






"""simple docstring"""





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



def     __lowercase					(    a :				Tuple = 8 )					->					str:
      __snake_case      :    Union[str, Any]  			=ascii_letters + digits + punctuation
      return "".join(secrets.choice(a ) for _ in range(a ) )



def     __lowercase					(    a :				int       ,		a :				List[Any] )					->					str:
      # Password Generator = full boot with random_number, random_letters, and
      # random_character FUNCTIONS
      # Put your code here...
      i -= len(a )
      __snake_case      :    Union[str, Any]  			=i // 3
      __snake_case      :    Optional[int]  			=i % 3
      # chars = chars_incl + random_letters(ascii_letters, i / 3 + remainder) +
      #     random_number(digits, i / 3) + random_characters(punctuation, i / 3)
      __snake_case      :    Tuple  			=(
          chars_incl
          + random(a       ,		quotient + remainder )
          + random(a       ,		a )
          + random(a       ,		a )
      )
      __snake_case      :    Dict  			=list(a )
      shuffle(a )
      return "".join(a )

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



def     __lowercase					(    a :				Tuple       ,		a :				Optional[Any] )					->					str:
      return "".join(secrets.choice(a ) for _ in range(a ) )



def     __lowercase					(    a :				List[Any]       ,		a :				Dict )					->					Tuple:
      pass  # Put your code here...



def     __lowercase					(    a :				Any       ,		a :				List[Any] )					->					Tuple:
      pass  # Put your code here...



def     __lowercase					(    a :				List[str]       ,		a :				Dict )					->					List[str]:
      pass  # Put your code here...



def     __lowercase					(    a :				List[str]       ,		a :				List[str] = 8 )					->					bool:

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

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


if __name__ == "__main__":
    main()












"""simple docstring"""





from math import atan, cos, radians, sin, tan

from .haversine_distance import haversine_distance

UpperCamelCase_	:				Optional[Any]										= 6_37_81_37.0
UpperCamelCase_	:				Optional[Any]										= 6_35_67_52.31_42_45
UpperCamelCase_	:				Union[str, Any]										= 6378137



def     __lowercase					(    a :				float       ,		a :				float       ,		a :				float       ,		a :				float )					->					float:
      __snake_case      :    Optional[Any]  			=(AXIS_A - AXIS_B) / AXIS_A
      # Parametric latitudes
      # https://en.wikipedia.org/wiki/Latitude#Parametric_(or_reduced)_latitude
      __snake_case      :    List[str]  			=atan((1 - flattening) * tan(radians(a ) ) )
      __snake_case      :    Any  			=atan((1 - flattening) * tan(radians(a ) ) )

      # Compute central angle between two points
      # using haversine theta. sigma =  haversine_distance / equatorial radius
      __snake_case      :    Optional[Any]  			=haversine_distance(a       ,		a       ,		a       ,		a ) / EQUATORIAL_RADIUS

      # Intermediate P and Q values
      __snake_case      :    List[str]  			=(b_lata + b_lata) / 2
      __snake_case      :    Dict  			=(b_lata - b_lata) / 2

      # Intermediate X value
      # X = (sigma - sin(sigma)) * sin^2Pcos^2Q / cos^2(sigma/2)
      __snake_case      :    Optional[int]  			=(sin(a ) ** 2) * (cos(a ) ** 2)
      __snake_case      :    Any  			=cos(sigma / 2 ) ** 2
      __snake_case      :    Optional[Any]  			=(sigma - sin(a )) * (x_numerator / x_demonimator)

      # Intermediate Y value
      # Y = (sigma + sin(sigma)) * cos^2Psin^2Q / sin^2(sigma/2)
      __snake_case      :    Tuple  			=(cos(a ) ** 2) * (sin(a ) ** 2)
      __snake_case      :    Dict  			=sin(sigma / 2 ) ** 2
      __snake_case      :    Tuple  			=(sigma + sin(a )) * (y_numerator / y_denominator)

      return EQUATORIAL_RADIUS * (sigma - ((flattening / 2) * (x_value + y_value)))


if __name__ == "__main__":
    import doctest

    doctest.testmod()


