lean4-htt/tests/lean/interactive/alias.input.expected.out

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-- BEGINSET
-- ENDSET
-- BEGINWAIT
-- ENDWAIT
-- BEGINFINDP
tt|bool
bool.tt_bxor_tt|eq (bool.bxor tt tt) ff
bool.tt_bxor_ff|eq (bool.bxor tt ff) tt
bool.bor_tt|∀ a, eq (bool.bor a tt) tt
bool.band_tt|∀ a, eq (bool.band a tt) a
bool.bxor_tt|∀ a, eq (bool.bxor a tt) (bool.bnot a)
tactic.pattern.destruct|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
tactic.pattern.no_confusion|eq ?v1 ?v2 → tactic.pattern.no_confusion_type ?P ?v1 ?v2
tactic.pattern.rec|(Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → (Π n, ?C n)
bool.eq_tt_of_bnot_eq_ff|eq (bool.bnot ?a) ff → eq ?a tt
tactic.pattern.no_confusion_type|Type → tactic.pattern → tactic.pattern → Type
bool.eq_ff_of_bnot_eq_tt|eq (bool.bnot ?a) tt → eq ?a ff
tactic.mk_pattern|list level → list expr → expr → list expr → tactic tactic.pattern
tactic.pattern.induction_on|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
tactic.pattern.cases_on|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
bool.ff_bxor_tt|eq (bool.bxor ff tt) tt
bool.absurd_of_eq_ff_of_eq_tt|eq ?a ff → eq ?a tt → ?B
bool.eq_tt_of_ne_ff|ne ?a ff → eq ?a tt
tactic.pattern.rec_on|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
tactic.pattern.mk|expr → list expr → nat → nat → tactic.pattern
bool.tt_band|∀ a, eq (bool.band tt a) a
bool.cond_tt|∀ t e, eq (bool.cond tt t e) t
environment.mk_hott|nat → environment
tactic.match_pattern_core|tactic.transparency → tactic.pattern → expr → tactic (list expr)
tactic.pattern|Type
decidable.tt|?p → decidable ?p
bool.ff_ne_tt|eq ff tt → false
bool.eq_ff_of_ne_tt|ne ?a tt → eq ?a ff
bool.tt_bxor|∀ a, eq (bool.bxor tt a) (bool.bnot a)
tactic.match_pattern|tactic.pattern → expr → tactic (list expr)
bool.tt_bor|∀ a, eq (bool.bor tt a) tt
format.flatten|format → format
-- ENDFINDP
-- BEGINWAIT
-- ENDWAIT
-- BEGINFINDP
tt|bool
tt_bor|∀ a, eq (bor tt a) tt
tt_band|∀ a, eq (band tt a) a
tt_bxor|∀ a, eq (bxor tt a) (bnot a)
tt_bxor_tt|eq (bxor tt tt) ff
tt_bxor_ff|eq (bxor tt ff) tt
bor_tt|∀ a, eq (bor a tt) tt
band_tt|∀ a, eq (band a tt) a
bxor_tt|∀ a, eq (bxor a tt) (bnot a)
tactic.pattern.destruct|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
tactic.pattern.no_confusion|eq ?v1 ?v2 → tactic.pattern.no_confusion_type ?P ?v1 ?v2
tactic.pattern.rec|(Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → (Π n, ?C n)
eq_tt_of_bnot_eq_ff|eq (bnot ?a) ff → eq ?a tt
tactic.pattern.no_confusion_type|Type → tactic.pattern → tactic.pattern → Type
eq_ff_of_bnot_eq_tt|eq (bnot ?a) tt → eq ?a ff
tactic.mk_pattern|list level → list expr → expr → list expr → tactic tactic.pattern
tactic.pattern.induction_on|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
tactic.pattern.cases_on|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
ff_bxor_tt|eq (bxor ff tt) tt
absurd_of_eq_ff_of_eq_tt|eq ?a ff → eq ?a tt → ?B
eq_tt_of_ne_ff|ne ?a ff → eq ?a tt
tactic.pattern.rec_on|Π n, (Π target output nuvars nmvars, ?C (tactic.pattern.mk target output nuvars nmvars)) → ?C n
tactic.pattern.mk|expr → list expr → nat → nat → tactic.pattern
cond_tt|∀ t e, eq (cond tt t e) t
environment.mk_hott|nat → environment
tactic.match_pattern_core|tactic.transparency → tactic.pattern → expr → tactic (list expr)
tactic.pattern|Type
decidable.tt|?p → decidable ?p
ff_ne_tt|eq ff tt → false
eq_ff_of_ne_tt|ne ?a tt → eq ?a ff
tactic.match_pattern|tactic.pattern → expr → tactic (list expr)
format.flatten|format → format
-- ENDFINDP