class Node
  def initialize(parent, key)
    @key = key
    @parent = parent
    @left = nil
    @right = nil
  end

  attr_accessor :left, :right, :parent
  attr_reader :key
end

require 'set'
class BinarySearchTree
  def initialize
    @first = nil
    @visited_node = []
    @keys = Set.new
  end

  def insert(node)
    unless @first.nil?
      current = @first
      until current.nil?
        node.parent = current
        if node.key < current.key
          current = current.left
        else
          current = current.right
        end
      end
    end
    if @first.nil?
      @first = node
    elsif node.key < node.parent.key
      node.parent.left = node
    else
      node.parent.right = node
    end
    @keys << node.key
  end

  def find(key)
    if @keys.include? key
      puts 'yes'
    else
      puts 'no'
    end
  end

  def preorder_tree_walk(node)
    @visited_node << node.key
    return if node.nil?
    preorder_tree_walk node.left unless node.left.nil?
    preorder_tree_walk node.right unless node.right.nil?
  end

  def inorder_tree_walk(node)
    return if node.nil?
    inorder_tree_walk node.left unless node.left.nil?
    @visited_node << node.key
    inorder_tree_walk node.right unless node.right.nil?
  end

  def print
    inorder_tree_walk @first
    puts " #{@visited_node.join ' '}"
    @visited_node = []
    preorder_tree_walk @first
    puts " #{@visited_node.join ' '}"
    @visited_node = []
  end
end

n = gets.to_i
tree = BinarySearchTree.new
n.times do
  input = gets.split ' '
  case input[0]
  when 'insert'
    tree.insert Node.new nil, input[1].to_i
  when 'find'
    tree.find input[1].to_i
  when 'print'
    tree.print
  end
end

