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Smarter hand detection for all but straights. Falls back to brute
forcing for high card and straights for now. git-svn-id: file:///srv/svn/euler@11 e5f4c3ec-3c0c-11df-b522-21efaa4426b5
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commit
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2 changed files with 97 additions and 12 deletions
103
054/poker.py
103
054/poker.py
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@ -15,21 +15,28 @@ def unique_combinations(items, n):
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class Card:
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values = {'T': 10, 'J': 11, 'Q': 12, 'K': 13, 'A': 14}
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VALUES = {'T': 10, 'J': 11, 'Q': 12, 'K': 13, 'A': 14}
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SUITS = {'Hearts': 'H', 'Diamonds': 'D', 'Clubs': 'C', 'Spades': 'S'}
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def __init__(self, string):
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self.value = string[0]
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if self.value in '23456789':
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self.value = int(self.value)
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else:
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try:
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self.value = Card.values[self.value]
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self.value = Card.VALUES[self.value]
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except KeyError as e:
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raise InvalidCard
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raise InvalidCard('Invalid value: {0}'.format(string))
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self.suit = string[1]
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if not self.suit in ['H', 'C', 'S', 'D']:
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raise InvalidCard
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if not self.suit in Card.SUITS.values():
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raise InvalidCard('Invalid suit: {0}'.format(string))
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def __cmp__(self, other):
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return cmp(self.value, other.value)
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def __repr__(self):
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val = self.value
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for k, v in Card.VALUES.iteritems():
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if self.value == v:
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val = k
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return str.format('{0}{1}', val, self.suit)
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class Hand:
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HIGH_CARD = 0
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@ -55,11 +62,13 @@ class Hand:
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'Royal Flush'
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]
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def __init__(self, cards):
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if len(cards) != 5:
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raise InvalidHand(cards)
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self.__rank = None
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self.__cards = sorted([Card(c) for c in cards], reverse=True)
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self.__values = []
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self.rank()
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def __str__(self):
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def __repr__(self):
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return str.format("Cards: {0} Rank: '{1}' Values: {2}",
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[str(c.value) + c.suit for c in self.__cards],
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Hand.RANKS[self.rank()],
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@ -130,7 +139,7 @@ class Hand:
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elif len(cards) < 5:
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raise InvalidHand
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else:
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return Hand.create_best_hand_bruteforce(cards)
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return Hand.create_best_hand_smart(cards)
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return false
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@staticmethod
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def create_best_hand_bruteforce(cards):
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@ -140,8 +149,84 @@ class Hand:
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return hands[0]
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@staticmethod
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def create_best_hand_smart(cards):
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#TODO: Figure out a smarter algorithm for getting the best hand!
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pass
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"""
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TODO: Implement the following logic (or something better):
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* Find all flushes
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* Find all straights
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** Return best hand present in both flushes and straights, if applicable
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* Find all sets
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** Return best quads with top remaining card
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** Find and return best full house
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** Find and return best three of a kind with top remaining cards
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** Find and return best two pair with top remaining cards
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** Find and return best single pair with top remaining cards
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** Return top 5 cards
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"""
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cards = sorted([Card(c) for c in cards], reverse=True)
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# Get all flushes
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flushes = []
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for suit in Card.SUITS.values():
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suited = [str(c) for c in cards if c.suit == suit]
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if len(suited) >= 5:
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combos = unique_combinations(suited, 5)
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for combo in combos: flushes.append(Hand(combo))
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flushes = sorted(flushes, reverse=True)
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if (flushes and flushes[0].rank() >= Hand.STRAIGHT_FLUSH):
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# Straight flush! No need to check anything else
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return flushes[0]
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#Get all sets
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merged = {}
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for c in cards:
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if c.value in merged:
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merged[c.value] = merged[c.value] + 1
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else:
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merged[c.value] = 1
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multiples = [m for m in sorted(merged.items(), key = operator.itemgetter(1), reverse = True) if m[1] > 1]
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quads = [c[0] for c in multiples if c[1] == 4]
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quads = [c for c in cards if c.value in quads]
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trips = [c[0] for c in multiples if c[1] == 3]
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trips = [c for c in cards if c.value in trips]
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pairs = [c[0] for c in multiples if c[1] == 2]
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pairs = [c for c in cards if c.value in pairs]
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remaining = [c for c in cards if c.value not in [m[0] for m in multiples]]
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if quads:
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h = quads[:4]
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remaining = [c for c in cards if c.value not in [cc.value for cc in h]][:1]
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for r in remaining: h.append(r)
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return Hand([str(c) for c in h])
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if trips and pairs:
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# Get a full house together
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h = trips[:3]
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remaining = pairs[:2]
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for r in remaining: h.append(r)
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return Hand([str(c) for c in h])
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if flushes:
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# We've already got a flush, return it!
