def find_boyer_moore(T,P):
	"""Return the lowestindex of T at which substring P begins (or else -1)"""
	n,m = len(T), len(P) 		# introduce convenient notations
	if m == 0:
		return 0				# trivial search for empty string
	last = {} 					# build last dictionary
	for k in range(m):
		last[P[k]] = k  		# later occurence overwrites
	# align end of pattern at index m-1 of text
	i = m-1						# an index into T
	k = m-1						# an index into P
	while i < n:
		if T[i] == P[k]:      	# a matching character
			if  k == 0:
				return i  		# pattern begins at index i of text
			else:
				i -= 1			# examine previous character 
				k -= 1   		# of both T and P
		else:
			j = last.get(T[i],-1)	# last(T[i]) is -1 if not found
			i += m - min(k, j+1)	# case analysis for jump step
			k = m - 1				# restart at the end of the pattern
	return -1

print(find_boyer_moore("dhakawwe","wwe"))	