



'''simple docstring'''






import os
import time

import pytest

from datasets.utils.filelock import FileLock, Timeout


def  snake_case_     (					_lowerCAmelCase  :						Optional[Any]  )      ->   List[str]:
							UpperCAmelCase :       int 							=		FileLock(str(tmpdir / '''foo.lock'''  )  )
							UpperCAmelCase :       int 							=		FileLock(str(tmpdir / '''foo.lock'''  )  )
							UpperCAmelCase :       Tuple 							=		0.0_1
							with locka.acquire():
														with pytest.raises(_lowerCAmelCase  ):
																					UpperCAmelCase :       Tuple 							=		time.time()
																					locka.acquire(_lowerCAmelCase  )
																					assert time.time() - _start > timeout




def  snake_case_     (					_lowerCAmelCase  :						Any  )      ->   List[Any]:
							UpperCAmelCase :       Optional[int] 							=		'''a''' * 1000 + '''.lock'''
							UpperCAmelCase :       str 							=		FileLock(str(tmpdir / filename  )  )
							assert locka._lock_file.endswith('''.lock'''  )
							assert not locka._lock_file.endswith(_lowerCAmelCase  )
							assert len(os.path.basename(locka._lock_file  )  ) <= 255
							UpperCAmelCase :       int 							=		FileLock(tmpdir / filename  )
							with locka.acquire():
														with pytest.raises(_lowerCAmelCase  ):
																					locka.acquire(0  )











from math import sqrt

def      A      (      _SCREAMING_SNAKE_CASE = 100_0000    )	-> int:
       lowerCamelCase   :      int			 =					0
       lowerCamelCase   :      int			 =					0
       lowerCamelCase   :      int

       while num_cuboids <= limit:
              max_cuboid_size += 1
              for sum_shortest_sides in range(2 ,2 * max_cuboid_size + 1    ):
                     if sqrt(sum_shortest_sides**2 + max_cuboid_size**2    ).is_integer():
                            num_cuboids += (
                                min(_SCREAMING_SNAKE_CASE ,sum_shortest_sides // 2    )
                                - max(1 ,sum_shortest_sides - max_cuboid_size    )
                                + 1
                            )

       return max_cuboid_size


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






