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Theorem alldisjointp-def

⊦ alldisjointp(ts, f) ↔ (∀ tid1, tid2, np. tid1 ∈ ts ∧ tid2 ∈ ts ∧ np ∈ f(tid1) ∧ tid1 ≠ tid2 → ¬ np ∈ f(tid2))