stone1
发表于 2017-6-22 09:50:08
谢谢
yangzhijian
发表于 2017-8-25 12:36:24
{:5_92:}
张大象
发表于 2017-9-18 16:43:29
import itertools as t
count = 0
for i in t.permutations(range(1,10),9):
a = list(i)
if sum(a) ==sum(a) == sum(a) == sum(a) == sum(a) == sum(a) == sum(a) == sum(a):
count+=1
print('['+str(count)+']')
print(' ',a)
print(' ',a)
print(' ',a)
renze
发表于 2017-9-18 20:53:44
学习学习
gausser
发表于 2017-9-22 21:49:17
# For import permutations
import itertools
import numpy
s = range(1, 10)
# lst is full arrangement of : 9!
lst = list(itertools.permutations(s, 9))
count = 0
for FullArrange in lst:
if FullArrange + FullArrange + FullArrange == 15 and \
FullArrange + FullArrange + FullArrange == 15 and \
FullArrange + FullArrange + FullArrange == 15 and \
FullArrange + FullArrange + FullArrange == 15 and \
FullArrange + FullArrange + FullArrange == 15 and \
FullArrange + FullArrange + FullArrange == 15 and \
FullArrange + FullArrange + FullArrange == 15 and \
FullArrange + FullArrange + FullArrange == 15:
TmpArray = numpy.array(FullArrange)
TmpArray = TmpArray.reshape((3, 3)) # Change the shape of the array: 3 rows and 3 columns
count += 1
print "#" * 20
print FullArrange
print TmpArray
print "The total number is:", count
石小龙
发表于 2017-11-20 17:38:25
这题有这么难吗,代码都这么长,算了,太难我就不做了,哈
shigure_takimi
发表于 2017-12-2 00:59:06
allFifteen = [ for i in range(1,10) for j in range(1,10) for k in range(1,10) \
if i!=j and j!=k and k!=i and i+j+k==15]
jiugongge = [ for i in allFifteen for j in allFifteen for k in allFifteen \
if j not in i and j not in i and j not in i and \
j not in k and j not in k and j not in k and \
i not in k and i not in k and i not in k and \
i+j+k == i+j+k == i+j+k == 15 and\
i+j+k == i+j+k == 15]
for i in jiugongge:
print('-------------------------')
for j in i:
print(j)
# 很多if,很暴力,但结果出来了。
>>>
-------------------------
-------------------------
-------------------------
-------------------------
-------------------------
-------------------------
-------------------------
-------------------------
victor.xu
发表于 2018-3-6 16:08:09
看看。
瞬秒爆加速
发表于 2018-3-10 16:01:46
a = [(i,ii,iii) for i in range(1,10) for ii in range(1,10) for iii in range(1,10) if i!=ii and ii!=iii and i!=iii]
for x in a:
for y in a:
if (x in y) or (x in y) or (x in y):
continue
for z in a:
if (x in z) or (x in z) or (x in z) or (y in z) or (y in z) or (y in z):
continue
if x+y+z ==x+y+z == x+y+z == sum(x) ==sum(y) ==sum(z) == x+y+z == x+y+z:
print("-----")
print(x)
print(y)
print(z)
大头目
发表于 2018-4-3 15:40:01
#学习了
import itertools as t
a = t.permutations(range(1,10),9)
for i in a:
i = list(i)
if i+i+i==15 and i+i+i==15 and i+i+i==15 and i+i+i==15:
if i+i+i==15 and i+i+i==15:
print (i)
import numpy
from itertools import permutations as pt
comb = pt(range(1,10), 9)
def check(lst):
return True if sum(lst) == sum(lst) == sum(lst) == sum(lst) \
== sum(lst) == sum(lst) == sum(lst) == sum(lst) else False
i = 0
for each in comb:
if check(each):
c = numpy.array(each)
c = c.reshape((3, 3))
i += 1
print ('Number %d :' % i)
print ('')
print (c)
print ('')
print ('-' * 20)
zanglanju
发表于 2018-4-3 15:42:41
{:5_90:}
凌九霄
发表于 2018-4-11 01:08:55
本帖最后由 凌九霄 于 2018-4-11 01:13 编辑
from itertools import permutations
allarrangement = list(permutations(, 9))
for i in allarrangement:
if sum(i) == sum(i) == sum(i) == sum(i) == sum(i) == sum(i) == sum(i) == sum(i):
print("{0}|{1}|{2}\n{3}|{4}|{5}\n{6}|{7}|{8}\n".format(i, i, i, i, i, i, i, i, i))
Even_138
发表于 2018-4-11 09:33:33
学习
jrro452
发表于 2018-5-23 17:07:08
from itertools import permutations as pt
result = []
combol = pt(range(1,10),3)
for i in combol:
num = []
a, b, c = i
if a+b+c==15:
num.append(a)
num.append(b)
num.append(c)
result.append(num)
combol2 = pt(result,3)
Finalresult = []
for x in combol2:
num2 = []
num1 = []
A,B,C = x
if A+B+C==15 and A+B+C==15 and A+B+C==15 and A+B+C==15 and A+B+C==15:
num2.append(A)
num2.append(B)
num2.append(C)
num1.extend(A)
num1.extend(B)
num1.extend(C)
if len(list(set(num1)))==9:
Finalresult.append(num2)
print('满足要求的九宫格有%d组'%len(Finalresult))
print(Finalresult)
方法太笨了····
jrro452
发表于 2018-5-23 17:07:53
jrro452 发表于 2018-5-23 17:07
方法太笨了····
结果:
满足要求的九宫格有8组
[[, , ], [, , ], [, , ], [, , ], [, , ], [, , ], [, , ], [, , ]]
萧丹夜
发表于 2018-5-23 20:35:50
哈哈哈 不会
小强工作室
发表于 2018-7-16 17:19:55
学习中
lyslyslys
发表于 2018-9-22 09:36:55
感谢
sunyuanency
发表于 2019-1-3 13:25:50
每天一学
hipppython
发表于 2019-1-3 14:42:31
学习学习