



'''simple docstring'''





def     UpperCAmelCase     (    a_      ,		a_		)   ->       list:



   """simple docstring"""






   A_  :		Union[str, Any]						=					sorted(lowerCAmelCase_      ,		key=lambda a_		: value[2]      ,		reverse=lowerCAmelCase_		)

   # Create a list of size equal to the maximum deadline
   # and initialize it with -1
   A_  :		Union[str, Any]						=					max(lowerCAmelCase_      ,		key=lambda a_		: value[1]		)[1]
   A_  :		str						=					[-1] * max_deadline

   # Finding the maximum profit and the count of jobs
   A_  :		List[str]						=					0
   A_  :		Optional[int]						=					0
   for job in jobs:
      # Find a free time slot for this job
      # (Note that we start from the last possible slot)
      for i in range(job[1] - 1      ,		-1      ,		-1		):
         if time_slots[i] == -1:
            A_  :		str						=					job[0]
            count += 1
            max_profit += job[2]
            break
   return [count, max_profit]


if __name__ == "__main__":
  import doctest

  doctest.testmod()

from __future__ import annotations

def 				UpperCamelCase					(     lowerCAmelCase_ )		->    set[int]:




       '''simple docstring'''






       _A=						{1}
       _A=						[1]
       for _ in range(2							,       depth + 1 ):
              _A=						[*previous_coefficients, 0]
              _A=						[0, *previous_coefficients]
              _A=						[]
              for x, y in zip(lowerCAmelCase_							,       lowerCAmelCase_ ):
                     coefficients.add(x + y )
                     previous_coefficients.append(x + y )
       return coefficients

def 				UpperCamelCase					(     lowerCAmelCase_ )		->    set[int]:




       '''simple docstring'''






       _A=						set()
       for number in unique_coefficients:
              _A=						2
              _A=						number
              while divisor**2 <= copy_number:
                     _A=						0
                     while copy_number % divisor == 0:
                            copy_number //= divisor
                            multiplicity += 1
                     if multiplicity >= 2:
                            non_squarefrees.add(lowerCAmelCase_ )
                            break
                     divisor += 1

       return unique_coefficients.difference(lowerCAmelCase_ )

def 				UpperCamelCase					(     lowerCAmelCase_ = 51 )		->    int:




       '''simple docstring'''






       _A=						get_pascal_triangle_unique_coefficients(lowerCAmelCase_ )
       _A=						get_squarefrees(lowerCAmelCase_ )
       return sum(lowerCAmelCase_ )


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