package fstar

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type 'a binrel = Prims.unit
type 'a predicate = Prims.unit
type ('a, 'rel) reflexive = Prims.unit
type ('a, 'rel) transitive = Prims.unit
type ('a, 'rel) preorder_rel = Prims.unit
type 'a preorder = Prims.unit
type ('a, 'p, 'rel) stable = Prims.unit
type (!'a, !'r, !'dummyV0, !'dummyV1) _closure =
  1. | Refl of 'a
  2. | Step of 'a * 'a * Prims.unit
  3. | Closure of 'a * 'a * 'a * ('a, 'r, Prims.unit, Prims.unit) _closure * ('a, 'r, Prims.unit, Prims.unit) _closure
val uu___is_Refl : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> Prims.bool
val __proj__Refl__item__x : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> 'a
val uu___is_Step : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> Prims.bool
val __proj__Step__item__x : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> 'a
val __proj__Step__item__y : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> 'a
val uu___is_Closure : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> Prims.bool
val __proj__Closure__item__x : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> 'a
val __proj__Closure__item__y : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> 'a
val __proj__Closure__item__z : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> 'a
val __proj__Closure__item___3 : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> ('a, 'r, Prims.unit, Prims.unit) _closure
val __proj__Closure__item___4 : 'a -> 'a -> ('a, 'r, Prims.unit, Prims.unit) _closure -> ('a, 'r, Prims.unit, Prims.unit) _closure
type ('a, 'r, 'x, 'y) _closure0 = Prims.unit
type ('a, 'r, 'uuuuu, 'uuuuu1) closure = Prims.unit
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