





"""simple docstring"""






from __future__ import annotations

def     __A      (			a_						:float   ,       a_						:float   ,       a_						:float   ,       )		->		tuple[str, float]:
				if (stress, tangential_force, area).count(0) != 1:
								raise ValueError('''You cannot supply more or less than 2 values''')
				elif stress < 0:
								raise ValueError('''Stress cannot be negative''')
				elif tangential_force < 0:
								raise ValueError('''Tangential Force cannot be negative''')
				elif area < 0:
								raise ValueError('''Area cannot be negative''')
				elif stress == 0:
								return (
								    "stress",
								    tangential_force / area,
								)
				elif tangential_force == 0:
								return (
								    "tangential_force",
								    stress * area,
								)
				else:
								return (
								    "area",
								    tangential_force / stress,
								)


if __name__ == "__main__":
		import doctest

		doctest.testmod()






"""simple docstring"""






from math import isqrt, loga

def     __A      (			a_						:int)		->		list[int]:
				__a :						int			       =  [True] * max_number
				for i in range(2   ,       isqrt(max_number - 1) + 1):
								if is_prime[i]:
												for j in range(i**2   ,       a_   ,       a_):
																__a :						int			       =  False

				return [i for i in range(2   ,       a_) if is_prime[i]]

def     __A      (			a_						:int = 80_08_00   ,       a_						:int = 80_08_00)		->		int:
				__a :						str			       =  degree * loga(a_)
				__a :						Tuple			       =  int(a_)
				__a :						int			       =  calculate_prime_numbers(a_)

				__a :						List[Any]			       =  0
				__a :						Optional[Any]			       =  0
				__a :						Dict			       =  len(a_) - 1
				while left < right:
								while (
								    prime_numbers[right] * loga(prime_numbers[left])
								    + prime_numbers[left] * loga(prime_numbers[right])
								    > upper_bound
								):
												right -= 1
								hybrid_integers_count += right - left
								left += 1

				return hybrid_integers_count


if __name__ == "__main__":
		print(F'{solution() = }')