KD, AC, 2C, 3C, 4C, 5C, 6C, 7C, 8C, 9C, 10C, JC, QC, KC, AS, 2S, 3S, 4S, 5S, 6S, 7S, 8S, 9S, 10S, JS, QS, KS
--after shuffle
QD, QH, 4S, KD, JC, 10H, JD, 6D, 2S, 4C, 4D, 8H, QC, 5S, JH, KS, 6H, 8S, 7D, 10D, AD, 9S, KH, 2D, 3S, AC, JS, 3D, 9D, 3H, 5C, 10S, KC, 6C, AH, AS, 6S, 5H, 3C, 4H, 9H, 8C, 7S, 9C, 10C, 2C, 7H, 5D, QS, 2H, 7C, 8D
--dealt a card, it's the 8 of D
-- 0 cards remaining
```

## Vedit macro language

The deck is created in a free edit buffer, one line for each card. Each users hand is another edit buffer. There is no need for any routines to display the deck or a hand, since each of them is displayed in an edit window.

```// Playing Cards, main program

Call("CREATE_DECK")
Call("SHUFFLE_DECK")
#21 = Buf_Switch(Buf_Free)        // #21 = players hand, 1st player
#1 = 5; Call("DEAL_CARDS")        // deal 5 cards to player 1
#22 = Buf_Switch(Buf_Free)        // #22 = players hand, 2nd player
#1 = 5; Call("DEAL_CARDS")        // deal 5 cards to player 2
Buf_Switch(#10) BOF               // display the deck
Return

///////////////////////////////////////////////////////////////////////////
//
//  Create a deck into a new edit buffer. One text line for each card.
//
:CREATE_DECK:
#10 = Buf_Switch(Buf_Free)        // Buffer @(#10) = the deck

RS(1, "Diamonds")
RS(3, "Hearts")
RS(4, "Clubs")

RS(11, " Jack")
RS(12, "Queen")
RS(13, " King")
RS(14, "  Ace")

for (#1=1; #1<5; #1++) {
for (#2=2; #2<15; #2++) {
if (#2 < 11) {
Num_Ins(#2, NOCR)     // pip (2 to 10) as numeric
} else {
IT(@(#2))             // pip (11 to 14) as a word
}
IT(" of ")
IT(@(#1)) IN              // suit
}
}
Return

///////////////////////////////////////////////////////////////////////////
//
//  Shuffle the deck using Fisher-Yates algorithm
//
:SHUFFLE_DECK:
Buf_Switch(#10)                   // the deck
#90 = Time_Tick                   // seed for random number generator
#91 = 51                          // random numbers in range 0 to 50
for (#1=1; #1<52; #1++) {
Call("RANDOM")
Goto_Line(Return_Value+1)
Block_Copy(#1, #1, LINESET+DELETE)
Reg_Copy(9, 1, DELETE)
Goto_Line(#1)
Reg_Ins(9)
}
Return

//--------------------------------------------------------------
// Generate random numbers in range 0 <= Return_Value < #91
//  #90 = Seed    (0 to 0x7fffffff)
//  #91 = Scaling (0 to 0x10000)

:RANDOM:
#92 = 0x7fffffff / 48271
#93 = 0x7fffffff % 48271
#90 = (48271 * (#90 % #92) - #93 * (#90 / #92)) & 0x7fffffff
Return ((#90 & 0xffff) * #91 / 0x10000)

///////////////////////////////////////////////////////////////////////////
//
//  Deal #1 cards: move the cards from deck to current edit buffer
//
:DEAL_CARDS:
#11 = Buf_Num                     // this buffer (players hand)
Buf_Switch(#10)                   // the deck
BOF
Reg_Copy(9, #1, DELETE)           // pull the first #1 cards from the deck
Buf_Switch(#11)                   // players hand
Reg_ins(9)                        // insert the cards here
Return```

