-ndefinition reflexive2 ≝ λT:Type[2].λP:T → T → CProp[2]. ∀x.P x x.
-ndefinition symmetric2 ≝ λT:Type[2].λP:T → T → CProp[2]. ∀x,y.P x y → P y x.
-ndefinition transitive2 ≝ λT:Type[2].λP:T → T → CProp[2]. ∀z,x,y. P x z → P z y → P x y.
+definition reflexive2 ≝ λT:Type[2].λP:T → T → CProp[2]. ∀x.P x x.
+definition symmetric2 ≝ λT:Type[2].λP:T → T → CProp[2]. ∀x,y.P x y → P y x.
+definition transitive2 ≝ λT:Type[2].λP:T → T → CProp[2]. ∀z,x,y. P x z → P z y → P x y.