

from __future__ import annotations

# This is the precision for this function which can be altered.
# It is recommended for users to keep this number greater than or equal to 10.
A__						=							10




def 					_lowercase     (				a_				:					int					,a_				:					int					,a_				:					list[int]					,a_				:					int				)				->	int:




					'''simple docstring'''







					for i in range(a_					,a_				):
										if array[i] == target:
															return i
					return -1




def 					_lowercase     (				a_				:					list[int]					,a_				:					int				)				->	int:




					'''simple docstring'''







					__magic_name__							=    0
					__magic_name__							=    len(a_				)
					while left <= right:
										if right - left < precision:
															return lin_search(a_					,a_					,a_					,a_				)

										__magic_name__							=    (left + right) // 3 + 1
										__magic_name__							=    2 * (left + right) // 3 + 1

										if array[one_third] == target:
															return one_third
										elif array[two_third] == target:
															return two_third

										elif target < array[one_third]:
															__magic_name__							=    one_third - 1
										elif array[two_third] < target:
															__magic_name__							=    two_third + 1

										else:
															__magic_name__							=    one_third + 1
															__magic_name__							=    two_third - 1
					else:
										return -1




def 					_lowercase     (				a_				:					int					,a_				:					int					,a_				:					list[int]					,a_				:					int				)				->	int:




					'''simple docstring'''







					if left < right:
										if right - left < precision:
															return lin_search(a_					,a_					,a_					,a_				)
										__magic_name__							=    (left + right) // 3 + 1
										__magic_name__							=    2 * (left + right) // 3 + 1

										if array[one_third] == target:
															return one_third
										elif array[two_third] == target:
															return two_third

										elif target < array[one_third]:
															return rec_ternary_search(a_					,one_third - 1					,a_					,a_				)
										elif array[two_third] < target:
															return rec_ternary_search(two_third + 1					,a_					,a_					,a_				)
										else:
															return rec_ternary_search(one_third + 1					,two_third - 1					,a_					,a_				)
					else:
										return -1


if __name__ == "__main__":
						import doctest

						doctest.testmod()

						A__						=							input("Enter numbers separated by comma:\n").strip()
						A__						=							[int(item.strip()) for item in user_input.split(",")]
						assert collection == sorted(collection), f"List must be ordered.\n{collection}."
						A__						=							int(input("Enter the number to be found in the list:\n").strip())
						A__						=							ite_ternary_search(collection, target)
						A__						=							rec_ternary_search(0, len(collection) - 1, collection, target)
						if resulta != -1:
												print(f'''Iterative search: {target} found at positions: {resulta}''')
												print(f'''Recursive search: {target} found at positions: {resulta}''')
						else:
												print("Not found")







from math import factorial, radians




def 					_lowercase     (				a_				:					float					,a_				:					int = 1_8					,a_				:					int = 1_0				)				->	float:




					'''simple docstring'''







					__magic_name__							=    angle_in_degrees - ((angle_in_degrees // 360.0) * 360.0)

					# Converting from degrees to radians
					__magic_name__							=    radians(a_				)

					__magic_name__							=    angle_in_radians
					__magic_name__							=    3
					__magic_name__							=    -1

					for _ in range(a_				):
										result += (b * (angle_in_radians**a)) / factorial(a_				)

										__magic_name__							=    -b  # One positive term and the next will be negative and so on...
										a += 2  # Increased by 2 for every term.

					return round(a_					,a_				)


if __name__ == "__main__":
						__import__("doctest").testmod()




