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If f(1) = 1 and $$f(n) = 2 \sum_{k-1}^{n-1} f(k),(n > 1)$$ then $$\sum_{k-1}^{m} f(k)$$ =
$$(3^{m}) - 1$$
$$(3^{m})$$
$$(3^{m} - 2)$$
$$(3^{m} - 1)$$
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