PROFESSOR MORIARITY

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A complete binary tree exists with $n$ nodes and all the edges in this tree are undirected. Nodes are numbered from $1 to n$. Consider the root node with the $index 1$, and the parent of $ith$ node as floor $(i/2)$. Moriarity sees this tree and wants to create complications. He adds $m$ extra undirected edges to the tree. Sherlock is appointed to count the number of Beautiful Paths in the resul

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solution.cppC++17

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