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Def {T} == T

is mentioned by

Thm* (P  Q)  (P  Q)[squash_functionality_wrt_iff]
Thm* (P  Q)  P  Q[squash_functionality_wrt_implies]
Thm* (P1  P2)  (Q1  Q2)  P1  Q1  P2  Q2[or_functionality_wrt_implies]
Thm* (P  Q)  P  Q[not_functionality_wrt_implies]
Thm* P,Q:(SProp).
Thm* S = T  (x:S. P(x)  Q(x))  (x:S. P(x))  (y:T. Q(y))
[exists_functionality_wrt_implies]
Thm* P,Q:(SProp).
Thm* S = T  (z:S. P(z)  Q(z))  (x:S. P(x))  (y:T. Q(y))
[all_functionality_wrt_implies]
Thm* (P1  P2)  (Q1  Q2)  (P1  Q1)  P2  Q2[implies_functionality_wrt_implies]
Thm* (P1  P2)  (Q1  Q2)  ((P1  Q1)  (P2  Q2))[implies_functionality_wrt_iff]
Thm* (P1  P2)  (Q1  Q2)  P1 & Q1  P2 & Q2[and_functionality_wrt_implies]
Thm* (P  Q)  (Q  R)  P  R[implies_transitivity]
Thm* (A  B)  A & B[not_over_or_a]

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