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Theorem remtau-split-one-fin

⊦ ⌜ext !(al)⌝ = ⌜e '⌝ + β ↔ (∃ al0, a, al1, el. al = al0 + a ' + al1 ∧ ext(a) = Some(e) ∧ ⌜ext !(al0)⌝ = [] ∧ ext !(al1) = el ∧ β = ⌜el⌝ )

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