





class        __magic_name__	:





     """simple docstring"""



     def __init__(				self							:Any      ,   snake_case							:int	):





        '''simple docstring'''




        A_       :					List[str]        =      val
        A_       :					List[Any]        =      None
        A_       :					List[str]        =      None





     def     SCREAMING_SNAKE_CASE		(				self							:int      ,   snake_case							:List[str]	):





        '''simple docstring'''




        if self.val:
           if val < self.val:
              if self.left is None:
                 A_       :					Optional[Any]        =      Node(snake_case	)
              else:
                 self.left.insert(snake_case	)
           elif val > self.val:
              if self.right is None:
                 A_       :					int        =      Node(snake_case	)
              else:
                 self.right.insert(snake_case	)
        else:
           A_       :					int        =      val




def   __snake_case    (       _lowerCAmelCase			:			str					,					_lowerCAmelCase			:			int						)			->    Optional[Any]:
   # Recursive traversal
   if root:
      inorder(root.left					,					_lowerCAmelCase						)
      res.append(root.val						)
      inorder(root.right					,					_lowerCAmelCase						)

def   __snake_case    (       _lowerCAmelCase			:			int						)			->    List[str]:
   # Build BST
   if len(_lowerCAmelCase						) == 0:
      return arr
   A_       :					Dict        =      Node(arr[0]						)
   for i in range(1					,					len(_lowerCAmelCase						)						):
      root.insert(arr[i]						)
   # Traverse BST in order.
   A_       :					Optional[Any]        =      []
   inorder(_lowerCAmelCase					,					_lowerCAmelCase						)
   return res


if __name__ == "__main__":
 print(tree_sort([10, 1, 3, 2, 9, 14, 13]))







from __future__ import annotations

from cmath import sqrt

def   __snake_case    (       _lowerCAmelCase			:			int					,					_lowerCAmelCase			:			int					,					_lowerCAmelCase			:			int						)			->    tuple[complex, complex]:

   if a == 0:
      raise ValueError("Coefficient 'a' must not be zero."						)
   A_       :					Tuple        =      b * b - 4 * a * c

   A_       :					Any        =      (-b + sqrt(_lowerCAmelCase						)) / (2 * a)
   A_       :					Union[str, Any]        =      (-b - sqrt(_lowerCAmelCase						)) / (2 * a)

   return (
       root_a.real if not root_a.imag else root_a,
       root_a.real if not root_a.imag else root_a,
   )

def   __snake_case    (       )			->    List[Any]:
   A_   ,    A_       :					Optional[Any]        =      quadratic_roots(a=5					,					b=6					,					c=1						)
   print(f"The solutions are: {solutiona} and {solutiona}"						)


if __name__ == "__main__":
 main()