## Wren

Translation of: Kotlin
```import "random" for Random

var FACES = "23456789TJQKA"
var SUITS = "shdc"

var createDeck = Fn.new {
var cards = []
SUITS.each { |suit| FACES.each { |face| cards.add("%(face)%(suit)") } }
return cards
}

var dealTopDeck = Fn.new { |deck, n| deck.take(n).toList }

var dealBottomDeck = Fn.new { |deck, n| deck[-n..-1][-1..0] }

var printDeck = Fn.new { |deck|
for (i in 0...deck.count) {
System.write("%(deck[i])  ")
if ((i + 1) % 13 == 0 || i == deck.count - 1) System.print()
}
}

var deck = createDeck.call()
System.print("After creation, deck consists of:")
printDeck.call(deck)
Random.new().shuffle(deck)
System.print("\nAfter shuffling, deck consists of:")
printDeck.call(deck)
var dealtTop = dealTopDeck.call(deck, 10)
System.print("\nThe 10 cards dealt from the top of the deck are:")
printDeck.call(dealtTop)
var dealtBottom = dealBottomDeck.call(deck, 10)
System.print("\nThe 10 cards dealt from the bottom of the deck are:")
printDeck.call(dealtBottom)
```
Output:
```After creation, deck consists of:
2s  3s  4s  5s  6s  7s  8s  9s  Ts  Js  Qs  Ks  As
2h  3h  4h  5h  6h  7h  8h  9h  Th  Jh  Qh  Kh  Ah
2d  3d  4d  5d  6d  7d  8d  9d  Td  Jd  Qd  Kd  Ad
2c  3c  4c  5c  6c  7c  8c  9c  Tc  Jc  Qc  Kc  Ac

After shuffling, deck consists of:
Qs  9c  3c  Qd  2h  5h  As  5c  7s  7d  6s  Qh  Jc
Td  9s  6h  Ad  5d  2d  4c  8d  Kh  Kc  8s  Tc  7c
Ts  9h  3d  9d  7h  2s  3s  4d  5s  Ac  Kd  4s  Ks
4h  8c  Qc  6d  Th  6c  Jh  8h  2c  3h  Ah  Js  Jd

The 10 cards dealt from the top of the deck are:
Qs  9c  3c  Qd  2h  5h  As  5c  7s  7d

The 10 cards dealt from the bottom of the deck are:
Jd  Js  Ah  3h  2c  8h  Jh  6c  Th  6d
```

## XPL0

```char    Deck(52);               \card structure (low 2 bits = suit)
def     Players = 4;            \number of players to deal to
char    Hand(Players, 52);      \each player's hand
int     Card, N, I, J, T;
char    Suit, Royal;
[for Card:= 0 to 52-1 do        \make a new deck
Deck(Card):= Card;
for N:= 0 to 10000 do           \shuffle the deck
[I:= Ran(52);  J:= Ran(52);
T:= Deck(I);  Deck(I):= Deck(J);  Deck(J):= T;
];
for N:= 0 to 52-1 do            \deal from the deck
[Card:= Deck(N);
I:= N/Players;
J:= rem(0);
Hand(J, I):= Card;
];
Suit:= "HDCS ";                 \print each player's hand
Royal:= "JQK ";                 \ (= contents of the deck)
for J:= 0 to Players-1 do       \e.g: 2D 3C 10C AS KD
[for I:= 0 to 52/Players -1 do
[Card:= Hand(J, I);
N:= Card>>2 + 1;        \pip value
if N = 1 then ChOut(0, ^A)
else if N >= 11 then ChOut(0, Royal(N-11))
else IntOut(0, N);
ChOut(0, Suit(Card&3));
ChOut(0, ^ );
];
CrLf(0);
];
]```
Output:
```3S 9C 4C 5D KC 9H QS 4H 5C 6H 2C 3C 5S
8D 4S 3H 8C 2D 7C 2S 8H 8S 10D 9S AH JC
6C 10C KH 9D 3D 5H JS 10S 2H 4D 10H 7H JH
QD KS 7S QH 6S JD QC 6D KD AC 7D AS AD
```

## Yabasic

Translation of: Run BASIC
```suite\$ = "CDHS"                 //Club, Diamond, Heart, Spade
card\$  = "A23456789TJQK"        //Cards Ace to King

dim n(55)                       //make ordered deck
for i = 1 to 52                 // of 52 cards
n(i) = i
next i

