2014-06-14 00:30:35 +00:00
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id.{2} : Pi {A : Type.{2}} (a : A), A
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trans.{1} : Pi {A : Type} (R : A -> A -> Bool), Bool
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symm.{1} : Pi {A : Type} (R : A -> A -> Bool), Bool
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equivalence.{1} : Pi {A : Type} (R : A -> A -> Bool), Bool
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2014-06-20 18:27:30 +00:00
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fun {A : Type.{l_1}} (R : A -> A -> Bool), (and (and (private.3808308840.refl.{l_1} A R) (symm.{l_1} A R)) (trans.{l_1} A R))
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