Ce défi consiste à marquer une main Cribbage. Si vous ne jouez pas à Cribbage, vous devez apprendre. Nous jouons avec un jeu de poker standard, et une main se compose de quatre cartes plus la "carte up". Il existe deux types de main: normale et une «main de crèche».

Les cartes sont disponibles dans le format vsoù vest l' une: A23456789TJQK(T pour dix) et sest l' un des SCDH. Une main sera donnée sous la forme (par exemple)

AS 2D 3H JS | 4S

où 4Sest la carte up. Une main de berceau aura le format

JD 3C 4H 5H | 5S !

Les cartes de visage ont une valeur de 10 et l'as a une valeur de 1. Le score est effectué comme suit.

• Quinze: pour chaque sous-ensemble de cinq cartes dont la somme est de 15, ajoutez deux points.
• Paires: pour chaque paire de cartes de même rang (pas de valeur), ajoutez deux points.
• Courses: pour chaque course maximale de cartes consécutives d'une longueur supérieure à 2, ajoutez la longueur de la course en points.
• Flush: si les cinq cartes sont de la même couleur, ajoutez cinq points. Sinon, si toutes les cartes sauf la carte up sont de la même couleur, ajoutez quatre points. S'il s'agit d'une main de berceau, la variante à quatre points n'est pas comptée.
• Nobs: s'il y a un jack en main avec la même couleur que la carte up, ajoutez un point.

Remarques:

• Les triples et les quatuors ne sont pas spéciaux - il y a trois paires dans un triple, donc un triple vaut 6 points.

• Les courses peuvent se chevaucher. Par exemple, AS AH 2D 3C | 2C(un double double run) a quatre runs de longueur 3 et deux paires, vaut donc 3 + 3 + 3 + 3 + 2 + 2 = 16 points.

• Seules les courses maximales sont comptées, donc KS QD JD TC | 9Svalent 5 points, car c'est une course de 5. Les sous-courses ne sont pas comptées.

Règle de la maison:

Il est impossible de marquer 19 points dans une main. Au lieu de zéro, indiquez un score de 19.

Exemples:

5S 5H 5D JS | KS
21

AS 2D 3H JS | 4S !
9

JD 3C 4H 5H | 5S
12

9S 8S 7S 6S | 5H !
9

9S 8S 7S 6S | 5H
13

8D 7D 6D 5D | 4D !
14

8D 7D 6D 5D | 4D
14

AD KD 3C QD | 6D
19

C'est le golf de code. La solution la plus courte l'emporte.

GolfScript, 187 178 174 caractères

:c"J"c{"SCDH"?)},1/:s-1=+/,([s)-!5*s);)-!4*c"!"?)!*]$-1=+0.14,{c{"A23456789TJQK"?)}%{},:v\{=}+,,.{@*\)}{;.2>**+1 0}if}/;;5-v{{=+}+v\/}/[0]v{.9>{;10}*{1$+}+%}/{15=},,2*+.!19*+

Comme je n'ai jamais joué au cribbage, je ne connais pas de trucs de notation fantaisistes. J'ai donc pensé que la seule façon de concourir (au moins un peu) était d'utiliser un langage de golf. Le code est assez simple GolfScript, les cas de test peuvent être trouvés ici .

Le code d'une manière plus lisible ( reformaté et ungolfed un peu ):

# Save cards to <c>
:c;

# Is it a non-crib hand? <r>
c"!"?)!:r;

# Values go to <v>
c{"A23456789TJQK"?)}%{},:v;

# Suits go to <s>
c{"SCDH"?)},1/:s;

# Print score for Fifteens
[0]v{.9>{;10}*{1$+}+%}/{15=},,2* .p

# Print score for Pairs
-5v{{=+}+v\/}/ .p

# Print score for Runs
0..14,{v\{=}+,,.{*\)\}{;\.2>**+0 1}if}/;; .p

# Print score for Flush
[s)-!5*s);)-!4*r*]$-1= .p

# And finally print the score for Nobs
c"J"s-1=+/,( .p

# Sum up the sub-scores and if score is zero set to 19
++++
.!19*+

Edit: logique changée pour les quinze et les couleurs.

