
from .number_theory.prime_numbers import next_prime





class 							A__	:
      def __init__(   self					,						__magic_name__					,						__magic_name__ = None					,						__magic_name__ = None					,						):
       lowerCamelCase	:			Any           =   size_table
       lowerCamelCase	:			int           =   [None] * self.size_table
       lowerCamelCase	:			List[str]           =   0.75 if lim_charge is None else lim_charge
       lowerCamelCase	:			Tuple           =   1 if charge_factor is None else charge_factor
       lowerCamelCase	:			list           =   []
       lowerCamelCase	:			dict           =   {}
      def 		UpperCamelCase__							(   self   ):
       return self._keys
      def 		UpperCamelCase__							(   self   ):
       return sum(1 for slot in self.values if slot is not None   ) / (
           self.size_table * self.charge_factor
       )
      def 		UpperCamelCase__							(   self					,						__magic_name__   ):
       return key % self.size_table
      def 		UpperCamelCase__							(   self					,						__magic_name__   ):
       print(F'''step {step_ord}'''   )
       print(list(range(len(self.values   )   )   )   )
       print(self.values   )
      def 		UpperCamelCase__							(   self					,						__magic_name__   ):
       lowerCamelCase	:			Optional[Any]           =   1
       lowerCamelCase	:			List[str]           =   values
       for value in values:
        self.insert_data(__magic_name__   )
        self._step_by_step(__magic_name__   )
        i += 1
      def 		UpperCamelCase__							(   self					,						__magic_name__					,						__magic_name__   ):
       lowerCamelCase	:			Union[str, Any]           =   data
       lowerCamelCase	:			Optional[int]           =   data
      def 		UpperCamelCase__							(   self					,						__magic_name__					,						__magic_name__=None   ):
       lowerCamelCase	:			Union[str, Any]           =   self.hash_function(key + 1   )

       while self.values[new_key] is not None and self.values[new_key] != key:
        if self.values.count(__magic_name__   ) > 0:
         lowerCamelCase	:			int           =   self.hash_function(new_key + 1   )
        else:
         lowerCamelCase	:			int           =   None
         break

       return new_key
      def 		UpperCamelCase__							(   self   ):
       lowerCamelCase	:			Optional[Any]           =   [value for value in self.values if value is not None]
       lowerCamelCase	:			Optional[int]           =   next_prime(self.size_table					,						factor=2   )
       self._keys.clear()
       lowerCamelCase	:			Any           =   [None] * self.size_table  # hell's pointers D: don't DRY ;/
       for value in survivor_values:
        self.insert_data(__magic_name__   )






      def 		UpperCamelCase__							(   self					,						__magic_name__   ):
       lowerCamelCase	:			Optional[Any]           =   self.hash_function(__magic_name__   )

       if self.values[key] is None:
        self._set_value(__magic_name__					,						__magic_name__   )

       elif self.values[key] == data:
        pass

       else:
        lowerCamelCase	:			Optional[int]           =   self._collision_resolution(__magic_name__					,						__magic_name__   )
        if collision_resolution is not None:
         self._set_value(__magic_name__					,						__magic_name__   )
        else:
         self.rehashing()
         self.insert_data(__magic_name__   )






def 					_a      (		lowerCamelCase,			lowerCamelCase							):
 if n < 0:
  return 0
 # table[i] represents the number of ways to get to amount i
 lowerCamelCase	:			int           =   [0] * (n + 1)

 # There is exactly 1 way to get to zero(You pick no coins).
 lowerCamelCase	:			Any           =   1

 # Pick all coins one by one and update table[] values
 # after the index greater than or equal to the value of the
 # picked coin
 for coin_val in s:
  for j in range(lowerCamelCase,			n + 1							):
   table[j] += table[j - coin_val]

 return table[n]


if __name__ == "__main__":
      import doctest

      doctest.testmod()




