

class    __UpperCAmelCase	:



   def __init__(				self				:	Any,						__A				:	int		):
     UpperCAmelCase			:				int										=					data
     UpperCAmelCase			:				Optional[int]										=					None
     UpperCAmelCase			:				Optional[Any]										=					None






def      a__	(						UpperCAmelCase				:     BinaryTreeNode | None							,					UpperCAmelCase				:     int     )    ->		Union[str, Any]:
  if node is None:
    UpperCAmelCase			:				Union[str, Any]										=					BinaryTreeNode(UpperCAmelCase     )
    return node

  # binary search tree is not empty,
  # so we will insert it into the tree
  # if new_value is less than value of data in node,
  #  add it to left subtree and proceed recursively
  if new_value < node.data:
    UpperCAmelCase			:				Any										=					insert(node.left_child							,					UpperCAmelCase     )
  else:
    # if new_value is greater than value of data in node,
    #  add it to right subtree and proceed recursively
    UpperCAmelCase			:				Optional[Any]										=					insert(node.right_child							,					UpperCAmelCase     )
  return node

def      a__	(						UpperCAmelCase				:     None | BinaryTreeNode     )    ->		Union[str, Any]:  # if node is None,return
  if node:
    UpperCAmelCase			:				Dict										=					inorder(node.left_child     )
    UpperCAmelCase			:				str										=					[*inorder_array, node.data]
    UpperCAmelCase			:				Dict										=					inorder_array + inorder(node.right_child     )
  else:
    UpperCAmelCase			:				Tuple										=					[]
  return inorder_array

def      a__	(						)    ->		Optional[Any]:
  UpperCAmelCase			:				List[Any]										=					insert(UpperCAmelCase							,					15     )
  insert(UpperCAmelCase							,					10     )
  insert(UpperCAmelCase							,					25     )
  insert(UpperCAmelCase							,					6     )
  insert(UpperCAmelCase							,					14     )
  insert(UpperCAmelCase							,					20     )
  insert(UpperCAmelCase							,					60     )
  return root

def      a__	(						)    ->		Optional[Any]:
  # main function
  UpperCAmelCase			:				int										=					make_tree()
  print('''Printing values of binary search tree in Inorder Traversal.'''     )
  inorder(UpperCAmelCase     )


if __name__ == "__main__":
     import doctest

     doctest.testmod()
     main()











"""simple docstring"""

from .chunk_utils import chunk_layer
from .data_transforms import make_atomaa_masks
from .feats import atomaa_to_atomaa, frames_and_literature_positions_to_atomaa_pos, torsion_angles_to_frames
from .loss import compute_predicted_aligned_error, compute_tm
from .protein import Protein as OFProtein
from .protein import to_pdb
from .rigid_utils import Rigid, Rotation
from .tensor_utils import dict_multimap, flatten_final_dims, permute_final_dims


