#即证x%n得0则y%n=z则(ax+y)%n=z,其中a,n为常数,转化题目为求出所以质数的公约数
m=[1,2,1,4,5,4,1,2,9,0,5,10,11,14,9,0,11,18,9,11,11,15,17,9,23,20,25,16,29,27,25,11,17,4,29,22,37,23,9,1,11,11,33,29,15,5,41,46]
def g():
s=187
k=187
i=1#加数
t=1
q=[(47,5),(43,11),(41,1),(37,22),(31,27),(29,16),(19,18),(23,15)]
while q:
if s%q[0][0]==q[0][1]:
i*=q[0][0]
q.pop(0)
else:
t+=i#?
s=k*t
#return t,i
for a in range(t,10**17,i):
s=k*a
if s%49==46:
l=[]
for i in range(2,49+1):
l.append(s%i)
if l==m:
return s
print(g())
