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cS ∈ INat ⟶ INat
{ ((FunExt THENA Auto) THEN All (Unfold `indNat`) THEN DepIsectHD 1) }
1. x : x:cNat ⋂ church-inductive{i:l}(x)
2. x ∈ cNat
3. x ∈ church-inductive{i:l}(x)
⊢ cS x ∈ x:cNat ⋂ church-inductive{i:l}(x)