Consider a complete binary tree represented by an array [19,14,28,15,16,7,27,15,21,21,5,2][19,14,28,15,16,7,27,15,21,21,5,2].
How many edges of this tree violate the max-heap property? In other words, for how many edges of the tree, the parent value is smaller than the value of the child?
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