package jasmin

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Module Jasmin.Stack_zero_strategy

type __ = Obj.t
type stack_zero_strategy =
  1. | SZSloop
  2. | SZSloopSCT
  3. | SZSunrolled
val stack_zero_strategy_rect : 'a1 -> 'a1 -> 'a1 -> stack_zero_strategy -> 'a1
val stack_zero_strategy_rec : 'a1 -> 'a1 -> 'a1 -> stack_zero_strategy -> 'a1
type is_stack_zero_strategy =
  1. | Coq_is_SZSloop
  2. | Coq_is_SZSloopSCT
  3. | Coq_is_SZSunrolled
val is_stack_zero_strategy_rect : 'a1 -> 'a1 -> 'a1 -> stack_zero_strategy -> is_stack_zero_strategy -> 'a1
val is_stack_zero_strategy_rec : 'a1 -> 'a1 -> 'a1 -> stack_zero_strategy -> is_stack_zero_strategy -> 'a1
val stack_zero_strategy_tag : stack_zero_strategy -> BinNums.positive
val is_stack_zero_strategy_inhab : stack_zero_strategy -> is_stack_zero_strategy
val is_stack_zero_strategy_functor : stack_zero_strategy -> is_stack_zero_strategy -> is_stack_zero_strategy
type box_stack_zero_strategy_SZSloop =
  1. | Box_stack_zero_strategy_SZSloop
type stack_zero_strategy_fields_t = __
val stack_zero_strategy_fields : stack_zero_strategy -> stack_zero_strategy_fields_t
val stack_zero_strategy_construct : BinNums.positive -> stack_zero_strategy_fields_t -> stack_zero_strategy option
val stack_zero_strategy_induction : 'a1 -> 'a1 -> 'a1 -> stack_zero_strategy -> is_stack_zero_strategy -> 'a1
val stack_zero_strategy_eqb : stack_zero_strategy -> stack_zero_strategy -> bool
val stack_zero_strategy_eqb_OK : stack_zero_strategy -> stack_zero_strategy -> Bool.reflect
val stack_zero_strategy_eqb_OK_sumbool : stack_zero_strategy -> stack_zero_strategy -> bool
val stack_zero_strategy_list : stack_zero_strategy list
val coq_HB_unnamed_factory_1 : stack_zero_strategy Eqtype.Coq_hasDecEq.axioms_
val stack_zero_strategy_stack_zero_strategy__canonical__eqtype_Equality : Eqtype.Equality.coq_type