def test_has_two_overcards():
assert has_two_overcards(holecards('Kh Ts'), flop('4c 3h 2d'))
assert has_two_overcards(holecards('Ac Kc'),
flop('Tc Th 5d')) # Even though pair on board
assert has_two_overcards(holecards('Qd Qc'),
flop('Tc 4h 5d')) # Even though it's a pair
assert not has_two_overcards(holecards('Ac 4h'), flop('5c 5h Qd'))
assert not has_two_overcards(holecards('Kh Ts'), flop('Qd Qc Qs'))
def test_five_cards_decorator():
with pytest.raises(ConflictingCards):
is_onepair(holecards('Ac Ac'), flop('Tc Th 5d'))
with pytest.raises(ConflictingCards):
is_3straight(holecards('Ac Tc'), flop('Tc Th 5d'))
with pytest.raises(ConflictingCards):
is_3flush(holecards('Ac 5d'), flop('Tc Th 5d'))
with pytest.raises(ValueError):
is_onepair(holecards('Ac'), flop('Tc Th 5d'))
def test_has_2flush():
assert has_2flush(flop('Ah Th 3c'))
assert has_2flush(flop('Ah Td 3d'))
assert has_2flush(flop('Ks Qd 2s'))
assert not has_2flush(flop('Ah Th 3h'))
assert not has_2flush(flop('Ah Td 3c'))
assert not has_2flush(flop('Ks Td Th'))
def test_has_3straight():
assert has_3straight(flop('Ah 2d 3c'))
assert has_3straight(flop('Jh Td 9c'))
assert has_3straight(flop('Ks Qd Js'))
assert not has_3straight(flop('Ah Td 3c'))
assert not has_3straight(flop('As Ts 3s'))
assert not has_3straight(flop('Ts 9s 7c'))
def test_has_gutshot():
assert has_gutshot(flop('Ts 9s 7c'))
assert has_gutshot(flop('Ah 2d 4c'))
assert has_gutshot(flop('Ah 3d 4c'))
assert not has_gutshot(flop('Ah Td 3c'))
assert not has_gutshot(flop('As Ts 3s'))
assert not has_gutshot(flop('Ts 9s 8c'))
def test_has_pair():
assert has_pair(flop('Ah Ad 3c'))
assert has_pair(flop('Ah 3d 3c'))
assert has_pair(flop('Th Td 3c'))
assert not has_pair(flop('Ah Td 3c'))
assert not has_pair(flop('As Ts 3s'))
assert not has_pair(flop('Ks Qd 2s'))
def test_has_threeofakind():
assert has_threeofakind(flop('Ah Ad Ac'))
assert has_threeofakind(flop('Th Td Tc'))
assert has_threeofakind(flop('3h 3d 3c'))
assert not has_threeofakind(flop('Ah Td 3c'))
assert not has_threeofakind(flop('As Ts 3s'))
assert not has_threeofakind(flop('Ks Qd 2s'))
def test_is_monotone():
assert is_monotone(flop('Ah Th 3h'))
assert is_monotone(flop('Ac Tc 3c'))
assert is_monotone(flop('Ks Qs 2s'))
assert not is_monotone(flop('Ah Td 3c'))
assert not is_monotone(flop('As Ts 3d'))
assert not is_monotone(flop('Ks Qd 2s'))
def test_is_rainbow():
assert is_rainbow(flop('Ah Td 3c'))
assert is_rainbow(flop('Ah Ks 3c'))
assert is_rainbow(flop('Ah Td 3s'))
assert not is_rainbow(flop('Kd 5d 2d'))
assert not is_rainbow(flop('Kd 8d 6s'))
assert not is_rainbow(flop('Ks Qh 2s'))
def test_is_bluffcandidate():
assert is_bluffcandidate(holecards('2c 3c'), flop('4c Jh Qd'))
assert is_bluffcandidate(holecards('9h Th'), flop('3c Jh Qd'))
assert is_bluffcandidate(holecards('Ac 3c'), flop('2c Jh Qd'))
assert not is_bluffcandidate(holecards('2c 4h'), flop('Tc Jh Qd'))
assert not is_bluffcandidate(holecards('2c Th'), flop('3c Jh Ad'))
