Assume you are given n different values to store in a complete heap—a heap kept in a full binary tree. Because there is no ordering among the offspring in a heap, the left and right subheaps can be swapped. How many similar heaps may be generated by just changing a node's children?

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Assume you are given n different values to store in a complete heap—a heap kept in a full binary tree. Because there is no ordering among the offspring in a heap, the left and right subheaps can be swapped. How many similar heaps may be generated by just changing a node's children?

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