for i = 1 to 52 * 3             //shuffle deck 3 times
i1    = int(ran(52)) + 1
i2    = int(ran(52)) + 1
h2    = n(i1)
n(i1) = n(i2)
n(i2) = h2
next i

for hand = 1 to 4                  //4 hands
for deal = 1 to 13			   //deal each 13 cards
card = card + 1            //next card in deck
s = mod(n(card), 4)  + 1   //determine suite
c = mod(n(card), 13) + 1   //determine card
print mid\$(card\$,c,1),mid\$(suite\$,s,1)," ";  //show the card
next deal
print
next hand
end```
Output:
`Same as Run BASIC entry.`

## zkl

```const Diamonds=1, Spades=3, Clubs=0, Hearts=2, Ace=1; // informational
var suits=T(0x1F0D1,0x1F0C1,0x1F0B1,0x1F0A1); //unicode ๐,๐,๐ฑ,๐ก

class Card{
fcn init(pip,suit){  // or 0..51
reg p,s;
if(vm.numArgs==1){ s=pip/13; p=pip%13; } else { p=pip; s=suit }
var [const] _pip=p, _suit=s;
}
fcn toString{
p:=_pip + (_pip>=11);
(suits[_suit]+p).toString(8); // int-->UTF-8
}
}

class Deck{  //--> 52 shuffled Cards
var [const] deck=L();
fcn init{
(0).pump(52,deck.clear().write,Card);
shuffle();
}
fcn shuffle{ deck.shuffle() }
fcn deal(cards=5){ deck.pop(0,cards); }
fcn toString{ deck.pump(String,"toString"); }
}```
```d:=Deck();
d.println(d.deck.len());
d.deal().println();
d.println();```
Output:
```๐๐ฑ๐๐ข๐ธ๐๐ท๐ค๐๐ก๐ฝ๐ฅ๐ถ๐๐๐ณ๐ซ๐๐๐ญ๐๐๐๐๐น๐๐ฉ๐บ๐๐ฎ๐ฃ๐๐จ๐๐๐๐ช๐๐๐ฒ๐๐ง๐๐๐ต๐ด๐๐พ๐ฆ๐๐ป๐52
L(๐,๐ฑ,๐,๐ข,๐ธ)
๐๐ท๐ค๐๐ก๐ฝ๐ฅ๐ถ๐๐๐ณ๐ซ๐๐๐ญ๐๐๐๐๐น๐๐ฉ๐บ๐๐ฎ๐ฃ๐๐จ๐๐๐๐ช๐๐๐ฒ๐๐ง๐๐๐ต๐ด๐๐พ๐ฆ๐๐ป๐
```