C, 364 388 caractères

C'est grand et moche (mais pas aussi grand qu'autrefois):

char*L="CA23456789TJQKDHS",b[20],p[15],r[5],s[5],v,i=4,t,m,q;
g(j){++p[r[i]=strchr(L,b[j])-L];s[i]=strchr(L,b[j+1])-L;}
f(j,u){u==15?v+=2:++j<5&&f(j,u,f(j,u+(r[j]>9?10:r[j])));}
main(){gets(b);for(g(14);i--;r[i]^11|s[i]^s[4]||++v)g(i*3);
for(f(i,0);++i<15;v+=q?q*q-q:t>2?t*m:0,t=q?t+1:0,m=q?m*q:1)q=p[i];
while(++t<5&&s[t]==*s);v+=t>4-!b[16]?t:0;printf("%d\n",v?v:19);}

(Des sauts de ligne ont été ajoutés pour faciliter la lecture; ils ne sont pas inclus dans le décompte ci-dessus.)

La description du problème ne spécifiait pas si le code avait besoin de vérifier les entrées non valides, donc naturellement j'ai supposé que le programme était libre de se comporter mal à volonté si l'entrée, par exemple, contenait des espaces supplémentaires.

Voici la version non golfée:

#include <stdio.h>
#include <string.h>

/* A-K correspond to values 1-13. Suit values are arbitrary.
 */
static char const *symbols="CA23456789TJQKDHS";

/* Used as both an input buffer and to bucket cards by rank.
 */
static char buf[20];

/* The cards.
 */
static int rank[5], suit[5];

/* The cards broken down by rank.
 */
static int buckets[15];

static int score;
static int touching, matching, i;

/* Read card number i from buf at position j.
 */
static void getcard(int j)
{
    rank[i] = strchr(symbols, buf[j]) - symbols;
    suit[i] = strchr(symbols, buf[j+1]) - symbols;
    ++buckets[rank[i];
}

/* Recursively find all combinations that add up to fifteen.
 */
static void fifteens(int j, int total)
{
    for ( ; j < 5 ; ++j) {
        int subtotal = total + (rank[j] > 9 ? 10 : rank[j]);
        if (subtotal == 15)
            score += 2;
        else if (subtotal < 15)
            fifteens(j + 1, subtotal);
    }
}

int main(void)
{
    fgets(buf, sizeof buf, stdin);
    score = 0;

    /* Read cards from buf */
    for (i = 0 ; i < 4 ; ++i)
        getcard(i * 3);
    getcard(14);

    /* Score fifteens */
    fifteens(0, 0);

    /* Score any runs and/or pairs */
    touching = 0;
    matching = 1;
    for (i = 1 ; i < 15 ; ++i) {
        if (buckets[i]) {
            score += buckets[i] * (buckets[i] - 1);
            ++touching;
            matching *= buckets[i];
        } else {
            if (touching > 2)
                score += touching * matching;
            touching = 0;
            matching = 1;
        }
    }

    /* Check for flush */
    for (i = 1 ; i < 5 && suit[i] == suit[0] ; ++i) ;
    if (i >= (buf[17] == '!' ? 5 : 4))
        score += i;

    /* Check for hisnob */
    for (i = 0 ; i < 4 ; ++i)
        if (rank[i] == 11 && suit[i] == suit[4])
            ++score;

    printf("%d\n", score ? score : 19);
    return 0;
}

Rubis 1.9, 359 356

C'est beaucoup trop long - presque autant que la solution C.

R='A23456789TJQK'
y=gets
f=y.scan /\w+/
o=f.map(&:chr).sort_by{|k|R.index k}
s=0
2.upto(5){|i|o.combination(i){|j|t=0
j.map{|k|t+=k==?A?1:k<?:?k.hex: 10}
(t==15||i<3&&j.uniq!)&&s+=2}}
m=n=l=1
(o+[z=?_]).map{|k|k[z]?n+=1:R[z+k]?(m*=n
l+=n=1):(l>2&&s+=l*m*n
l=n=m=1)
z=k}
x=f.take_while{|k|k[y[1]]}.size
x>(y[?!]?4:3)&&s+=x
y[?J+f[4][1]+' ']&&s+=1
p s>0?s:19

Quelque chose pour commencer .. Ruby, 422 365 355 352

c=gets
a,b=c.scan(/(\w)(\w)/).transpose
f=->x{x.uniq.size<2}
s=f[b]?5:!c[/!/]&f[b[0,4]]?4:0
c[/J(.).*\1 ?!?$/]&&s+=1
s+=[5,4,3].map{|i|a.permutation(i).map{|x|'A23456789TJQK'[x*'']?i:0}.inject :+}.find{|x|x>0}||0
a.map{|x|s+=a.count(x)-1}
2.upto(5){|i|s+=2*a.map{|x|x.tr(?A,?1).sub(/\D/,'10').to_i}.combination(i).count{|x|x.inject(:+)==15}}
p s<1?19:s

