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054.boo
98 lines (77 loc) · 53.5 KB
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054.boo
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/*
Just rules evaluation. Old and boring rules evaluation.
*/
import System
import System.Collections.Generic
import System.Linq.Enumerable
hands = 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def value(s as string) as long:
return "0123456789TJQKA".IndexOf(s[0:1])
def are_same_suit(cards as string*):
return cards.Select({x|x[1]}).Distinct().Count() == 1
def total_value(hand as string*):
answer = 0
for i in hand.Select(value).OrderByDescending({x|(x)}):
answer = answer * 20L + i
return answer
def is_royal_flush(hand as string*):
a = hand.Select({x|x[0:1]}).Intersect(('T','J','Q','K','A')).Count() == 5
if a and are_same_suit(hand):
return 1L
return 0L
def is_straight(hand as string*):
min = hand.Min(value)
if hand.Select({x|value(x)-min}).Intersect((0L,1,2,3,4)).Count() == 5:
return 10**8 + total_value(hand)
return 0
def is_flush(hand as string*):
if are_same_suit(hand):
return 10**8 + total_value(hand)
return 0
def is_straight_flush(hand as string*):
if is_flush(hand) and is_straight(hand):
return 10**8 + total_value(hand)
return 0
def group(hand as string*):
return hand.GroupBy(value).OrderByDescending({x|x.Count()}).ThenByDescending({x|x.Key})
def is_four_of_a_kind(hand as string*):
this_value = group(hand).FirstOrDefault({x|x.Count()==4})
if this_value != null:
return this_value.Key * 10**8 + total_value(hand)
return 0
def is_three_of_a_kind(hand as string*):
this_value = group(hand).FirstOrDefault({x|x.Count()==3})
if this_value != null:
return this_value.Key * 10**8 + total_value(hand)
return 0
def is_one_pair(hand as string*):
this_value = group(hand).FirstOrDefault({x|x.Count()==2})
if this_value != null:
return this_value.Key * 10**8 + total_value(hand)
return 0
def is_full_house(hand as string*):
grp = group(hand).ToList()
if grp.Count != 2: return 0
if grp[0].Count() !=3: return 0
if grp[1].Count() !=2: return 0
return (grp[0].Key*100 + grp[1].Key) * 10**8 + total_value(hand)
def is_two_pairs(hand as string*):
grp = group(hand).ToList()
if grp.Count < 2: return 0
if grp[0].Count() !=2: return 0
if grp[1].Count() !=2: return 0
return (grp[0].Key*100 + grp[1].Key) * 10**8 + total_value(hand)
def player1_win(hands as (string)):
p1 = hands[0:5]
p2 = hands[5:10]
funcs = (is_royal_flush, is_straight_flush, is_four_of_a_kind,
is_full_house, is_flush,is_straight, is_three_of_a_kind,
is_two_pairs,is_one_pair,total_value)
for func in funcs:
a,b = (func(p1), func(p2))
if a > b: return true
if a < b: return false
assert false
answer = hands.Where(player1_win).Count()
print answer
assert answer == 376