(csequence_map_composition
(map_composition 0
(map_composition-1 nil 3513552853
("" (skolem!)
(("" (lemma "coinduction[T3]" )
((""
(inst -
"LAMBDA (cseq1, cseq2: csequence[T3]): EXISTS (cseq: csequence[T1]): map[T2, T3](f23!1)(map[T1, T2](f12!1)(cseq)) = cseq1 AND map[T1, T3](f23!1 o f12!1)(cseq) = cseq2"
"map[T2, T3](f23!1)(map[T1, T2](f12!1)(cseq!1))"
"map[T1, T3](f23!1 o f12!1)(cseq!1)" )
(("1" (assert ) (("1" (inst + "cseq!1" ) nil nil )) nil )
("2" (delete 2)
(("2" (expand "bisimulation?" )
(("2" (skosimp*)
(("2" (expand "map" -)
(("2" (expand "o" )
(("2" (smash)
(("1" (inst + "rest(cseq!2)" )
(("1" (decompose-equality)
(("1" (decompose-equality -3)
(("1" (assert ) nil nil )) nil ))
nil ))
nil )
("2" (decompose-equality)
(("2" (decompose-equality -3)
(("2" (assert ) nil nil )) nil ))
nil ))
nil ))
nil ))
nil ))
nil ))
nil ))
nil ))
nil ))
nil ))
nil )
((T3 formal-type-decl nil csequence_map_composition nil )
(coinduction formula-decl nil csequence_codt nil )
(rest adt-accessor-decl "[(nonempty?) -> csequence]" csequence_codt
nil )
(nonempty? adt-recognizer-decl "[csequence -> boolean]"
csequence_codt nil )
(first adt-accessor-decl "[(nonempty?) -> T]" csequence_codt nil )
(add adt-constructor-decl "[[T, csequence] -> (nonempty?)]"
csequence_codt nil )
(csequence type-decl nil csequence_codt nil )
(boolean nonempty-type-decl nil booleans nil )
(bool nonempty-type-eq-decl nil booleans nil )
(PRED type-eq-decl nil defined_types nil )
(bisimulation? adt-def-decl "boolean" csequence_codt nil )
(T1 formal-type-decl nil csequence_map_composition nil )
(AND const-decl "[bool, bool -> bool]" booleans nil )
(= const-decl "[T, T -> boolean]" equalities nil )
(T2 formal-type-decl nil csequence_map_composition nil )
(map adt-def-decl "csequence[T1]" csequence_codt_map nil )
(f23!1 skolem-const-decl "[T2 -> T3]" csequence_map_composition
nil )
(f12!1 skolem-const-decl "[T1 -> T2]" csequence_map_composition
nil )
(O const-decl "T3" function_props nil ))
shostak)))
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