-fact tpr_inv_flat1_aux: â\88\80U1,U2. U1 â\87\92 U2 â\86\92 â\88\80I,V1,U0. U1 = ð\9d\95\97{I} V1. U0 →
- â\88¨â\88¨ â\88\83â\88\83V2,T2. V1 â\87\92 V2 & U0 â\87\92 T2 &
- U2 = 𝕗{I} V2. T2
- | â\88\83â\88\83V2,W,T1,T2. V1 â\87\92 V2 & T1 â\87\92 T2 &
- U0 = 𝕔{Abst} W. T1 &
- U2 = 𝕔{Abbr} V2. T2 & I = Appl
- | â\88\83â\88\83V2,V,W1,W2,T1,T2. V1 â\87\92 V2 & W1 â\87\92 W2 & T1 â\87\92 T2 &
- â\87\91[0,1] V2 ≡ V &
- U0 = 𝕔{Abbr} W1. T1 &
- U2 = 𝕔{Abbr} W2. 𝕔{Appl} V. T2 &
+fact tpr_inv_flat1_aux: â\88\80U1,U2. U1 â\9e¡ U2 â\86\92 â\88\80I,V1,U0. U1 = â\93\95{I} V1. U0 →
+ â\88¨â\88¨ â\88\83â\88\83V2,T2. V1 â\9e¡ V2 & U0 â\9e¡ T2 &
+ U2 = ⓕ{I} V2. T2
+ | â\88\83â\88\83V2,W,T1,T2. V1 â\9e¡ V2 & T1 â\9e¡ T2 &
+ U0 = ⓛW. T1 &
+ U2 = ⓓV2. T2 & I = Appl
+ | â\88\83â\88\83V2,V,W1,W2,T1,T2. V1 â\9e¡ V2 & W1 â\9e¡ W2 & T1 â\9e¡ T2 &
+ â\87§[0,1] V2 ≡ V &
+ U0 = ⓓW1. T1 &
+ U2 = ⓓW2. ⓐV. T2 &