




"""simple docstring"""


class _lowerCamelCase    :






   def __init__(		self       :		Union[str, Any]   ,     UpperCamelCase       :		Dict   )			->						Optional[int]:

         """simple docstring"""
         lowerCAmelCase__      :			List[Any]   =	val
         lowerCAmelCase__      :			Union[str, Any]   =	None
         lowerCAmelCase__      :			Any   =	None






   def 	_lowerCAmelCase   (		self       :		List[str]   ,     UpperCamelCase       :		Optional[int]   )			->						str:

         """simple docstring"""
         if self.val:
               if val < self.val:
                     if self.left is None:
                           lowerCAmelCase__      :			Optional[int]   =	Node(UpperCamelCase   )
                     else:
                           self.left.insert(UpperCamelCase   )
               elif val > self.val:
                     if self.right is None:
                           lowerCAmelCase__      :			Dict   =	Node(UpperCamelCase   )
                     else:
                           self.right.insert(UpperCamelCase   )
         else:
               lowerCAmelCase__      :			Optional[Any]   =	val






def 	lowercase_				(			__UpperCAmelCase    ,		__UpperCAmelCase				)						->    Dict:
      # Recursive traversal
      if root:
            inorder(root.left    ,		__UpperCAmelCase				)
            res.append(root.val				)
            inorder(root.right    ,		__UpperCAmelCase				)



def 	lowercase_				(			__UpperCAmelCase				)						->    List[str]:
      # Build BST
      if len(__UpperCAmelCase				) == 0:
            return arr
      lowerCAmelCase__      :			Tuple   =	Node(arr[0]				)
      for i in range(1    ,		len(__UpperCAmelCase				)				):
            root.insert(arr[i]				)
      # Traverse BST in order.
      lowerCAmelCase__      :			Optional[Any]   =	[]
      inorder(__UpperCAmelCase    ,		__UpperCAmelCase				)
      return res


if __name__ == "__main__":
  print(tree_sort([1_0, 1, 3, 2, 9, 1_4, 1_3]))











"""simple docstring"""


def 	lowercase_				(			__UpperCAmelCase    ,		__UpperCAmelCase				)						->    str:
      return "\n".join(
          f"""{number} * {i} = {number * i}""" for i in range(1    ,		number_of_terms + 1				)				)


if __name__ == "__main__":
  print(multiplication_table(number=5, number_of_terms=1_0))





