





'''simple docstring'''






def      lowercase  (  lowerCAmelCase :						int = 30):



				"""simple docstring"""


				_A :				int				=  exponent + 2
				_A :				Any				=  (1 + 5**0.5) / 2
				_A :				Any				=  (phi**fibonacci_index - (phi - 1) ** fibonacci_index) / 5**0.5

				return int(lowerCAmelCase)


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







'''simple docstring'''






import sys

sys.set_int_max_str_digits(0)  # type: ignore





def      lowercase  (  lowerCAmelCase :						int):



				"""simple docstring"""


				_A :				List[Any]				=  [0] * 11
				_A :				Optional[Any]				=  [0] * 11

				# mark last 9 numbers
				for _ in range(9):
								_A :				Dict				=  1
								_A :				Optional[int]				=  number // 10
				# flag
				_A :				str				=  True

				# check last 9 numbers for pandigitality

				for x in range(9):
								if not check_last[x + 1]:
												_A :				Dict				=  False
				if not f:
								return f

				# mark first 9 numbers
				_A :				str				=  int(str(lowerCAmelCase)[:9])

				for _ in range(9):
								_A :				Tuple				=  1
								_A :				Union[str, Any]				=  number // 10

				# check first 9 numbers for pandigitality

				for x in range(9):
								if not check_front[x + 1]:
												_A :				Union[str, Any]				=  False
				return f





def      lowercase  (  lowerCAmelCase :						int):



				"""simple docstring"""


				_A :				Tuple				=  [0] * 11

				# mark last 9 numbers
				for _ in range(9):
								_A :				int				=  1
								_A :				Optional[int]				=  number // 10
				# flag
				_A :				List[str]				=  True

				# check last 9 numbers for pandigitality

				for x in range(9):
								if not check_last[x + 1]:
												_A :				Any				=  False
				return f





def      lowercase  (  ):



				"""simple docstring"""


				_A :				Union[str, Any]				=  1
				_A :				Tuple				=  1
				_A :				List[str]				=  2
				# temporary Fibonacci numbers

				_A :				List[str]				=  1
				_A :				str				=  1
				_A :				List[str]				=  2
				# temporary Fibonacci numbers mod 1e9

				# mod m=1e9, done for fast optimisation
				_A :				Any				=  [0] * 100_0000
				_A :				List[Any]				=  10_0000_0000

				for x in range(100_0000):
								_A :				Dict				=  (aa + ba) % m
								_A :				str				=  ba % m
								_A :				Union[str, Any]				=  ca % m
								if checka(lowerCAmelCase):
												_A :				List[str]				=  1

				for x in range(100_0000):
								_A :				str				=  a + b
								_A :				List[str]				=  b
								_A :				int				=  c
								# perform check only if in tocheck
								if tocheck[x + 3] and check(lowerCAmelCase):
												return x + 3  # first 2 already done
				return -1


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