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Proof step 19 from proof pop-corr (
previous step
)
⊦ inv(buf) ∧ m < n → (x = tolist(buf, n) ↔ x = tolist(buf, n) ∧ x[m] = (buf .data)[(i→n(buf .first) + m) % i→n(buf .size)])
Lemma
tolist-ext-one