package fstar

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type ('a, 'f) associative = Prims.unit
type ('a, 'f) commutative = Prims.unit
type ('a, 'f) idempotent = Prims.unit
type semilattice =
  1. | SemiLattice of Prims.unit * Obj.t * Obj.t -> Obj.t -> Obj.t
val uu___is_SemiLattice : semilattice -> Prims.bool
val __proj__SemiLattice__item__top : semilattice -> Obj.t
val __proj__SemiLattice__item__lub : semilattice -> Obj.t -> Obj.t -> Obj.t
type sl = Prims.unit
type 'sl1 lattice_element = Prims.unit
type ('sl1, 'l, !'b) protected = 'b
val hide : Prims.unit -> Prims.unit -> Prims.unit -> Obj.t -> Obj.t
val return : Prims.unit -> Prims.unit -> Prims.unit -> Obj.t -> Obj.t
val map : Prims.unit -> Prims.unit -> 'a -> ('a -> 'b) -> 'b
val op_let_Greater_Greater : Prims.unit -> Prims.unit -> Prims.unit -> Obj.t -> Prims.unit -> Prims.unit -> (Obj.t -> Obj.t) -> Obj.t
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