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Suppose a function f:N→Zf: N \to Z is defined as:
1. Basis step: f(0)f(0) = 3
2. Recursive step: f(i)=2×f(i−1)+5f(i) = 2 \times f(i-1) + 5 for all i≥1i \geq 1
What is f(3)?
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