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Theorem allslotsfull-incfalse

n < # ar, n0 < # ar ⊦ ar[n] ≠ ⊥ ∧ ar[n] ≠ e → (allslotsfull(ar, n0, (n + 1) % # ar, e, false) ↔ allslotsfull(ar, n0, n, e, false) ∨ (n + 1) % # ar = n0)

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