



from __future__ import annotations



class 	_lowercase							:





	"""simple docstring"""




	def __init__(self		,       lowerCamelCase_=None		):
						"""simple docstring"""

						a					     =   data
						a					     =   None




	def __repr__(self		):
						"""simple docstring"""

						a					     =   []
						a					     =   self
						while temp:
											string_rep.append(F'''{temp.data}'''		)
											a					     =   temp.next
						return "->".join(lowerCamelCase_		)






def     a(      A       :    list       )		->       Optional[Any]:
					"""simple docstring"""





					if not elements_list:
										raise Exception("The Elements List is empty"       )

					a					     =   a					     =   Node(elements_list[0]       )
					for i in range(1 ,     len(A       )       ):
										a					     =   Node(elements_list[i]       )
										a					     =   current.next
					return head






def     a(      A       :    Node       )		->       None:
					"""simple docstring"""





					if head_node is not None and isinstance(A ,     A       ):
										print_reverse(head_node.next       )
										print(head_node.data       )






def     a(      )		->       int:
					"""simple docstring"""





					from doctest import testmod

					testmod()

					a					     =   make_linked_list([14, 52, 14, 12, 43]       )
					print("Linked List:"       )
					print(A       )
					print("Elements in Reverse:"       )
					print_reverse(A       )


if __name__ == "__main__":
				main()





def     a(      A       :    list       )		->       list:
					"""simple docstring"""





					if any(not isinstance(A ,     A       ) or x < 0 for x in sequence       ):
										raise TypeError("Sequence must be list of non-negative integers"       )
					for _ in range(len(A       )       ):
										for i, (rod_upper, rod_lower) in enumerate(zip(A ,     sequence[1:]       )       ):
															if rod_upper > rod_lower:
																				sequence[i] -= rod_upper - rod_lower
																				sequence[i + 1] += rod_upper - rod_lower
					return sequence


if __name__ == "__main__":
				assert bead_sort([5, 4, 3, 2, 1]) == [1, 2, 3, 4, 5]
				assert bead_sort([7, 9, 4, 3, 5]) == [3, 4, 5, 7, 9]
