From in-order representation to binary tree Is there a way to reconstruct a binary tree just from its in-order representation?

I've searched the internet, but I could only find solutions for reconstructing a binary tree from inorder and preorder representations, but none for only inorder.
The in-order traversal is not unique. The above trees have the same sequence 1,2,3,4,5. (They are isomorphic, but I assumed you consider ordered binary trees.)