
"""simple docstring"""

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






def 							A						(    snake_case				:int = 8		)				->     str:
 __UpperCamelCase      =	ascii_letters + digits + punctuation
 return "".join(secrets.choice(snake_case		) for _ in range(snake_case		)		)






def 							A						(    snake_case				:str    , snake_case				:int		)				->     str:
 # Password Generator = full boot with random_number, random_letters, and
 # random_character FUNCTIONS
 # Put your code here...
 i -= len(snake_case		)
 __UpperCamelCase      =	i // 3
 __UpperCamelCase      =	i % 3
 # chars = chars_incl + random_letters(ascii_letters, i / 3 + remainder) +
 #     random_number(digits, i / 3) + random_characters(punctuation, i / 3)
 __UpperCamelCase      =	(
     chars_incl
     + random(snake_case    , quotient + remainder		)
     + random(snake_case    , snake_case		)
     + random(snake_case    , snake_case		)
 )
 __UpperCamelCase      =	list(snake_case		)
 shuffle(snake_case		)
 return "".join(snake_case		)

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






def 							A						(    snake_case				:str    , snake_case				:int		)				->     str:
 return "".join(secrets.choice(snake_case		) for _ in range(snake_case		)		)






def 							A						(    snake_case				:Tuple    , snake_case				:Optional[Any]		)				->     Any:
 pass  # Put your code here...






def 							A						(    snake_case				:Any    , snake_case				:Any		)				->     Any:
 pass  # Put your code here...






def 							A						(    snake_case				:str    , snake_case				:Optional[int]		)				->     Optional[int]:
 pass  # Put your code here...






def 							A						(    snake_case				:str    , snake_case				:int = 8		)				->     bool:

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

 __UpperCamelCase      =	any(char in ascii_uppercase for char in password		)
 __UpperCamelCase      =	any(char in ascii_lowercase for char in password		)
 __UpperCamelCase      =	any(char in digits for char in password		)
 __UpperCamelCase      =	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 							A						(    )				->     Any:
 __UpperCamelCase      =	int(input('Please indicate the max length of your password: '		).strip()		)
 __UpperCamelCase      =	input(
     'Please indicate the characters that must be in your password: '		).strip()
 print('Password generated:'    , password_generator(snake_case		)		)
 print(
     'Alternative Password generated:'    , alternative_password_generator(snake_case    , snake_case		)    , )
 print('[If you are thinking of using this passsword, You better save it.]'		)


if __name__ == "__main__":
      main()





"""simple docstring"""

def 							A						(    snake_case				:list[list[int]]    , snake_case				:int    , snake_case				:int    , snake_case				:list[int]		)				->     bool:

 # 1. Validate that path exists between current and next vertices
 if graph[path[curr_ind - 1]][next_ver] == 0:
  return False

 # 2. Validate that next vertex is not already in path
 return not any(vertex == next_ver for vertex in path		)






def 							A						(    snake_case				:list[list[int]]    , snake_case				:list[int]    , snake_case				:int		)				->     bool:

 # Base Case
 if curr_ind == len(snake_case		):
  # return whether path exists between current and starting vertices
  return graph[path[curr_ind - 1]][path[0]] == 1

 # Recursive Step
 for next_ver in range(0    , len(snake_case		)		):
  if valid_connection(snake_case    , snake_case    , snake_case    , snake_case		):
   # Insert current vertex  into path as next transition
   __UpperCamelCase      =	next_ver
   # Validate created path
   if util_hamilton_cycle(snake_case    , snake_case    , curr_ind + 1		):
    return True
   # Backtrack
   __UpperCamelCase      =	-1
 return False






def 							A						(    snake_case				:list[list[int]]    , snake_case				:int = 0		)				->     list[int]:
 __UpperCamelCase      =	[-1] * (len(snake_case		) + 1)
 # initialize start and end of path with starting index
 __UpperCamelCase      =	__UpperCamelCase      =	start_index
 # evaluate and if we find answer return path either return empty array
 return path if util_hamilton_cycle(snake_case    , snake_case    , 1		) else []