assert not is_bluffcandidate(holecards('Ac 3c'), flop('2c Jh Ad')) # It's a pair
def test_isomorph():
assert len(get_all_canonicals()) == 1755
assert get_canonical(flop('6s 8d 7c')) == flop('6c 7d 8h')
assert get_translation_dict(flop('6s 8d 7c')) == {'c': 'd', 'd': 'h', 'h': 's', 's': 'c'}
assert get_canonical(flop('Qs Qd 4d')) == flop('4c Qc Qd')
assert get_translation_dict(flop('Qs Qd 4d')) == {'c': 'h', 'd': 'c', 'h': 's', 's': 'd'}
def test_get_bluffcandidates():
assert set(get_bluffcandidates(flop('2s 4s Ac'))) == {
holecards('Kc Qc'),
holecards('6c 5c'),
}
assert set(get_bluffcandidates(flop('6s 6d Kc'))) == {
holecards('Qd Jd'),
holecards('Qc Jc'),
holecards('Qs Js'),
holecards('8s 7s'),
holecards('8c 7c'),
holecards('8d 7d'),
holecards('5d 4d'),
holecards('5c 4c'),
holecards('5s 4s'),
holecards('Ad Qd'),
holecards('Ac Qc'),
holecards('As Qs'),
}
# TODO: This hand exists in the bluff candidate set, but actually
# it's an open-ended straight draw which makes it a semi-bluff.
assert holecards('6c 5c') in set(get_bluffcandidates(flop('4s 7s Ac')))
def test_is_onepair():
assert is_onepair(holecards('2c 4h'),
flop('Tc Th 5d'),
exclude_board=False)
assert is_onepair(holecards('2c Th'),
flop('Tc 4h 5d'),
exclude_board=False)
assert is_onepair(holecards('2c 2h'), flop('Ac Kh Qd'), exclude_board=True)
assert is_onepair(holecards('2c Qh'), flop('Ac Kh Qd'), exclude_board=True)
assert not is_onepair(
holecards('2c 4h'), flop('5c Jh Qd'), exclude_board=False)
assert not is_onepair(
holecards('4c Ah'), flop('5c 5h Qd'), exclude_board=True)
def test_is_3flush():
assert is_3flush(holecards('2c 4h'),
flop('Td Jd Qd'),
required_holecards=0)
assert is_3flush(holecards('2c Th'),
flop('3h Jh Qd'),
required_holecards=1)
assert is_3flush(holecards('2d 4d'),
flop('5d Jh Qh'),
required_holecards=2)
assert not is_3flush(
holecards('2c 4c'), flop('Ts Jh Qd'), required_holecards=0)
assert not is_3flush(
holecards('2c Th'), flop('3c Jh Qd'), required_holecards=1)
assert not is_3flush(
holecards('2c 4c'), flop('5s Jh Qd'), required_holecards=2)
def test_is_3straight():
assert is_3straight(holecards('2c 4h'),
flop('Tc Jh Qd'),
required_holecards=0)
assert is_3straight(holecards('2c Th'),
flop('3c Jh Qd'),
required_holecards=1)
assert is_3straight(holecards('2c 3h'),
flop('4c Jh Qd'),
required_holecards=2)
assert not is_3straight(
holecards('2c 4h'), flop('5c Jh Qd'), required_holecards=0)
assert not is_3straight(
holecards('2c 4h'), flop('5c Jh Qd'), required_holecards=1)
assert not is_3straight(
holecards('2c 4c'), flop('5c Jh Ad'), required_holecards=2)
def test_isomorph():
assert len(get_all_canonicals()) == 1755
assert get_canonical(flop('6s 8d 7c')) == flop('6c 7d 8h')
assert get_translation_dict(flop('6s 8d 7c')) == {
'c': 'd',
'd': 'h',
'h': 's',
's': 'c'
}
assert get_canonical(flop('Qs Qd 4d')) == flop('4c Qc Qd')
assert get_translation_dict(flop('Qs Qd 4d')) == {
'c': 'h',
'd': 'c',
'h': 's',
's': 'd'
}