Légèrement non golfé:

def t(c)
  s=0

  if c.scan(/[SDHC]/).uniq.size<2 # Flush
    s+=5 
  elsif c[0..9].scan(/[SDHC]/).uniq.size<2 && c[-1]!=?! # Flush
    s+=4
  end
  s+=1 if c =~ /J(.).*(\1$|\1\s.$)/ # Nobs

  c=c.scan(/[^ \|]+/).map{|x|x[0]}[0..4]
  d = (3..5).map{|i|c.permutation(i).map{|x| 'A23456789TJQK'.include?(x*'') ? i : 0}.inject(:+)}.reverse.find{|x|x>0} || 0# Runs
  s+=d
  c.map{|x|s+=c.count(x)-1} # Pairs
  c.map!{|x|x.tr('A','1').gsub(/[JQK]/,'10').to_i}
  (2..5).map{|i|s+=2*c.combination(i).count{|x|15==x.inject(:+)}} # 15s
  s<1 ? 19 : s
end

Tests unitaires pour la version golfée:

require "test/unit"

def t(c)
c=gets
a,b=c.scan(/(\w)(\w)/).transpose
f=->x{x.uniq.size<2}
s=f[b]?5:!c[/!/]&f[b[0,4]]?4:0
c[/J(.).*\1 ?!?$/]&&s+=1
s+=[5,4,3].map{|i|a.permutation(i).map{|x|'A23456789TJQK'[x*'']?i:0}.inject :+}.find{|x|x>0}||0
a.map{|x|s+=a.count(x)-1}
2.upto(5){|i|s+=2*a.map{|x|x.tr(?A,?1).sub(/\D/,'10').to_i}.combination(i).count{|x|x.inject(:+)==15}}
p s<1?19:s
end

class Test1 < Test::Unit::TestCase
  def test_simple
    assert_equal 21, t("5S 5H 5D JS | KS")
    assert_equal 21, t("JS 5H 5D 5S | KS")
    assert_equal 12, t("JD 3C 4H 5H | 5S")
    assert_equal 13, t("9S 8S 7S 6S | 5H")
    assert_equal 14, t("8D 7D 6D 5D | 4D")
    assert_equal 19, t("AD KD 3C QD | 6D")
    assert_equal 9, t("AS 2D 3H JS | 4S !")
    assert_equal 9, t("JS 2D 3H AS | 4S !")
    assert_equal 14, t("8D 7D 6D 5D | 4D !")
    assert_equal 9, t("9S 8S 7S 6S | 5H !")
  end
end

Résultats:

% ruby ./crib.rb
   Run options: 

# Running tests:

21
21
12
13
14
19
9
9
14
9
.

Finished tests in 0.014529s, 68.8281 tests/s, 688.2813 assertions/s.

1 tests, 10 assertions, 0 failures, 0 errors, 0 skips

Python, 629 caractères

Je poste le mien uniquement parce que personne d'autre ne l'a fait. C'est assez long :(

g=range
i=raw_input().split()
r,u=zip(*[tuple(x)for x in i if x not in'!|'])
v=map(int,[((x,10)[x in'TJQK'],1)[x=='A']for x in r])
z=list(set(map(int,[(x,dict(zip('ATJQK',[1,10,11,12,13])).get(x))[x in'ATJQK']for x in r])))
z.sort()
z=[-1]*(5-len(z))+z
s=p=l=0
for a in g(5):
 for b in g(a+1,5):
    s+=2*(v[a]+v[b]==15)
    p+=2*(r[a]==r[b])
    if z[a:b+1]==g(z[a],z[b]+1)and b-a>1:l=max(l,b+1-a)
    for c in g(b+1,5):s+=2*(v[a]+v[b]+v[c]==15)
for d in g(5):s+=2*(sum(v)-v[d]==15)
n=len(set(u))
s+=4*(n==2 and u[-1] not in u[:4] and i[-1]!='!')+5*(n<2)+('J'+u[4]in i[:4])+2*(sum(v)==15)+p+((l*3,l*p)[p<5]or l)
print(s,19)[s<1]

Python 2, 606 584 octets

Sauvegardé 22 octets grâce au golf de Jo King .