## ZX Spectrum Basic

The deck is just a basic index from 1 to 52, with 1-13 representing the A-K of hearts, 14-26 the A-K of spades, etc. This makes it easier to sort a hand later, if so desired.

```10 GOSUB 5000
20 CLS
30 PRINT "Options:"
40 PRINT "1: Shuffle deck"
50 PRINT "2: Deal cards"
60 PRINT "3: Display deck"
70 INPUT o
80 IF o<1 OR o>3 OR o<>INT o THEN GOTO 70
90 GO SUB (o+1)*1000
100 GO TO 20

999 REM convert index to card
1000 LET s=INT ((x-1)/13)+1
1010 LET p=x-13*(s-1)
1020 LET n=s-2*INT (s/2)+1
1030 LET c\$=p\$(p)+CHR\$ 16+CHR\$ (n AND n>1)+s\$(s): REM colour codes to force red or black
1040 RETURN

1999 REM shuffle - only a naive shuffle algorithm but it'll do; the modularity of the program means this is easy enough to modify
2000 CLS : PRINT FLASH 1;"Shuffling..."
2010 LET s=1: REM changing s allows shuffling the remainder of an undealt deck, say
2020 FOR x=1 TO 100
2030 LET a=INT (RND*53-s)+s
2040 LET b=INT (RND*53-s)+s
2050 LET n=d(a)
2060 LET d(a)=d(b)
2070 LET d(b)=n
2080 NEXT x
2090 RETURN

2999 REM deal
3000 INPUT "How many players? ";p
3010 INPUT "How many cards? ";c
3020 IF c<1 OR p<1 OR c<>INT c OR p<>INT p THEN PRINT "Don't be silly!": GO TO 3000
3030 IF c*p>52 THEN PRINT "Not enough cards for that!": GO TO 3000
3040 CLS : DIM h(p,c)
3050 LET k=1
3060 FOR f=1 TO c
3070 FOR e=1 TO p
3080 LET h(e,f)=d(k)
3090 LET k=k+1
3100 NEXT e
3110 NEXT f
3120 FOR e=1 TO p
3130 PRINT "Player ";e;"'s hand:"
3140 FOR f=1 TO c
3150 LET x=h(e,f)
3160 GO SUB 1000
3170 PRINT c\$;" ";
3180 NEXT e
3190 PRINT
3200 NEXT f
3210 PRINT
3220 PRINT "Remaining deck:"
3230 IF c*p=52 THEN PRINT "none"
3240 GO SUB 4010
3250 RETURN

3999 REM display deck
4000 CLS : LET k=1
4010 FOR y=k TO 52: REM enter here with k>1 to show the rest of an undealt deck
4020 LET x=d(y)
4030 GO SUB 1000
4040 PRINT c\$
4050 NEXT y
4060 FOR y=0 TO 1000
4070 NEXT y
4080 RETURN

4999 REM initialise
5000 DIM d(52)
5010 GO SUB 6000
5020 LET s\$=CHR\$ 144+CHR\$ 145+CHR\$ 146+CHR\$ 147: REM or LET s\$="HSDC" if you don't want symbols
5030 LET p\$="A23456789TJQK"
5040 FOR x=1 TO 52
5050 LET d(x)=x
5060 NEXT x
5070 RETURN

5999 REM characters - the ZX Spectrum character set doesn't contain suit symbols
6000 RESTORE 7000
6010 FOR x=65368 TO 65399
6030 POKE x,a
6040 NEXT x
6050 RETURN

7000 DATA BIN 01101100: REM 108
7010 DATA BIN 11111110: REM 254
7020 DATA BIN 11111110: REM 254
7030 DATA BIN 11111110: REM 254
7040 DATA BIN 01111100: REM 124
7050 DATA BIN 00111000: REM 56
7060 DATA BIN 00010000: REM 16
7070 DATA BIN 00000000: REM 0

7080 DATA BIN 00010000: REM 16
7090 DATA BIN 00111000: REM 56
7100 DATA BIN 01111100: REM 124
7110 DATA BIN 11111110: REM 254
7120 DATA BIN 01010100: REM 84
7130 DATA BIN 00010000: REM 16
7140 DATA BIN 01111100: REM 124
7150 DATA BIN 00000000: REM 0

7160 DATA BIN 00010000: REM 16
7170 DATA BIN 00111000: REM 56
7180 DATA BIN 01111100: REM 124
7190 DATA BIN 11111110: REM 254
7200 DATA BIN 01111100: REM 124
7210 DATA BIN 00111000: REM 56
7220 DATA BIN 00010000: REM 16
7230 DATA BIN 00000000: REM 0

7240 DATA BIN 00010000: REM 16
7250 DATA BIN 00111000: REM 56
7260 DATA BIN 01010100: REM 84
7270 DATA BIN 11111110: REM 254
7280 DATA BIN 01010100: REM 84
7290 DATA BIN 00010000: REM 16
7300 DATA BIN 01111100: REM 124
7310 DATA BIN 00000000: REM 0```
Output:

Using the HSDC mod from line 5020 to make it easier here. H and D would appear in colour.

```Player 1's hand:
QD 8D 6S 7D JS 8C 9S QH

Player 2's hand:
5C 7H 7C 4D 8H 3H 2H AD

Player 3's hand:
3C 5S QC AS 2D TS JH 6H

Player 4's hand:
9C 4C 7S TC 2C 6D AH 9D

Player 5's hand:
KH 6C JC 8S KD TD TH 5H

Player 6's hand:
AC JD QS KC 5D 3D 4H 4S

Remaining deck:
2S
KS
9H
3S```