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return flushes[0]
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# Look for a straight!
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if trips:
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h = trips[:3]
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remaining = [c for c in cards if c.value not in [cc.value for cc in h]][:2]
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for r in remaining: h.append(r)
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return Hand([str(c) for c in h])
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if pairs:
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if len(pairs) > 2:
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h = pairs[:4]
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remaining = [c for c in cards if c.value not in [cc.value for cc in h]][:1]
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for r in remaining: h.append(r)
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return Hand([str(c) for c in h])
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else:
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h = pairs
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remaining = [c for c in cards if c.value not in [cc.value for cc in h]][:3]
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for r in remaining: h.append(r)
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return Hand([str(c) for c in h])
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return Hand.create_best_hand_bruteforce([str(c) for c in cards])
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def __cmp__(self, other):
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# Compare hand rankings
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result = cmp(self.rank(), other.rank())
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@ -35,7 +35,7 @@ class TestFiveCardHands(unittest.TestCase):
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}
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def test_hand_rankings(self):
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for rank, hand in self.rank_hands.iteritems():
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self.assertEqual(hand.rank(), rank, 'Ranking hand: {0}'.format(poker.Hand.RANKS[rank]))
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self.assertEqual(hand.rank(), rank, 'Ranking hand: {0}, got {1}'.format(poker.Hand.RANKS[rank], poker.Hand.RANKS[hand.rank()]))
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def test_ace_high_straight(self):
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hand = poker.Hand(['AH', 'KS', 'QC', 'JS', 'TS'])
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self.assertEqual([hand.rank(), hand.values()], [poker.Hand.STRAIGHT, [14, 13, 12, 11, 10]])
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@ -72,12 +72,12 @@ class TestSevenCardHands(unittest.TestCase):
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}
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def test_hand_rankings(self):
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for rank, hand in self.rank_hands.iteritems():
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self.assertEqual(hand.rank(), rank, 'Ranking hand: {0}'.format(poker.Hand.RANKS[rank]))
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self.assertEqual(hand.rank(), rank, 'Ranking hand: {0}, got {1}'.format(poker.Hand.RANKS[rank], poker.Hand.RANKS[hand.rank()]))
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def test_ace_high_straight(self):
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hand = poker.Hand.create_best_hand(['AH', 'KS', 'QC', 'JS', '9S', '7D', 'TS'])
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self.assertEqual([hand.rank(), hand.values()], [poker.Hand.STRAIGHT, [14, 13, 12, 11, 10]])
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def test_ace_low_straight(self):
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hand = poker.Hand.create_best_hand(['AH', '2S', '3C', '4S', '9D', '4C', '5S'])
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hand = poker.Hand.create_best_hand(['AH', '2S', '3C', '4S', '9D', 'JC', '5S'])
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self.assertEqual([hand.rank(), hand.values()], [poker.Hand.STRAIGHT, [5, 4, 3, 2, 1]])
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def test_compare_ace_low_straight(self):
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low = poker.Hand.create_best_hand(['AH', '2S', '3C', '4S', '9D', '4C', '5S'])
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