def full_house(self,thisHandp,p):
self.trips = []
self.pair = []
self.T = 0
self.P = 0
for c in thisHandp:
if useful.nested_count(useful,thisHandp,c) == 3 and c[0] > self.T:
self.T = c[0]
self.trips = [useful.card_2_drawid_conv(useful,thisHandp[i]) for i in
range (len(thisHandp)) if thisHandp[i][0] == self.T]
for c in thisHandp:
if (useful.nested_count(useful,thisHandp,c) >= 2 and
c[0] != self.T and c[0] > self.P):
self.P = c[0]
self.pair = [useful.card_2_drawid_conv(useful,thisHandp[i]) for i in
range (len(thisHandp)) if thisHandp[i][0] == self.P]
if self.T and self.P > 0:
cfg.whwHands[p] = 6
cfg.whwCards[p] = self.trips + self.pair[0:2]
def four_of_a_kind(self,thisHandp,p):
self.F,self.foak = 0,[]
for c in thisHandp:
if useful.nested_count(useful,thisHandp,c) == 4:
cfg.whwHands[p] = 7
self.F = c[0]
self.foak += [c]
if self.F > 0:
cfg.whwCards[p] = [useful.card_2_drawid_conv(useful,self.foak[n])
for n in range(4)]
self.kicker = [thisHandp[k] for k in range(len(thisHandp))
if thisHandp[k] not in self.foak]
cfg.whwCards[p].append(useful.card_2_drawid_conv(useful,max(self.kicker)))
def two_pairs(self,thisHandp,p):
self.bar = []
for c in thisHandp:
if useful.nested_count(useful,thisHandp,c) == 2:
self.bar += [c]
if len(self.bar) >= 4:
self.bar.sort(reverse=True)
self.pairs = self.bar[0:4]
self.r = [thisHandp[i] for i in range(len(thisHandp)) if thisHandp[i]
not in self.pairs]
self.kicker = max(self.r)
cfg.whwHands[p] = 2
cfg.whwCards[p] = [useful.card_2_drawid_conv(useful,self.pairs[i])
for i in range(4)]
cfg.whwCards[p].append(useful.card_2_drawid_conv(useful,self.kicker))
def two_of_a_kind(self,thisHandp,p):
self.pairs = []
for c in thisHandp:
if useful.nested_count(useful,thisHandp,c) == 2:
self.pairs += [c]
cfg.whwHands[p] = 1
if len(self.pairs) == 2:
cfg.whwCards[p] = [useful.card_2_drawid_conv(useful,self.pairs[i]) for i in range(2)]
self.kicker = [thisHandp[k] for k in range(len(thisHandp))
if thisHandp[k] not in self.pairs]
self.a = max(self.kicker)
self.kicker.remove(self.a)
self.b = max(self.kicker)
self.kicker.remove(self.b)
self.c = max(self.kicker)
self.kicker = [self.a, self.b, self.c]
cfg.whwCards[p] += [useful.card_2_drawid_conv(useful,self.kicker[j]) for j in range(3)]
def three_of_a_kind(self,thisHandp,p):
self.T = 0
self.trips = []
for c in thisHandp:
if useful.nested_count(useful,thisHandp,c) == 3:
self.T = c[0]
if self.T > 0:
# print('tripsT=',self.T)
self.trips = [useful.card_2_drawid_conv(useful,thisHandp[i]) for
i in range(len(thisHandp)) if thisHandp[i][0] == self.T]
# if len(self.trips) > 0:
cfg.whwHands[p] = 3
cfg.whwCards[p] = self.trips
self.kicker = [thisHandp[k] for k in range(len(thisHandp))
if thisHandp[k][0] != self.T]
self.a = max(self.kicker)
self.kicker.remove(self.a)
self.b = max(self.kicker)
self.kicker = [self.a, self.b]
self.bar = [useful.card_2_drawid_conv(useful,self.kicker[i])
for i in range(2)]
cfg.whwCards[p].extend(self.bar)
def straight(self,thisHandp,p):
self.foo = thisHandp[:]
self.A1 = []
for c in self.foo:
if c[0] == 14:
self.A14 = c
self.A1 = [1,c[1]]
if len(self.A1) > 0:
self.foo.append(self.A1)
for c in self.foo:
if useful.nested_count(useful,self.foo,c) > 1:
self.foo.remove(c)
if len(self.foo) >= 5:
for s in range(0,len(self.foo)-4):
if (self.foo[s][0]-4 == self.foo[s+4][0] and
cfg.whwHands[p] != 4):
cfg.whwHands[p] = 4
while self.A1 in self.foo:
self.foo.remove(self.A1)
self.foo.append(self.A14)
cfg.whwCards[p] = [useful.card_2_drawid_conv
(useful,self.foo[t+s])
for t in range(0,5)]