from itertools import*
s,S,C,E=sum,sorted,combinations,enumerate
def f(a):a=a.split();a.pop(4);e=a.pop(5)if a[-1]<"$"else 0;b=S("A23456789TJQK".index(i)for i,j in a);d=S(set(b));h=[j for i,j in a];z=len([s(k)for r in range(6)for k in C([[10,k+1][k<10]for k in b],r)if s(k)==15])*2+s(2for i,j in C(b,2)if i==j)+[4*(e<1),5][len(set(h))<2]*(len(set(h[:4]))<2)+(a[4][1]in[j for i,j in a[:4]if i=="J"])+s(reduce(lambda x,y:x*y,[b.count(k)for k in m])*len(m)for m in[d[s(x[:i]):s(x[:i])+j]for x in[[len(list(e))for i,e in groupby(j-i for i,j in E(d))]]for i,j in E(x)if j>2]);return z or 19

Essayez-le en ligne!

Légèrement plus court que grc la réponse , et prend un itinéraire différent pour y arriver.

Explication:

    # import everything from "itertools" library. We only need "combinations" and "groupby".
from itertools import*
# alias functions to shorter names
s,S,C,E=sum,sorted,combinations,enumerate

# function f which takes the hand+up card+crib string as its argument
def f(a):
    # convert space-separated string into list of items.
    a=a.split()

    # remove the 4th index, which is always "|".
    a.pop(4)

    # change golfed by Jo King
    # if the final item in the list is a "!" (if it is <"$"), remove it from the list and assign it to variable "e".
    # otherwise, assign 0 to variable "e".
    # a non-empty string will evaluate to True and 0 will evaluate to False in IF checks later.
    e=a.pop(5)if a[-1]<"$"else 0

    # for each card in the list, split the identifiers into the value(i) and the suit(j).
    # return the value's index in the string "A23456789TJQK".
    # so, ["5S", "5H", "5D", "JS", "KS"] will return [4, 4, 4, 10, 12].
    # using the aliased built-in function sorted(), sort the list numerically ascending.
    b=S("A23456789TJQK".index(i)for i,j in a)

    # get the unique items in b, then sort the result numerically ascending.
    d=S(set(b))

    # for each card in the list, split the identifiers into the value(i) and the suit(j).
    # return the suits.
    h=[j for i,j in a]

        # fifteens
        # changes golfed by Jo King
        # generate pairs of (10, value + 1) for all cards (since they are zero-indexed)
        # since True and False evaluate to 1 and 0 in python, return 10 if k>=10
        # and reduce all values >10 to 10
        # get all unique combinations of cards for 5 cards, 4 cards, 3 cards, 2 cards, and 1 card
        # add the values of all unique combinations, and return any that equal 15
        # multiply the number of returned 15s by 2 for score
    z=len([s(k)for r in range(6)for k in C([[10,k+1][k<10]for k in b],r)if s(k)==15])*2
        +
        # pairs
        # using itertools.combinations, get all unique combinations of cards into groups of 2.
        # then, add 2 for each pair where both cards have an identical value.
        s(2for i,j in C(b,2)if i==j)
        +
        # flush
        # changes golfed by Jo King
        # using list indexing
        # [4 * (0 if crib else 1), 5], get item at index [0 if more than one suit in hand+up card else 1]
        #    -> 4 if not crib and not all suits same
        #    -> 5 if all cards same
        #    -> 0 otherwise
        # * (0 if more than one suit in hand else 1)
        #    -> 4 * 0 if not crib and not all suits same
        #    -> 4 * 1 if not crib and all suits same
        #    -> 5 * 1 if all cards same
        #    -> 0 otherwise
        [4*(e<1),5][len(set(h))<2]*(len(set(h[:4]))<2)
        +
        # nobs
        # check if the suit of the 5th card (4, zero-indexed) matches the suit of any of the other 4 cards, and if it does is that card a Jack
        (a[4][1]in[j for i,j in a[:4]if i=="J"])
        +
        # runs
        s(reduce(lambda x,y:x*y,[b.count(k)for k in m])*len(m)for m in[d[s(x[:i]):s(x[:i])+j]for x in[[len(list(e))for i,e in groupby(j-i for i,j in E(d))]]for i,j in E(x)if j>2])

    # since only 0 evaluates to false, iff z==0 return 19, else return z.
    print z or 19

Explication de la logique d'exécution spécifiquement:

