
'''simple docstring'''

class 				A       :





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


				"""simple docstring"""

				lowerCAmelCase__									=							data
				lowerCAmelCase__									=							None
				lowerCAmelCase__									=							None







def 					A       ( UpperCamelCase_   :       BinaryTreeNode | None  ,		UpperCamelCase_   :       int )   ->    BinaryTreeNode | None:







			'''simple docstring'''



			if node is None:
						lowerCAmelCase__									=							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:
						lowerCAmelCase__									=							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
						lowerCAmelCase__									=							insert(node.right_child  ,		UpperCamelCase_ )
			return node







def 					A       ( UpperCamelCase_   :       None | BinaryTreeNode )   ->    list[int]:  # if node is None,return







			'''simple docstring'''



			if node:
						lowerCAmelCase__									=							inorder(node.left_child )
						lowerCAmelCase__									=							[*inorder_array, node.data]
						lowerCAmelCase__									=							inorder_array + inorder(node.right_child )
			else:
						lowerCAmelCase__									=							[]
			return inorder_array







def 					A       ( )   ->    BinaryTreeNode | None:







			'''simple docstring'''



			lowerCAmelCase__									=							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       ( )   ->    None:







			'''simple docstring'''



			lowerCAmelCase__									=							make_tree()
			print("Printing values of binary search tree in Inorder Traversal." )
			inorder(UpperCamelCase_ )


if __name__ == "__main__":
		import doctest

		doctest.testmod()
		main()







'''simple docstring'''

# this script builds a small sample spm file tests/fixtures/test_sentencepiece_no_bos.model, with features needed by pegasus

# 1. pip install sentencepiece
#
# 2. wget https://raw.githubusercontent.com/google/sentencepiece/master/data/botchan.txt

# 3. build
import sentencepiece as spm

# pegasus:
# 1. no bos
# 2. eos_id is 1
# 3. unk_id is 2
# build a sample spm file accordingly
spm.SentencePieceTrainer.train(
    "--input=botchan.txt --model_prefix=test_sentencepiece_no_bos --bos_id=-1 --unk_id=2  --eos_id=1  --vocab_size=1000"
)

# 4. now update the fixture
# mv test_sentencepiece_no_bos.model ../../tests/fixtures/





