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Proof step 5 from proof del-lists-unions (previous step)

⊦ del-list(r ' + rx, n) = _∃(λ x. ls(r, x) * del-list(rx, n - # x) ∧ ⌜r ≠ null ∧ n ≥ # x⌝ )

Lemma del-list-rec