code: 
  
  
  
  
  
  
  """simple docstring"""
  
  
  
  
  
  
  def 						_UpperCamelCase			(  A    ,       A    ,       A			):
     if right <= left:
        return
     UpperCamelCase_     =UpperCamelCase_     =left
     UpperCamelCase_     =right
     UpperCamelCase_     =sorting[left]
     while i <= b:
        if sorting[i] < pivot:
           UpperCamelCase_    ,							UpperCamelCase_     =sorting[i], sorting[a]
           a += 1
           i += 1
        elif sorting[i] > pivot:
           UpperCamelCase_    ,							UpperCamelCase_     =sorting[i], sorting[b]
           b -= 1
        else:
           i += 1
     quick_sort_apartition(A    ,       A    ,       a - 1			)
     quick_sort_apartition(A    ,       b + 1    ,       A			)
  
  
  
  
  def 						_UpperCamelCase			(  A    ,       A    ,       A			):
     if left < right:
        UpperCamelCase_     =lomuto_partition(A    ,       A    ,       A			)
        quick_sort_lomuto_partition(A    ,       A    ,       pivot_index - 1			)
        quick_sort_lomuto_partition(A    ,       pivot_index + 1    ,       A			)
  
  
  
  
  def 						_UpperCamelCase			(  A    ,       A    ,       A			):
     UpperCamelCase_     =sorting[right]
     UpperCamelCase_     =left
     for i in range(A    ,       A			):
        if sorting[i] < pivot:
           UpperCamelCase_    ,							UpperCamelCase_     =sorting[i], sorting[store_index]
           store_index += 1
     UpperCamelCase_    ,							UpperCamelCase_     =sorting[store_index], sorting[right]
     return store_index
  
  
  
  
  def 						_UpperCamelCase			(  A			):
     if len(A			) <= 1:
        return sorting
     return (
         three_way_radix_quicksort([i for i in sorting if i < sorting[0]]			)
         + [i for i in sorting if i == sorting[0]]
         + three_way_radix_quicksort([i for i in sorting if i > sorting[0]]			)
     )
  
  
  if __name__ == "__main__":
      import doctest
  
      doctest.testmod(verbose=True)
  
      A_			  =    input("Enter numbers separated by a comma:\n").strip()
      A_			  =    [int(item) for item in user_input.split(",")]
      quick_sort_apartition(unsorted, 0, len(unsorted) - 1)
      print(unsorted)
  
style_context: 
  
  
  
  
  
  
  """simple docstring"""
  
  
  
  
  
  
  from .hash_table import HashTable
  from .number_theory.prime_numbers import is_prime, next_prime
  class 						__lowerCAmelCase   (			UpperCAmelCase       ):
  
  
  
  
  
  
  
    '''simple docstring'''
  
  
    def __init__(      self:		List[Any]				,			*UpperCamelCase_:		Dict				,			**UpperCamelCase_:		Optional[int]					):
       super().__init__(*UpperCamelCase_				,			**UpperCamelCase_					)
    def 					UpperCamelCase__   (      self:		Any				,			UpperCamelCase_:		Optional[int]				,			UpperCamelCase_:		Optional[int]					):
       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 					UpperCamelCase__   (      self:		str				,			UpperCamelCase_:		List[str]				,			UpperCamelCase_:		str				,			UpperCamelCase_:		Tuple					):
       return (increment * self.__hash_function_a(UpperCamelCase_				,			UpperCamelCase_					)) % self.size_table
  
  
  
  
  
    def 					UpperCamelCase__   (      self:		str				,			UpperCamelCase_:		int				,			UpperCamelCase_:		str=None					):
       UpperCamelCase_     =1
       UpperCamelCase_     =self.hash_function(UpperCamelCase_					)
  
       while self.values[new_key] is not None and self.values[new_key] != key:
          UpperCamelCase_     =(
              self.__hash_double_function(UpperCamelCase_				,			UpperCamelCase_				,			UpperCamelCase_					)
              if self.balanced_factor() >= self.lim_charge
              else None
          )
          if new_key is None:
             break
          else:
             i += 1
  
       return new_key
  