"""simple docstring"""




import math
from collections.abc import Callable






def      UpperCAmelCase    (		UpperCamelCase__				,			UpperCamelCase__				,			UpperCamelCase__ ):






							"""simple docstring"""





							A__		   =							xa
							A__		   =							xa
							while True:
														if x_n == x_na or function(_lowerCamelCase ) == function(_lowerCamelCase ):
																					raise ZeroDivisionError('float division by zero, could not find root' )
														A__		   =							x_na - (
														    function(_lowerCamelCase ) / ((function(_lowerCamelCase ) - function(_lowerCamelCase )) / (x_na - x_n))
														)
														if abs(x_na - x_na ) < 10**-5:
																					return x_na
														A__		   =							x_na
														A__		   =							x_na






def      UpperCAmelCase    (		UpperCamelCase__ ):






							"""simple docstring"""





							return math.pow(_lowerCamelCase				,			3 ) - (2 * x) - 5


if __name__ == "__main__":
				print(intersection(f, 3, 3.5))










def 				A				(					_lowerCamelCase  ):





							'''simple docstring'''




							if bit_count < 0:
														raise ValueError("The given input must be positive"  )

							# get the generated string sequence
							_lowerCAmelCase     :							List[str]    =    gray_code_sequence_string(_lowerCamelCase  )
							#
							# convert them to integers
							for i in range(len(_lowerCamelCase  )  ):
														_lowerCAmelCase     :							List[str]    =    int(sequence[i]				, 2  )

							return sequence






def 				A				(					_lowerCamelCase  ):





							'''simple docstring'''




							if bit_count == 0:
														return ["0"]

							if bit_count == 1:
														return ["0", "1"]

							_lowerCAmelCase     :							List[Any]    =    1 << bit_count  # defines the length of the sequence
							# 1<< n is equivalent to 2^n

							# recursive answer will generate answer for n-1 bits
							_lowerCAmelCase     :							Optional[int]    =    gray_code_sequence_string(bit_count - 1  )

							_lowerCAmelCase     :							str    =    []

							# append 0 to first half of the smaller sequence generated
							for i in range(seq_len // 2  ):
														_lowerCAmelCase     :							Dict    =    "0" + smaller_sequence[i]
														sequence.append(_lowerCamelCase  )

							# append 1 to second half ... start from the end of the list
							for i in reversed(range(seq_len // 2  )  ):
														_lowerCAmelCase     :							Optional[Any]    =    "1" + smaller_sequence[i]
														sequence.append(_lowerCamelCase  )

							return sequence


if __name__ == "__main__":
						import doctest

						doctest.testmod()
