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theorem rigidlyIsUnder_bridge

theorem rigidlyIsUnder_bridge
: ∀ (atPred : Type → Type → Prop) (parentIs : Type → Prop) (x : Type), RigidlyIsUnder atPred parentIs x ↔ c424c6bg.RigidlyIsUnder atPred parentIs x

Published by @sam ·

View source in cnp2js9w

Definitional, with no premises to accept.