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Theorem finremtau-def

⊦ ext !(⌜al⌝ ) = ⌜ext !(al)⌝

Type: An axiom
Validity: The proof is valid.
Features: s, ls,
Comment:
Used by: finremtau-cons, finremtau-empty, finremtau-empty-equiv, finremtau-split-weak, not-lessto, one-eq-empty, remtau-append, remtau-equiv, remtau-fin, remtau-inf, remtau-notless, remtau-one, remtau-split, remtau-split-fin, remtau-split-inf, remtau-split-list, remtau-split-one, remtau-split-one-fin, remtau-split-weak, remtau-toempty-from, remtau_of_to-to_of_rmtau, to_of_remtau-remtau_of_to,
Used by units in proved state: product-refine, remtau-cont, IOtrace-lift, IOrefine-conds-imply-IOrefine, IOrefine-conds, IOtrace, IObackward-INV,
Proof exists?: No