# A Python2 Solution

#1
``````def findMedianSortedArrays(self, A, B):
N=len(A)
M=len(B)
if(M+N==1):
return A[0] if N>0 else B[0]
if(N==0):
return self.findMedianSortedArrays([B[0]], B[1:])
elif (M==0):
return self.findMedianSortedArrays([A[0]], A[1:])
elif((M+N)%2==0):
C=A[0:len(A)-1] if A[-1]>=B[-1] else B[0:len(B)-1]
t1= self.findMedianSortedArrays(C, B if A[-1]>=B[-1] else A)
C=A[1:] if A[0]<=B[0] else B[1:]
t2= self.findMedianSortedArrays(C, B if A[0]<=B[0] else A)
return (t1+t2)/2.0
s=0
e=N-1
while(s<=e):
mid=(int)((e+s)/2)
res=self.count(A[mid],B,mid,len(A)-mid-1)
if(res==0):
return A[mid]
elif res<0:
s=mid+1
else:
e=mid-1
s=0
e=M-1
while(s<=e):
mid=(int)((e+s)/2)
res=self.count(B[mid],A,mid,len(B)-mid-1)
if(res==0):
return B[mid]
elif res<0:
s=mid+1
else:
e=mid-1

def count(self,val,A,left,right):
s=0
e=len(A)-2
if(val<=A[0]):
return left-(len(A)+right)
elif val>=A[-1]:
return left+len(A)-right
while(s<=e):
mid=(int)((e+s)/2)
if(A[mid]<=val<=A[mid+1]):
return left+mid+1-(right +len(A)-mid-1)
elif(A[mid]<val):
s=mid+1
else:
e=mid-1``````