





import secrets
from random import shuffle
from string import ascii_letters, ascii_lowercase, ascii_uppercase, digits, punctuation



def     _lowerCAmelCase		(  _lowerCAmelCase = 8     ):
   '''simple docstring'''


   A_     :				List[str]			      =	ascii_letters + digits + punctuation
   return "".join(secrets.choice(_lowerCAmelCase     ) for _ in range(_lowerCAmelCase     )     )



def     _lowerCAmelCase		(  _lowerCAmelCase  ,_lowerCAmelCase     ):
   '''simple docstring'''


   i -= len(_lowerCAmelCase     )
   A_     :				List[str]			      =	i // 3
   A_     :				Tuple			      =	i % 3
   # chars = chars_incl + random_letters(ascii_letters, i / 3 + remainder) +
   #     random_number(digits, i / 3) + random_characters(punctuation, i / 3)
   A_     :				int			      =	(
       chars_incl
       + random(_lowerCAmelCase  ,quotient + remainder     )
       + random(_lowerCAmelCase  ,_lowerCAmelCase     )
       + random(_lowerCAmelCase  ,_lowerCAmelCase     )
   )
   A_     :				List[Any]			      =	list(_lowerCAmelCase     )
   shuffle(_lowerCAmelCase     )
   return "".join(_lowerCAmelCase     )

   # random is a generalised function for letters, characters and numbers



def     _lowerCAmelCase		(  _lowerCAmelCase  ,_lowerCAmelCase     ):
   '''simple docstring'''


   return "".join(secrets.choice(_lowerCAmelCase     ) for _ in range(_lowerCAmelCase     )     )



def     _lowerCAmelCase		(  _lowerCAmelCase  ,_lowerCAmelCase     ):
   '''simple docstring'''


   pass  # Put your code here...



def     _lowerCAmelCase		(  _lowerCAmelCase  ,_lowerCAmelCase     ):
   '''simple docstring'''


   pass  # Put your code here...



def     _lowerCAmelCase		(  _lowerCAmelCase  ,_lowerCAmelCase     ):
   '''simple docstring'''


   pass  # Put your code here...



def     _lowerCAmelCase		(  _lowerCAmelCase  ,_lowerCAmelCase = 8     ):
   '''simple docstring'''


   if len(_lowerCAmelCase     ) < min_length:
      # Your Password must be at least 8 characters long
      return False

   A_     :				List[Any]			      =	any(char in ascii_uppercase for char in password     )
   A_     :				int			      =	any(char in ascii_lowercase for char in password     )
   A_     :				Dict			      =	any(char in digits for char in password     )
   A_     :				int			      =	any(char in punctuation for char in password     )

   return upper and lower and num and spec_char
   # Passwords should contain UPPERCASE, lowerase
   # numbers, and special characters



def     _lowerCAmelCase		(  ):
   '''simple docstring'''


   A_     :				int			      =	int(input("""Please indicate the max length of your password: """     ).strip()     )
   A_     :				Tuple			      =	input(
       """Please indicate the characters that must be in your password: """     ).strip()
   print("""Password generated:"""  ,password_generator(_lowerCAmelCase     )     )
   print(
       """Alternative Password generated:"""  ,alternative_password_generator(_lowerCAmelCase  ,_lowerCAmelCase     )  ,)
   print("""[If you are thinking of using this passsword, You better save it.]"""     )


if __name__ == "__main__":
      main()













def     _lowerCAmelCase		(  _lowerCAmelCase     ):
   '''simple docstring'''


   A_     :				Union[str, Any]			      =	[0] * len(_lowerCAmelCase     )
   A_     :				Optional[int]			      =	[]
   A_     :				str			      =	[]
   A_     :				Dict			      =	0

   for values in graph.values():
      for i in values:
         indegree[i] += 1

   for i in range(len(_lowerCAmelCase     )     ):
      if indegree[i] == 0:
         queue.append(_lowerCAmelCase     )

   while queue:
      A_     :				List[str]			      =	queue.pop(0     )
      cnt += 1
      topo.append(_lowerCAmelCase     )
      for x in graph[vertex]:
         indegree[x] -= 1
         if indegree[x] == 0:
            queue.append(_lowerCAmelCase     )

   if cnt != len(_lowerCAmelCase     ):
      print("""Cycle exists"""     )
   else:
      print(_lowerCAmelCase     )


# Adjacency List of Graph
_lowerCAmelCase 				=     {0: [1, 2], 1: [3], 2: [3], 3: [4, 5], 4: [], 5: []}







topological_sort(graph)






