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content/incompleteness/arithmetization-syntax/coding-symbols.tex

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the code of the sequence $\tuple{k_0, \dots, k_{n-1}}$ in the
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power-of-primes coding is
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\[
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2^{k_0+1}\cdot3^{k_1+1}\cdot \dots \cdot p_{n-1}^{k_{n-1}},
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2^{k_0+1}\cdot3^{k_1+1}\cdot \dots \cdot p_{n-1}^{k_{n-1}+1},
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\]
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where $p_i$ is the $i$-th prime (starting with $p_0 = 2$). So for
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instance, the formula $\eq[\Obj v_0][\Obj 0]$, or, more explicitly,

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