

from __future__ import annotations

import math
from collections.abc import Callable





def      snake_case_				(__A					:						Callable[[int | float], int | float] ,       __A					:						int | float ,       __A					:						int | float ,       __A					:						int = 1_0_0 ,       )      ->     float:
   __lowerCAmelCase  :      List[str]    =						x_start
   __lowerCAmelCase  :      Optional[int]    =						fnc(__A					)
   __lowerCAmelCase  :      Optional[Any]    =						0.0

   for _ in range(__A					):
      # Approximates curve as a sequence of linear lines and sums their length
      __lowerCAmelCase  :      List[str]    =						(x_end - x_start) / steps + xa
      __lowerCAmelCase  :      Optional[Any]    =						fnc(__A					)
      length += math.hypot(xa - xa ,       fxa - fxa					)

      # Increment step
      __lowerCAmelCase  :      Tuple    =						xa
      __lowerCAmelCase  :      str    =						fxa

   return length


if __name__ == "__main__":





   def      snake_case_				(__A					:						Tuple					)      ->     List[Any]:
      return math.sin(1_0 * x					)

   print("""f(x) = sin(10 * x)""")
   print("""The length of the curve from x = -10 to x = 10 is:""")
   __UpperCAmelCase								=			10
   while i <= 100_000:
      print(F'With {i} steps: {line_length(f, -10, 10, i)}')
      i *= 10





from pathlib import Path

import fire





def      snake_case_				(__A					:						str ,       __A					:						str ,       __A					:						int					)      ->     Any:
   __lowerCAmelCase  :      Tuple    =						Path(__A					)
   __lowerCAmelCase  :      Tuple    =						Path(__A					)
   dest_dir.mkdir(exist_ok=__A					)
   for path in src_dir.iterdir():
      __lowerCAmelCase  :      str    =						[x.rstrip() for x in list(path.open().readlines()					)][:n]
      __lowerCAmelCase  :      Dict    =						dest_dir.joinpath(path.name					)
      print(__A					)
      dest_path.open("""w"""					).write("""\n""".join(__A					)					)


if __name__ == "__main__":
   fire.Fire(minify)


