



from .hash_table import HashTable
from .number_theory.prime_numbers import is_prime, next_prime


class    _lowercase (a_   ):
				'''simple docstring'''







				def __init__(			self  ,			*snake_case__  ,			**snake_case__     ):

									'''simple docstring'''


									super().__init__(*snake_case__  ,			**snake_case__     )

				def    _lowerCamelCase       (			self  ,			snake_case__  ,			snake_case__     ):

									'''simple docstring'''


									UpperCamelCase_			= (
									    next_prime(value % self.size_table     )
									    if not is_prime(value % self.size_table     )
									    else value % self.size_table
									)  # gt = bigger than
									return next_prime_gt - (data % next_prime_gt)

				def    _lowerCamelCase       (			self  ,			snake_case__  ,			snake_case__  ,			snake_case__     ):

									'''simple docstring'''


									return (increment * self.__hash_function_a(snake_case__  ,			snake_case__     )) % self.size_table

				def    _lowerCamelCase       (			self  ,			snake_case__  ,			snake_case__=None     ):

									'''simple docstring'''


									UpperCamelCase_			= 1
									UpperCamelCase_			= self.hash_function(snake_case__     )

									while self.values[new_key] is not None and self.values[new_key] != key:
														UpperCamelCase_			= (
														    self.__hash_double_function(snake_case__  ,			snake_case__  ,			snake_case__     )
														    if self.balanced_factor() >= self.lim_charge
														    else None
														)
														if new_key is None:
																			break
														else:
																			i += 1

									return new_key



def  _snake_case		(snake_case_					:     float  )							->		int:
  if num < 0:
    return -1
  return 1 if num else 0





def  _snake_case		()							->		None:
  assert signum(5  ) == 1
  assert signum(-5  ) == -1
  assert signum(0  ) == 0


if __name__ == "__main__":
      print(signum(1_2))
      print(signum(-1_2))
      print(signum(0))