# for each index and value in the list, add the value minus the index
# since the list is sorted and reduced to unique values, this means adjacent values will all be the same value after offset
# ex: "JD 3C 4H 5H | 5S" -> [2, 3, 4, 10] - > [2, 2, 2, 7]
z = []
for i,j in enumerate(d):
    z.append(j-i)

# group the values by unique value
# then add the length of the groups to the list
# ex: [2, 2, 2, 7] -> [2:[2,2,2], 7:[7]]
#     [2:[2,2,2], 7:[7]] -> [[3], [1]]
w = []
for i,e in groupby(z):
    w.append([len(list(e))])

# list is double-nested so that the combined list comprehension leaves "x" available in both places it is needed
z = []
for x in w:
    for i,j in enumerate(x):
        if j>2:
            # if the group length is larger than 2
            # slice the list of unique card values to obtain only run values
            # since the run can be anywhere in the list, sum the preceding lengths to find the start and end index
            a = d[ sum(x[:i]) : sum(x[:i])+j ]
            z.append(a)

w = []
for m in z:
    # get the number of times the value is in the entire hand
    # ex: "JD 3C 4H 5H | 5S" -> [2,3,4,4,10] and (2,3,4) -> [1, 1, 2]
    a = [b.count(k)for k in m]
    # multiply all values together
    # [1, 1, 2] = 1*1*2 = 2
    a = reduce(lambda x,y:x*y, a)
    # length of the run * number of duplicate values
    a *= len(m)
    w.append(a)

# sum the results of the runs
return sum(w)

Stax , 106 octets

Çí╬Δ╓↔╥.L§º♦½┌§└─»◄G≤n▒HJ♀p$¼♥,Q¢▲»Δ÷♠º≈r↑Vo\b■┌4Üé∟]e:┬A½f║J4σ↔└ΓW6O?╧φ¡╫╠├√├ùß5₧k%5ê╜ò/Φ/7w╠█91I◘┬n≥ìk♂╪

Exécutez et déboguez en ligne!

Bonus pour CP437: Voir le symbole de ces costumes dans le Stax emballé? Dommage que les clubs n'apparaissent pas ...

L'équivalent ASCII est

jc%7<~6(4|@Y{h"A23456789TJQK"I^mXS{{A|mm|+15=_%2=_:u*+f%HxS{{o:-u1]=f{%mc3+|Msn#*+y{H"SHCD"ImY:uc5*s!yNd:u;**HH++yN|Ixs@11#+c19?

Explication

jc%7<~6(4|@Y...X...Y...c19?
j                              Split on space
 c%7<~                         Is it a crib hand? Put it on input stack for later use
      6(                       Remove "!" if it exists
        4|@                    Remove "|"
           Y                   Store list of cards in y
            ...X               Store ranks in x
                ...            Perform scoring for ranks
                   Y           Store suits in y
                    ...        Perform scoring for suits
                       c19?    If the score is 0, change it to 19

{h"..."I^mX
{        m     Map each two character string to
 h             The first character
  "..."I^      1-based index of the character in the string

S{{A|mm|+15=_%2=_:u*+f%H
S                          Powerset
 {                   f%H   Twice the number of elements that satisfy the predicate
  {A|mm                        Value of card. Take the minimum of the rank and 10
       |+15=                   Sum of values equal 15 (*)
            _%2=               Length is 2 (**)
                _:u            All elements are the same (***)
                   *+          ( (***) and (**) ) or (*)

xS{{o:-u1]=f{%mc3+|Msn#*+
xS                                Powerset of ranks
  {        f                      Filter with predicate
   {o                                 Sort
     :-u                              Unique differences between elements
        1]=                           Is [1]
            {%mc                  Length of all runs
                3+|M              Maximum of all the lengths and 3
                    sn#           Number of runs with maximal length
                       *          Multiplied by its length
                        +         Add to score

y{H"SHCD"ImY
y{        mY    For each two character string
  H"SHCD"I      0-based index of the second character in the string "SHCD"

:uc5*s!yNd:u;**HH++
:uc5*                 5 points if all cards have same suit
     s!               Not all cards have same suit (#)
       yNd:u          First four cards have same suit (##)
            ;         Not a crib hand (###)
             **HH++   4 points if (#) and (##) and (###), add to score

yN|Ixs@11#+
yN|I           Index of cards with the same suit of last card (not including itself)
    xs@        The rank at these indices
       11#     Number of Jacks with the same suit of last card
          +    Add to score