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Consecutive powers of $2$ are arranged in a triangular pattern, as shown. The first row consists of the single entry, $2^1$. Each row has one more entry than the row above it. The product of the right-most entries (first three are bolded) of the first six rows can be expressed in the form $2^m$ for a natural number $m$. What is the value of $m$?

 Nov 5, 2022
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m = 18.

 Nov 5, 2022

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